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shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_AA_Upscale_x2_US.glsl
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// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(0.10005958, 0.30363804, -0.24045889, -0.003466652, 0.25860623, 0.47408342, -0.58965975, 0.058167808, 0.17228158, 0.43657768, -0.3982826, -0.022539442, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(-0.23593923, 0.4692322, 0.04355681, 0.009586428, -0.37485301, 0.5885971, 0.3236714, -0.08301241, -0.3188667, 0.5608897, 0.3396368, 0.059106056, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.15485556, -0.11745722, 0.042440087, 0.5313071, -0.24682014, 0.00033858762, -0.08202063, 0.84100145, -0.15803772, -0.11368423, -0.09765383, 0.6991758, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.21323937, 0.07442176, -0.10949712, -0.05313448, 0.44871446, 0.16815953, 0.07202329, -0.05763504, 0.12998791, 0.06934043, 0.044557367, -0.00978054, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(0.40295616, -0.7156766, 0.7321813, -0.54544497, 0.44781828, -1.1244348, 0.7786728, -0.91297877, 0.52567977, -0.81486106, 0.56867415, -0.68681335, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.020084642, -0.072761856, -0.13040084, 0.063976064, 0.18822637, -0.096821584, -0.06842927, 0.18078656, 0.05295053, -0.18540566, -0.1239999, 0.0156137515, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(-0.6254935, 0.0074730455, 0.21930416, 0.028796878, -0.82789946, 0.051125027, 0.25597844, 0.049207535, -0.68400925, -0.015768895, 0.233402, 0.021760475, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.21823564, -0.15992375, -0.14845636, -0.031485636, 0.13821888, -0.27466524, -0.094343, -0.07067512, 0.20875643, -0.20346795, -0.12910774, -0.052383807, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(0.001368614, 0.17603171, -0.36661625, -0.0043979343, 0.1381601, 0.27952382, -0.6743216, 0.0067374213, -0.023204552, 0.21662682, -0.3795221, -0.025739884, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.025272772, 0.014345055, -0.009859513, 0.000597734);
return result;
}
//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_tf
//!SAVE conv2d_1_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.08796357, 0.028130328, 0.073414765, -0.029320398, -0.07826724, 0.012752971, 0.06304871, 0.082551956, -0.052348416, 0.010077275, 0.0803755, 0.16395038, -0.08238233, -0.0012038432, -0.1297045, -0.1087021) * go_0(-1.0, -1.0);
result += mat4(0.044162463, -0.019727755, -0.05845153, -0.23984948, 0.08363732, -0.06774037, 0.0234879, 0.02139741, 0.0028723166, -0.07549135, 0.0744662, 0.109019615, 0.03763121, -0.060664024, -0.03823593, -0.015655363) * go_0(-1.0, 0.0);
result += mat4(-0.026882887, 0.124355234, -0.005225512, 0.053853527, -0.004761375, 0.07739831, 0.007993726, -0.024238527, -0.035357814, 0.022114292, -0.026158875, 0.047122046, -0.021067293, 0.041959677, 0.008588816, -0.006613815) * go_0(-1.0, 1.0);
result += mat4(-0.037601672, 0.010898833, 0.05053419, -0.0118405875, 0.052177202, 0.013291429, -0.20246609, -0.07192325, -0.05164381, -0.011278074, -0.12394048, -0.037769064, 0.24392918, 0.03289724, 0.018663784, 0.04071627) * go_0(0.0, -1.0);
result += mat4(-0.17768572, -0.003431817, 0.024597375, -0.067222916, -0.15119793, -0.049984362, 0.0588867, 0.20031504, -0.028296817, -0.17337173, 0.02136566, 0.07842319, -0.10203611, 0.02128208, 0.20057699, 0.026265312) * go_0(0.0, 0.0);
result += mat4(-0.018206367, -0.36731398, -0.07842714, -0.08946319, 0.05601789, -0.13398123, -0.09766525, 0.0051633804, -0.004821273, -0.060362365, -0.08751827, -0.01924666, -0.01642196, -0.084792316, -0.021546558, -0.01531331) * go_0(0.0, 1.0);
result += mat4(-0.003315341, 0.003464535, 0.023609636, -0.029517155, 0.023121882, -0.033598952, 0.032658506, 0.072380014, 0.038630765, -0.020992903, -0.09003304, 0.048244834, 0.17752261, -0.023978172, 0.7178278, 0.09461632) * go_0(1.0, -1.0);
result += mat4(0.010277829, -0.0462686, -0.024897251, -0.02214524, 0.1262903, -0.15583614, -0.50100106, -0.04074772, 0.0612536, -0.17066137, -0.15715116, -0.020877155, -0.062031068, 0.4314311, -0.008700501, -0.030722365) * go_0(1.0, 0.0);
result += mat4(-0.12062004, 0.055291675, 0.041176047, -0.034254536, -0.04062085, 0.14750236, 0.100433215, 0.024384778, -0.02506444, -0.0012329774, 0.06715311, 0.013158619, -0.07343181, 0.08929479, 0.015891392, 0.0014893904) * go_0(1.0, 1.0);
result += mat4(-0.00028356185, 0.008408778, 0.046833538, -0.110735945, 0.050230157, -0.023995856, -0.06471944, -0.12666705, 0.121487044, -0.040447604, -0.13425831, -0.035763647, 0.06327994, 0.04542948, 0.12984566, 0.041735172) * go_1(-1.0, -1.0);
result += mat4(-0.09654193, 0.055733874, 0.14149562, 0.20103204, -0.04256184, 0.041129943, -0.0997907, 0.030775042, 0.017492702, 0.053436417, -0.13472094, -0.037674613, -0.09461306, 0.07363193, 0.025130237, -0.020962669) * go_1(-1.0, 0.0);
result += mat4(0.003966979, -0.077911004, -0.025530541, -0.08657802, 0.047928706, -0.12820454, -0.034780253, 0.070523396, 0.0991259, -0.07432318, -0.035848588, 0.026542934, -0.005886989, -0.048655648, 0.014799456, -0.033676937) * go_1(-1.0, 1.0);
result += mat4(0.0040423325, 0.011639387, 0.014709128, -0.100935176, -0.03094238, -0.0058094636, 0.1256023, 0.086693585, -0.00840243, -0.02635784, -0.2395783, 0.0055595445, -0.104565054, 0.05285065, 0.092289336, 0.12696597) * go_1(0.0, -1.0);
result += mat4(-0.097862415, 0.035469674, -0.12026435, -0.25865972, 0.12508512, -0.00648921, -0.1848096, -0.24143967, -0.009432349, -0.035211377, -0.05589267, -0.11565712, 0.015937572, 0.02717122, -0.09954979, -0.081140056) * go_1(0.0, 0.0);
result += mat4(-0.09073428, 0.31426015, 0.087145604, -0.00073830306, 0.013578701, 0.032616604, 0.038264107, 0.07236385, -0.012257218, 0.040580798, 0.08520396, 0.004167174, 0.02280993, 0.113494344, 0.027510444, 0.029490784) * go_1(0.0, 1.0);
result += mat4(-0.02391937, 0.0039571812, -0.026116686, -0.025334306, 0.06904104, 0.011511556, -0.14147542, 0.01224604, 0.03788813, -0.041387778, -0.1523622, 0.03650455, 0.04693732, 0.03091366, 0.2839756, 0.1779714) * go_1(1.0, -1.0);
result += mat4(-0.026292996, 0.020397607, 0.09354275, 0.00044126343, -0.047845, 0.11368384, 0.18426466, 0.12002076, -0.034070846, 0.042704806, -0.041553736, 0.04446022, -0.006331844, 0.16227855, 0.07832003, -0.07068554) * go_1(1.0, 0.0);
result += mat4(-0.026658786, -0.0079359505, -0.04125044, -0.10622727, 0.06254047, -0.36537018, -0.10755624, 0.011665703, 0.025558028, -0.087151, -0.06987865, 0.00023839885, 0.03247968, -0.053188834, -0.004876301, -0.06005079) * go_1(1.0, 1.0);
result += vec4(-0.012601902, -0.0121468, -0.027073797, -0.0223602);
return result;
}
//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Conv-4x3x3x4
//!HOOK MAIN
//!BIND conv2d_1_tf
//!SAVE conv2d_last_tf
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.00055252935, 0.0011350953, -0.0016148019, 0.0014946404, -0.30635214, -0.017596753, -0.0036547943, 0.016236471, 0.005174489, 0.0030302007, 0.00019672248, 0.0006430973, 0.0007490077, -0.0031795658, -6.158733e-05, 0.0006820584) * go_0(-1.0, -1.0);
result += mat4(0.15602079, 0.011071071, -0.0027609533, -0.0034318874, -0.0039016667, 0.016504101, -0.27816474, -0.008282344, 0.19063498, 0.012465078, 0.010091085, -0.004841106, -0.11758087, -0.012808949, 0.0067606894, 0.005216566) * go_0(-1.0, 0.0);
result += mat4(0.013258877, -0.014989483, 0.22402754, 0.013204027, 0.00016207264, -0.00042593342, -0.00333761, -0.0012207513, 0.0033727325, -0.007841196, 0.16044731, 0.00594871, -0.0028581345, 0.012616562, -0.15928285, -0.011812331) * go_0(-1.0, 1.0);
result += mat4(-0.0048872055, -0.0011780986, -0.0029523429, 0.00082424335, -0.0024385185, -0.26525813, 0.013532772, -0.0008381766, 0.0024996721, 0.0022899017, -0.0017697349, -0.0010618394, 0.0024938583, 0.005421073, 0.0028740794, -0.007808829) * go_0(0.0, -1.0);
result += mat4(-0.08293415, 0.2659366, -0.010839574, 0.023423964, 0.01725351, -0.009252893, -0.011632222, -0.308242, 0.0001496815, 0.16104282, -0.0069378703, 0.00842848, 0.085917845, -0.18407243, -0.006601597, -0.027134055) * go_0(0.0, 0.0);
result += mat4(-0.033873428, -0.011743531, -0.230377, 0.116242796, -0.0018527015, -0.00853698, 0.0059901997, -0.006155517, -0.009841329, 0.006163952, 0.014816026, 0.18667653, 0.016977048, -0.0017093032, 0.19695279, -0.061764043) * go_0(0.0, 1.0);
result += mat4(-0.0003514533, -0.0069080726, 0.0052108583, -0.0016346197, -0.0016860099, 0.006002445, -0.0022835485, -0.0028219873, 0.0005367275, 0.0005437954, 0.00059865275, -0.00014915364, -0.0032214937, -0.00052043283, -0.0031621973, 0.0055843857) * go_0(1.0, -1.0);
result += mat4(-0.006905302, -0.20389622, 0.01891904, -0.018114902, 0.00724176, 0.011335843, -0.0028616642, 0.016452003, -0.00013852821, -0.00039706306, 0.0011838446, 0.0028873065, 0.012857878, 0.16889338, -0.014114007, 0.009388666) * go_0(1.0, 0.0);
result += mat4(0.0040798862, 0.002933288, -0.016012201, -0.14650294, -0.0017411204, 0.0017980475, 0.00056705566, -0.0003218331, -0.0014291195, -0.0062614805, 0.00082543516, -0.00397049, -0.004496662, 0.0008032309, 0.0049529593, 0.117166765) * go_0(1.0, 1.0);
result += vec4(-3.1127936e-05, 3.3726166e-05, 4.8580805e-05, -9.541029e-06);
return result;
}
//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Depth-to-Space
//!HOOK MAIN
//!BIND MAIN
//!BIND conv2d_last_tf
//!SAVE MAIN
//!WIDTH conv2d_last_tf.w 2 *
//!HEIGHT conv2d_last_tf.h 2 *
vec4 hook() {
vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size);
ivec2 i0 = ivec2(f0 * vec2(2.0));
float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x];
float c1 = c0;
float c2 = c1;
float c3 = c2;
return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_Upscale_x2_US.glsl
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// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(0.020295616, 0.26657984, -0.28531083, 0.041052748, 0.11729335, 0.4042445, -0.5860672, 0.098661005, 0.07756054, 0.32493782, -0.38677853, 0.029859459, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(-0.28257942, 0.46859467, 0.07703674, -0.05280326, -0.46674755, 0.6592401, 0.28513643, -0.059969574, -0.37685588, 0.54568315, 0.1845521, -0.002367634, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.14898707, -0.088150576, -0.09723321, 0.48359355, -0.27636692, -0.09316871, -0.15453896, 0.68637407, -0.19012338, -0.13310172, -0.13367014, 0.61284137, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.36225644, 0.14732021, -0.17000826, -0.039856624, 0.50175637, 0.11733988, -0.080232985, -0.059622094, 0.3199943, 0.14199091, -0.08377198, -0.058804136, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(0.42444956, -0.7508643, 0.77660984, -0.5920436, 0.6205736, -1.1258985, 0.91925675, -0.854362, 0.5576168, -0.84702957, 0.6147012, -0.7004013, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.047896724, -0.018435799, -0.07901341, 0.14234425, 0.12161554, -0.03132901, -0.049536135, 0.16390118, 0.054683182, -0.054823015, -0.019946543, 0.058345634, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(-0.60845935, -0.0062592463, 0.17769416, 0.00643066, -0.8315386, 0.010405371, 0.227901, 0.054893702, -0.63039875, -0.02128892, 0.20843753, 0.054094747, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.24499738, -0.11924165, -0.16513842, -0.012650152, 0.21676576, -0.14322694, -0.08526706, -0.0122355, 0.26050088, -0.115822464, -0.11147918, -0.018665116, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.06054074, 0.094478205, -0.23038268, 0.008782032, -0.028404612, 0.22320247, -0.4821615, -0.0055871494, -0.047503285, 0.15098651, -0.26161456, 0.029869653, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.0033260486, 0.0027453774, 0.002706769, -0.0022023292);
return result;
}
//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_tf
//!SAVE conv2d_1_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.26565167, 0.03297807, 0.08926044, 0.029984077, -0.20809028, 0.00351991, 0.15452495, 0.09963063, -0.13773972, 0.01029457, 0.045066427, 0.1247363, -0.12714206, 0.010659472, -0.06463583, -0.0154152885) * go_0(-1.0, -1.0);
result += mat4(0.0030874603, -0.04652791, -0.23016497, -0.46789864, 0.16454394, -0.12389561, -0.026154622, -0.008619661, -0.10648254, -0.10581639, 0.038306713, -0.038339432, 0.09716571, -0.037978917, -0.075691506, -0.0712344) * go_0(-1.0, 0.0);
result += mat4(-0.22059305, 0.18160829, 0.027175324, -0.09482166, -0.07888123, 0.12431242, 0.02432025, -0.121108614, -0.0720631, -0.0138989305, -0.02100737, -0.027440425, -0.06610268, 0.115165174, 0.02048676, -0.0409675) * go_0(-1.0, 1.0);
result += mat4(-0.043652806, 0.0134993605, 0.0030924282, -0.03314738, 0.27716368, 0.05542831, -0.28217152, -0.017624432, -0.11218036, 0.009025405, -0.13453043, -0.05897923, 0.32378325, -0.0070016393, -0.04415195, 0.10701437) * go_0(0.0, -1.0);
result += mat4(-0.23568924, 0.028462708, 0.11686719, 0.025355088, -0.088295944, 0.033592343, 0.22703041, 0.45683298, -0.0860751, -0.17487867, -0.048110463, 0.0030137985, -0.031168368, 0.075628504, 0.24791549, 0.13066974) * go_0(0.0, 0.0);
result += mat4(0.04647855, -0.42392284, -0.19600202, -0.07964123, 0.059082046, -0.16060755, -0.12607971, 0.011384242, 0.021775302, -0.10103477, -0.09646511, -0.0333935, 0.017039102, -0.14098461, -0.0981411, -0.0023695084) * go_0(0.0, 1.0);
result += mat4(-0.016526148, -0.0006880693, 0.030872462, -0.018204063, -0.025757499, -0.01037187, 0.21834393, 0.09965417, -0.057800297, -0.029975737, -0.00684766, 0.05800057, 0.1683585, -0.057496388, 0.7087625, 0.2665085) * go_0(1.0, -1.0);
result += mat4(0.059480842, -0.05298332, -0.06537449, -0.06439374, 0.09735456, -0.19591855, -0.42987427, -0.012228564, 0.03898561, -0.22284365, -0.24668825, -0.06651606, -0.087776355, 0.3200755, -0.050433923, -0.100411855) * go_0(1.0, 0.0);
result += mat4(-0.053572096, 0.16021295, 0.071161, -0.06335539, 0.015909042, 0.20072727, 0.08304887, 0.05335472, -0.03467755, -0.02854195, 0.044690188, 0.0045897495, -0.02924389, 0.16038977, 0.06578487, 0.027916174) * go_0(1.0, 1.0);
result += mat4(0.11840388, -0.011793132, -0.004042257, -0.116042845, 0.17388786, -0.031351876, -0.1152781, -0.13333467, 0.2354002, -0.045496088, -0.16311322, -0.06960798, 0.11317423, 0.005508318, 0.15634489, 0.061211936) * go_1(-1.0, -1.0);
result += mat4(0.009622364, 0.03682801, 0.20317583, 0.41673073, 0.00662247, 0.11070694, -0.020392824, 0.13875432, 0.036129113, 0.073727116, -0.114370294, 0.042431634, -0.0446233, 0.0734258, 0.09814352, 0.09335129) * go_1(-1.0, 0.0);
result += mat4(0.057668976, -0.21368256, -0.029979514, 0.039450984, 0.16685131, -0.15085255, -0.042412136, 0.15757313, 0.110782996, -0.07277766, -0.035268076, 0.06094599, 0.088834405, -0.07145625, 0.0009840949, 0.04932651) * go_1(-1.0, 1.0);
result += mat4(-0.00010679438, 0.0036139274, -0.001123274, -0.10001404, -0.035231482, -0.008196208, 0.24442215, 0.13503289, -0.082656465, -0.061868448, -0.34716147, -0.22398905, -0.00626325, 0.063109376, 0.10340223, 0.030913284) * go_1(0.0, -1.0);
result += mat4(-0.11526892, -0.01739956, -0.1781953, -0.27035302, 0.13689406, -0.04320452, -0.19705579, -0.16808036, -0.20343314, -0.13549826, -0.08057608, -0.16109829, 0.16905797, 0.00077912246, -0.14143418, 2.5004636e-05) * go_1(0.0, 0.0);
result += mat4(-0.110721245, 0.33579257, 0.14410733, -0.06675498, 0.002022071, 0.18419205, 0.09936456, 0.07311257, 0.0064584822, -0.031634383, 0.095907465, 0.031282485, 0.0051860735, 0.25176755, 0.089756206, 0.052209254) * go_1(0.0, 1.0);
result += mat4(-0.06346731, 0.009824449, -0.02733463, -0.06341941, 0.17385058, 0.0067438814, -0.15083039, -0.09102664, 0.065680414, -0.06668183, -0.18805085, -0.02785943, 0.06386912, 0.09340653, 0.0032584765, 0.060902752) * go_1(1.0, -1.0);
result += mat4(-0.061221372, -0.0020573896, 0.063335806, 0.046898697, -0.030530764, 0.27301106, 0.23682626, 0.14863367, -0.034555666, 0.024279105, -0.176423, 0.018163674, -0.00015057978, 0.1575829, 0.25034854, 0.054726984) * go_1(1.0, 0.0);
result += mat4(-0.03807849, -0.0440673, 0.038429137, -0.029738983, 0.035449427, -0.44138825, -0.16462126, -0.015045709, 0.010627751, -0.12178318, -0.07076098, -0.059846148, 0.0009871369, -0.07265447, -0.01998304, -0.018729536) * go_1(1.0, 1.0);
result += vec4(-0.0016514715, -0.0038319482, -0.0073834592, -0.0059920377);
return result;
}
//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Conv-4x3x3x4
//!HOOK MAIN
//!BIND conv2d_1_tf
//!SAVE conv2d_last_tf
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.010651157, 0.0018537974, 0.0051580826, 0.0020901994, -0.41468114, -0.08517094, -0.04803197, 0.008413933, 0.014026587, 0.012820705, 0.01553548, 0.01283508, -0.040812977, -0.015933262, -0.01949977, -0.011502392) * go_0(-1.0, -1.0);
result += mat4(0.2278103, 0.06374709, 0.062103115, 0.02010158, -0.01932597, 0.01159983, -0.35690293, -0.062822886, 0.29807624, 0.036038283, 0.028565003, -0.025969796, -0.24225195, -0.06635989, -0.06890857, -0.010140013) * go_0(-1.0, 0.0);
result += mat4(-0.009164529, -0.0036277112, 0.19577485, 0.05511193, 0.025875263, 0.020616682, 0.02919653, 0.030669902, 0.00751339, -0.00551052, 0.2690018, 0.035395138, -0.013392302, -0.03666098, -0.23751089, -0.11222924) * go_0(-1.0, 1.0);
result += mat4(0.017815048, 0.011143683, -0.002918766, -0.0042153858, -0.01929562, -0.3405707, 0.039267153, 0.0041966257, 0.0026771557, 0.009982735, 0.00087975257, 0.003984122, 0.0062404936, -0.04230462, 0.001981855, -0.0145921325) * go_0(0.0, -1.0);
result += mat4(-0.02615864, 0.2872578, 0.08103852, 0.11812216, -0.031988684, -0.08532163, -0.094653316, -0.42660478, 0.00077043264, 0.284553, -0.015517693, 0.036667597, 0.14234932, -0.20201443, -0.017204845, -0.111502305) * go_0(0.0, 0.0);
result += mat4(-0.11529456, -0.09024149, -0.2545015, 0.08581955, -0.020051582, -0.031601675, -0.031320736, -0.051691536, -0.019313173, 0.028963564, 0.017521648, 0.3159018, 0.179573, 0.19400181, 0.382411, 0.076367974) * go_0(0.0, 1.0);
result += mat4(-0.016741822, -0.001993879, -0.01517403, -0.010949569, 0.01859244, 0.042316843, 0.00025326485, -0.007079785, 0.001070783, 0.000911405, -0.0024269924, -0.0014501393, -0.01206317, 0.007300575, -0.0062582446, -0.0016001783) * go_0(1.0, -1.0);
result += mat4(-0.06300321, -0.20786348, 0.019603852, 0.020122321, 0.022107193, 0.036766138, 0.013046632, 0.02677947, -0.0006842017, -0.044024136, 0.0109439045, 0.0040129004, 0.009831765, 0.15807834, -0.05166107, -0.014462446) * go_0(1.0, 0.0);
result += mat4(-0.023205867, -0.049788095, -0.08251341, -0.26488927, 0.0029636251, 0.021618038, -0.0057556895, 0.018444102, 0.0064643323, -0.027886944, 0.010029941, -0.041902024, -0.021232832, -0.0072857663, 0.02056806, 0.18491453) * go_0(1.0, 1.0);
result += vec4(-0.00016697648, -0.00015957489, 0.00017437353, -0.00019393339);
return result;
}
//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Depth-to-Space
//!HOOK MAIN
//!BIND MAIN
//!BIND conv2d_last_tf
//!SAVE MAIN
//!WIDTH conv2d_last_tf.w 2 *
//!HEIGHT conv2d_last_tf.h 2 *
vec4 hook() {
vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size);
ivec2 i0 = ivec2(f0 * vec2(2.0));
float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x];
float c1 = c0;
float c2 = c1;
float c3 = c2;
return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x2.glsl
+36
View File
@@ -0,0 +1,36 @@
// This is free and unencumbered software released into the public domain.
// Anyone is free to copy, modify, publish, use, compile, sell, or
// distribute this software, either in source code form or as a compiled
// binary, for any purpose, commercial or non-commercial, and by any
// means.
// In jurisdictions that recognize copyright laws, the author or authors
// of this software dedicate any and all copyright interest in the
// software to the public domain. We make this dedication for the benefit
// of the public at large and to the detriment of our heirs and
// successors. We intend this dedication to be an overt act of
// relinquishment in perpetuity of all present and future rights to this
// software under copyright law.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
// EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF
// MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.
// IN NO EVENT SHALL THE AUTHORS BE LIABLE FOR ANY CLAIM, DAMAGES OR
// OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE,
// ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR
// OTHER DEALINGS IN THE SOFTWARE.
// For more information, please refer to <https://unlicense.org>
//!DESC Anime4K-v4.0-AutoDownscalePre-x2
//!HOOK MAIN
//!BIND HOOKED
//!BIND NATIVE
//!WHEN OUTPUT.w NATIVE.w / 2.0 < OUTPUT.h NATIVE.h / 2.0 < * OUTPUT.w NATIVE.w / 1.2 > OUTPUT.h NATIVE.h / 1.2 > * *
//!WIDTH OUTPUT.w
//!HEIGHT OUTPUT.h
vec4 hook() {
return HOOKED_tex(HOOKED_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x4.glsl
+36
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@@ -0,0 +1,36 @@
// This is free and unencumbered software released into the public domain.
// Anyone is free to copy, modify, publish, use, compile, sell, or
// distribute this software, either in source code form or as a compiled
// binary, for any purpose, commercial or non-commercial, and by any
// means.
// In jurisdictions that recognize copyright laws, the author or authors
// of this software dedicate any and all copyright interest in the
// software to the public domain. We make this dedication for the benefit
// of the public at large and to the detriment of our heirs and
// successors. We intend this dedication to be an overt act of
// relinquishment in perpetuity of all present and future rights to this
// software under copyright law.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
// EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF
// MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.
// IN NO EVENT SHALL THE AUTHORS BE LIABLE FOR ANY CLAIM, DAMAGES OR
// OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE,
// ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR
// OTHER DEALINGS IN THE SOFTWARE.
// For more information, please refer to <https://unlicense.org>
//!DESC Anime4K-v3.2-AutoDownscalePre-x4
//!HOOK MAIN
//!BIND HOOKED
//!BIND NATIVE
//!WHEN OUTPUT.w NATIVE.w / 4.0 < OUTPUT.h NATIVE.h / 4.0 < * OUTPUT.w NATIVE.w / 2.4 > OUTPUT.h NATIVE.h / 2.4 > * *
//!WIDTH OUTPUT.w 2 /
//!HEIGHT OUTPUT.h 2 /
vec4 hook() {
return HOOKED_tex(HOOKED_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_L.glsl
+461
View File
@@ -0,0 +1,461 @@
// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(-0.01802505, -0.06508559, 0.0017542128, -0.25521114, -0.024155967, 0.07601142, 0.07508073, -0.69212615, 0.06438325, 0.07916419, -0.07266247, -0.17089996, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(-0.18881685, 0.063188724, 0.08637344, -0.20066689, -0.22774473, -0.10913083, -0.048009537, -0.27475306, -0.15950447, -0.027433012, 0.030303264, 0.018863251, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(0.19171959, 0.028070524, -0.09780952, 0.057611514, 0.26147488, 0.07180017, 0.09667393, 0.008605127, 0.011190245, 0.040944707, -0.025871381, -0.011468774, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(-0.08601777, 0.2180965, -0.052060187, -0.08091977, 0.3995336, 0.21213862, 0.105202965, 0.010929526, -0.080743685, -0.040439352, -0.07998862, 0.08096829, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.08608087, -0.10902571, 0.5245411, 0.53331816, -0.5507893, 0.6141555, 0.9744618, 0.89056116, 0.081408836, 0.28096125, 0.13647869, 0.026274862, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.13985278, -0.29691598, -0.26792645, -0.042485088, 0.27941233, -0.65306807, -0.360506, 0.03810829, 0.09663724, -0.26655033, 0.04372338, 0.063264176, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(0.18246013, -0.070464276, 0.04686214, 0.059332885, 0.16861221, 0.022623831, -0.09161491, 0.07130491, 0.15691474, 0.095743366, 0.059467375, -0.009469478, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(-0.07830576, 0.17082681, -0.013175545, -0.035535168, 0.1573564, -0.16532823, -0.49614525, -0.050994795, 0.027053844, -0.20359018, 0.08111269, 0.018715343, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.060515754, 0.13169582, -0.15245132, -0.045724656, -0.50778043, -0.11690067, -0.08320143, 0.01093529, -0.1954136, 0.07388989, -0.1360143, -0.023233788, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(-0.0054077627, -0.15644358, 0.06612042, 0.014728144);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf1
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(0.12039797, 0.04008252, 0.073074624, -0.11763173, 0.091902, -0.040129073, 0.009170759, -0.10760076, -0.032387916, 0.07807673, -6.477932e-05, 0.040181372, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.11585734, -0.0078019407, 0.063107856, 0.09835168, -0.029397847, 0.12520139, 0.078661725, -0.12675259, 0.05563671, -0.058422342, 0.01478436, -0.08239175, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.14991632, -0.0134848505, -0.38663143, -0.10859369, -0.012961176, -0.09099144, -0.19593886, -0.08396245, -0.02676463, -0.0066295485, 0.026225863, -0.014788537, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.20830092, -0.07655779, 0.04518565, 0.16015635, 0.5536684, 0.09759215, -0.101477005, -0.5042874, 0.35608026, -0.15335238, 0.0796228, -0.05107349, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.3968312, 0.091579735, -0.085623756, -0.16367513, -0.48967922, -0.08557767, 0.34444988, 1.0766053, -0.2158915, 0.22244956, -0.033804208, 0.25898156, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.026278365, 0.1678205, -0.38981274, 0.16932413, -0.0146527905, 0.65131354, -0.08886725, 0.07017853, 0.012986331, 0.029087646, -0.034898676, 0.040925268, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(0.07614263, 0.015624113, -0.054716587, -0.04951801, 0.016731577, -0.08749623, 0.07815944, -0.015630174, -0.08723511, 0.077201165, -0.12674089, -0.08418575, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(-0.07938198, -0.4056014, 0.26949093, 0.067213245, -0.47538033, -0.7786735, -0.25821188, 0.029314762, -0.1799233, -0.31132734, 0.17210929, -0.018579468, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(0.06732179, 0.18373649, -0.00039802346, 0.006567155, 0.36993378, 0.20254396, 0.12314272, -0.07356931, 0.12402926, 0.122744165, -0.07482636, 0.011531308, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(-0.001029383, 0.0058537456, 0.38202196, -0.028818231);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!SAVE conv2d_1_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.29632062, 0.029882489, -0.14098296, -0.18291497, 0.2815667, -0.053558454, 0.10369031, -0.080831036, 0.06955536, -0.020830285, -0.2950748, -0.12086926, -0.023612294, -0.08531449, 0.0390424, 0.011767062) * go_0(-1.0, -1.0);
result += mat4(0.094862625, 0.10448947, -0.11741873, 0.18871774, 0.15733057, 0.029140847, 0.16012338, 0.24601823, -0.2918398, 0.09956984, 0.04739516, 0.24494317, -0.021442452, 0.014309354, -0.04935703, 0.13617574) * go_0(-1.0, 0.0);
result += mat4(0.1303212, -0.06284708, -0.23948738, -0.05782472, -0.024363542, -0.11251477, -0.07354371, -0.023819327, 0.13228065, 0.05485702, -0.068491034, 0.1938021, -0.046649717, -0.07752723, 0.031408865, 0.026424367) * go_0(-1.0, 1.0);
result += mat4(0.4484274, 0.10068111, -0.122855306, -0.0649749, 0.09444103, 0.119198084, -0.22159275, 0.08555494, -0.18764949, -0.16276829, 0.20377621, 0.13764401, -0.027324807, 0.1294057, 0.035147414, 0.010751216) * go_0(0.0, -1.0);
result += mat4(-0.23321865, -0.029401073, 0.064655, 0.28420436, 0.051707894, -0.27915454, 0.0037779005, -0.18335588, 0.2275033, -0.25828046, -0.005339017, -0.4358691, 0.30487007, -0.044198595, 0.08767978, -0.04610031) * go_0(0.0, 0.0);
result += mat4(-0.044556934, -0.06692216, -0.21124081, -0.1394273, -0.24693833, -0.11292927, -0.026020816, 0.08460799, -0.11183761, -0.020012703, 0.29486617, 0.3726646, -0.054298244, 0.0045891847, -0.23693855, -0.02848257) * go_0(0.0, 1.0);
result += mat4(0.04877764, -0.011964396, -0.08024895, -0.12175299, -0.015131821, -0.048996765, 0.10887477, -0.053192, 0.09514728, 0.00918332, -0.08621957, -0.04674572, -0.06000914, -0.060330987, 0.20702218, -0.015094036) * go_0(1.0, -1.0);
result += mat4(-0.1651207, -0.024862131, 0.37494823, 0.10404018, -0.2891288, -0.38082635, 0.3194514, -0.055852838, -0.073994, -0.1566444, 0.08473525, 0.15672058, -0.08205729, 0.33623922, 0.2524126, 0.022668727) * go_0(1.0, 0.0);
result += mat4(0.083043605, -0.2989435, -0.14887308, 0.008989406, 0.01214123, -0.29387334, 0.015363028, -0.027485376, 0.13046521, 0.12814927, -0.05615426, -0.08612421, -0.3833321, 0.30930206, 0.3397905, 0.095533006) * go_0(1.0, 1.0);
result += mat4(-0.24895187, 0.033672538, 0.024642626, 0.049984645, 0.09217451, 0.14135426, -0.36297384, 0.10239864, 0.14611131, -0.022452299, 0.009058074, -0.18909958, -0.0049156225, 0.10530887, -0.06942197, -0.06450979) * go_1(-1.0, -1.0);
result += mat4(0.14025575, 0.030043123, 0.07131405, -0.0675702, 0.17274232, 0.17896765, -0.4741036, 0.35670453, 0.03911085, 0.079387054, 0.04420335, -0.040182803, 0.078871965, 0.16641952, -0.101532914, -0.07683543) * go_1(-1.0, 0.0);
result += mat4(0.09527535, -0.014889733, 0.003928801, -0.0144131305, 0.16238941, -0.073573746, -0.18349837, 0.057071213, -0.056580186, -0.048254594, -0.02551881, 0.13056543, 0.15681924, 0.11329136, 0.026496707, -0.15252273) * go_1(-1.0, 1.0);
result += mat4(-0.20110673, -0.17727304, 0.16747122, -0.060028642, -0.03426759, 0.34928, -0.16542526, -0.03665969, -0.11838656, 0.050624777, -0.11309917, 0.17241085, 0.07320429, -0.19349192, 0.36426768, -0.09952723) * go_1(0.0, -1.0);
result += mat4(-0.44797856, 0.13166381, 0.19358242, -0.17328072, 0.277866, 0.2704677, -0.3897292, -0.09388379, -0.11871803, 0.059352446, 0.02593061, 0.1112078, -0.44574997, -0.20000082, -0.06038736, 0.11825317) * go_1(0.0, 0.0);
result += mat4(0.035831098, 0.03203473, 0.007270905, -0.2803515, -0.07803025, -0.044999845, 0.05503914, 0.02849373, -0.019534718, 0.109557584, -0.057618562, -0.22376212, 0.037630744, 0.07285683, -0.10327242, 0.15022281) * go_1(0.0, 1.0);
result += mat4(-0.22891119, -0.07055901, -0.06924297, 0.091851085, 0.079149276, 0.072282575, 0.1054971, -0.055115294, 0.15652373, -0.18508117, -0.044487055, -0.09513059, -0.007512581, 0.04595113, -0.16729085, -0.038352273) * go_1(1.0, -1.0);
result += mat4(-0.33190495, 0.024579005, 0.3356564, -0.24311046, -0.12634008, 0.08820384, -0.028739989, 0.0871991, -0.011547642, 0.07184339, 0.098442815, 0.13700496, -0.0665544, 0.18513693, 0.0956979, -0.15374076) * go_1(1.0, 0.0);
result += mat4(0.18756114, -0.21920492, 0.06407122, -0.24816798, -0.061943263, -0.054488074, -0.081633896, 0.0920547, -0.08880129, -0.18094197, 0.006789256, 0.094598, 0.17799775, -0.26764068, -0.02588948, 0.17095666) * go_1(1.0, 1.0);
result += mat4(-0.17086025, -0.035769157, -0.11523461, 0.20404252, -0.0398533, -0.19902702, 0.0072308285, -0.099984154, -0.1378846, -0.14236672, 0.40502122, 0.13498029, 0.057273205, -0.06250679, 0.035283897, 0.01703995) * go_2(-1.0, -1.0);
result += mat4(0.12786144, -0.23442458, -0.047862124, -0.12505807, -0.23584808, -0.064344, 0.07848756, 0.08764069, 0.34468293, -0.29927257, -0.18664125, -0.20938, 0.07196786, -0.0116679, 0.16299239, -0.076479614) * go_2(-1.0, 0.0);
result += mat4(0.08299449, -0.065809734, 0.12079292, -0.14469329, -0.0102624465, 0.04364353, 0.080220595, -0.025435027, 0.010015513, -0.03863331, 0.28750968, -0.07637218, 0.049731467, -0.062238537, 0.04295189, -0.028037619) * go_2(-1.0, 1.0);
result += mat4(-0.3443906, -0.04198392, -0.1612832, 0.2218389, -0.01519015, 0.093942635, -0.15996122, -0.00093763386, 0.024008257, 0.035953972, -0.15771267, -0.07148778, 0.044501238, -0.14950006, 0.087219894, -0.05831199) * go_2(0.0, -1.0);
result += mat4(0.22099696, 0.117263354, -0.09403858, -0.20318906, 0.18389364, 0.13026148, 0.08169665, -0.014347075, -0.16660765, 0.026503418, 0.058967166, 0.26847002, -0.39771244, 0.36704144, 0.18202503, 0.15385705) * go_2(0.0, 0.0);
result += mat4(-0.015089774, 0.120200686, 0.114723265, 0.12578037, 0.16593805, 0.040399004, 0.11654924, 0.0025250788, -0.2342627, 0.05865, -0.16680475, -0.06301523, 0.07027856, 0.18853764, 0.5213158, -0.3325365) * go_2(0.0, 1.0);
result += mat4(-0.046818264, 0.04336355, 0.020795586, 0.09917639, -0.028305013, -0.14843199, 0.16168857, -0.18567303, 0.010514865, 0.06331522, 0.064430796, 0.034681283, 0.041065965, 0.06522019, 0.055882502, -0.015027999) * go_2(1.0, -1.0);
result += mat4(0.18064371, -0.17903666, -0.24589087, 0.072444126, 0.13745096, -0.011904026, -0.19597653, 0.023044739, 0.01585197, -0.1759934, 0.2287553, -0.20533411, -0.2898527, 0.42946577, -0.07443011, 0.052736074) * go_2(1.0, 0.0);
result += mat4(0.043961097, 0.10761276, -0.0034299751, 0.10491056, 0.004527805, 0.077598244, 0.077725716, 0.030323742, -0.20945124, -0.2235839, 0.05397613, 0.2072019, 0.008769854, 0.30513015, -0.104206346, -0.20982127) * go_2(1.0, 1.0);
result += mat4(0.0858221, -0.013858144, 0.11189161, -0.005996965, 0.13058044, 0.23954146, -0.29756296, 0.1801562, -0.034966737, 0.16073282, -0.06920962, 0.16596314, -0.06746436, 0.18948093, -0.17374122, 0.035474796) * go_3(-1.0, -1.0);
result += mat4(-0.23172139, -0.062111232, 0.028210253, -0.022090558, 0.2854972, 0.015097004, -0.2057132, -0.19835956, 0.14960685, 0.09755452, -0.17077617, -0.10259408, -0.11695073, 0.071428165, 0.18146773, 0.22237262) * go_3(-1.0, 0.0);
result += mat4(-0.008571818, 0.2160462, 0.20442474, 0.008256999, -0.0054347264, -0.036963176, -0.023052184, -0.27406418, 0.0155730015, 0.13230084, 0.028925262, -0.22739749, -0.07608481, -0.059095357, -0.17677523, 0.020464322) * go_3(-1.0, 1.0);
result += mat4(0.09186881, 0.10612606, -0.29759738, 0.04590405, 0.042567376, 0.77174157, -0.3156031, 0.22815126, -0.0745266, -0.08352131, -0.03825007, -0.14752272, 0.14866033, -0.07303083, 0.01180863, 0.12170875) * go_3(0.0, -1.0);
result += mat4(-0.033268124, -0.08281718, 0.040441882, -0.05514993, 0.07650108, 0.5294327, -0.22229794, 0.049523506, 0.021545604, 0.03359928, 0.032059934, -0.0082821995, 0.036441952, -0.5097175, 0.38215104, 0.33496317) * go_3(0.0, 0.0);
result += mat4(-0.18900043, 0.3539563, 0.25134736, 0.21487151, 0.22043267, 0.13304482, -0.17353508, -0.15632114, -0.067851126, -0.08173108, 0.0035601144, 0.16791934, -0.07563204, -0.07128694, 0.10757592, 0.26915342) * go_3(0.0, 1.0);
result += mat4(0.1761959, 0.025833737, 0.09164757, -0.030622564, -0.22870748, 0.11929823, -0.24930833, 0.07446655, -0.17372188, -0.66051316, 0.15344264, 0.20571554, 0.0620721, 0.08122408, -0.0952373, 0.04144613) * go_3(1.0, -1.0);
result += mat4(-0.053072393, -0.15877937, -0.065579735, 0.09932804, 0.06803561, 0.11719737, -0.0639249, -0.14433555, 0.1210262, 0.057197437, -0.19896421, 0.2387559, 0.35206345, -0.36237878, -0.12187686, 0.24411117) * go_3(1.0, 0.0);
result += mat4(-0.44384086, -0.063816145, 0.14313193, 0.042119484, 0.13939157, 0.02742546, -0.010837158, -0.11953808, 0.083049394, 0.22100104, 0.12818006, -0.27883413, -0.22672728, 0.28484213, 0.053133663, -0.2364556) * go_3(1.0, 1.0);
result += vec4(-0.021096209, -0.016017085, 0.009604813, -0.023907887);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!SAVE conv2d_1_tf1
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.0028523596, -0.03346185, 0.30194005, 0.26316985, -0.108354695, 0.19872186, -0.14200853, 0.28833616, 0.009908957, 0.049258288, 0.18224198, -0.10260487, -0.011250263, -0.027236924, -0.03667901, 0.035038423) * go_0(-1.0, -1.0);
result += mat4(-0.10311966, -0.07219459, 0.13850203, -0.07606934, 0.16186213, 0.20828444, -0.113131486, 0.21757083, -0.14668499, -0.015719058, -0.24257174, 0.33343476, 0.042950086, 0.014013289, -0.095338345, -0.10305408) * go_0(-1.0, 0.0);
result += mat4(-0.054802764, -0.03977167, 0.058000274, 0.06520257, -0.06657145, 0.09240672, 0.18538313, -0.057592865, 0.11657067, 0.1435708, -0.10273095, -0.12743765, 0.031955425, -0.032504886, -0.043181136, -0.033146795) * go_0(-1.0, 1.0);
result += mat4(0.17017461, 0.023741657, 0.12772968, 0.054186005, -0.06654799, 0.13280976, -0.08608028, -0.18274061, -0.14409089, -0.07336282, -0.21611233, 0.3030394, -0.22331606, -0.04621103, 0.008330136, 0.13817237) * go_0(0.0, -1.0);
result += mat4(0.12490482, -0.15037048, -0.308773, 0.015911192, -0.23533738, -0.3296806, -0.16643348, -0.18637176, 0.3725922, 0.22720487, 0.101118185, -0.1130553, 0.14583476, 0.25240546, 0.07148758, -0.023047412) * go_0(0.0, 0.0);
result += mat4(-0.21086755, 0.10873368, 0.23762812, -0.12715688, 0.07081291, -0.13914634, 0.23084821, -0.027778924, -0.011987815, -0.27076182, -0.037216157, -0.028230239, -0.055693954, -0.1835301, -0.19994727, -0.05208119) * go_0(0.0, 1.0);
result += mat4(0.0063535348, -0.047104187, 0.16425404, -0.003719743, -0.048529398, -0.17317753, -0.048431315, 0.12659106, -0.10488035, 0.14231968, -0.042716738, -0.20889871, -0.17258343, -0.1703121, -0.08134935, -0.08982632) * go_0(1.0, -1.0);
result += mat4(-0.047956906, 0.02809404, -0.23035078, 0.017211597, 0.056016855, -0.16766964, 0.024528379, 0.15064329, -0.20351112, -0.16514936, -0.013601919, 0.056769293, -0.4962774, -0.315249, -0.11879433, 0.24711494) * go_0(1.0, 0.0);
result += mat4(0.11659998, 0.23360188, -0.037019785, 0.01478414, -0.0056206854, -0.058505666, 0.05248197, 0.048921894, 0.014286839, -0.05282425, 0.12870628, 0.12335835, -0.2298834, -0.34117943, 0.07997886, 0.026714392) * go_0(1.0, 1.0);
result += mat4(-0.061862264, -0.024006715, 0.1239327, -0.06400159, -0.1736359, -0.13043079, -0.047287256, 0.092979684, -0.052144498, 0.046599787, 0.03391796, 0.10504723, 0.12802011, 0.05123276, 0.15974, 0.052002482) * go_1(-1.0, -1.0);
result += mat4(0.22270438, -0.15555483, 0.10334453, -0.033303298, -0.13101499, 0.37030843, -0.6013731, 0.22835553, 0.17596579, -0.0012125646, 0.000731955, -0.03726906, -0.033959538, 0.10808315, 0.043731548, 0.12308547) * go_1(-1.0, 0.0);
result += mat4(-0.02969512, 0.029882276, -0.04630252, -0.029674841, 0.15309821, 0.35859957, -0.15453109, 0.12228518, -0.062312573, -0.030289005, 0.10737798, 0.01659783, -0.07855408, 0.090425, -0.07134876, 0.10678761) * go_1(-1.0, 1.0);
result += mat4(0.068100914, -0.16862309, 0.2094642, -0.02229975, -0.1045019, -0.043305863, 0.18030378, -0.085608065, -0.13514027, 0.11298315, -0.009570404, -0.03180812, 0.19233464, -0.058786966, -0.06211013, 0.1411384) * go_1(0.0, -1.0);
result += mat4(0.025985425, 0.08034115, 0.14352584, 0.039992746, -0.034363434, 0.27888498, -0.21407174, -0.15813926, -0.10999899, -0.15183197, -0.23127002, 0.10193841, 0.029217485, 0.069463246, 0.093416885, -0.17118438) * go_1(0.0, 0.0);
result += mat4(-0.34840858, 0.18985972, 0.1336286, 0.11525281, -0.12827359, -0.14426456, 0.13312757, -0.06653705, 0.050836112, 0.06430556, 0.14759327, 0.043341596, 0.17556888, -0.14065917, 0.046736937, -0.01075016) * go_1(0.0, 1.0);
result += mat4(0.13843128, -0.07928894, 0.09180436, -0.17497942, -0.0075141867, -0.13388832, 0.07851216, 0.16109377, 0.190535, -0.05877419, -0.010671232, 0.056779247, 0.005048462, 0.084110186, 0.053035934, -0.18244119) * go_1(1.0, -1.0);
result += mat4(0.2849969, -0.045472432, -0.007433944, 0.1180168, 0.060636494, 0.13299662, -0.14055575, 0.045158602, -0.08960926, 0.013875276, -0.01840017, -0.06518111, -0.062131494, 0.13034189, -0.086812675, -0.302895) * go_1(1.0, 0.0);
result += mat4(0.116545, 0.19018339, 0.015378095, 0.11349383, 0.097009905, 0.08176944, 0.033653412, -0.08137759, 0.03190533, 0.0014444767, -0.110253245, -0.075649016, -0.19349468, -0.22105742, -0.026897507, 0.11604942) * go_1(1.0, 1.0);
result += mat4(-0.1504224, -0.17498577, -0.111215115, -0.18127528, 0.01749777, 0.02000031, 0.10482995, 0.0281041, 0.14524435, 0.032341465, -0.1431526, 0.035199255, 0.07964384, 0.12253888, -0.04288506, 0.08354433) * go_2(-1.0, -1.0);
result += mat4(0.12756018, -0.09853538, -0.14765038, -0.14513035, -0.1674001, 0.041217312, 0.1293034, -0.14122911, 0.22340834, 0.026480576, 0.30324772, -0.14868121, -0.007565819, -0.118748344, 0.13285564, 0.00254272) * go_2(-1.0, 0.0);
result += mat4(0.049038395, -0.053402808, -0.20165808, -0.023086373, 0.11763773, -0.06335101, -0.033782937, 0.04164607, -0.18420623, -0.19549052, 0.046879902, 0.009774202, 0.01943834, 0.0056786705, -0.076153725, 0.02122122) * go_2(-1.0, 1.0);
result += mat4(-0.26325268, -0.031591017, -0.009897877, 0.1264021, 0.17001875, -0.0703141, 0.09623203, -0.3370359, 0.18430787, 0.27577603, 0.24643779, -0.0070356624, 0.14593714, -0.0370321, -0.09890827, -0.2308416) * go_2(0.0, -1.0);
result += mat4(-0.07015072, 0.096860155, 0.237449, 0.02297801, 0.055075265, 0.27420217, 0.020077437, 0.18272734, -0.33312458, 0.10344985, -0.2324171, 0.065973476, -0.20755117, -0.27599007, -0.5285744, -0.4155286) * go_2(0.0, 0.0);
result += mat4(0.07746828, -0.05007699, -0.0768586, 0.20854229, -0.03390625, 0.030966418, -0.019005757, -0.044068232, 0.107805826, 0.27990255, 0.20861949, -0.13380727, 0.11099171, -0.24434194, -0.44939178, 0.09977314) * go_2(0.0, 1.0);
result += mat4(-0.025078122, 0.1578438, -0.087854326, 0.20194288, 0.09858984, 0.05664248, 0.007542862, -0.08403176, 0.1984592, -0.18137619, 0.008725761, 0.1726853, -0.05140944, 0.011235891, -0.043068934, 0.0055390405) * go_2(1.0, -1.0);
result += mat4(0.11204605, 0.12672849, 0.21329713, 0.022434214, 0.18346484, 0.15253071, -0.07683229, -0.023870528, 0.15187134, 0.16080903, -0.20011483, -0.055256322, 0.2351501, -0.10940274, 0.3296904, -0.08561938) * go_2(1.0, 0.0);
result += mat4(-0.116775244, -0.034662195, 0.09385859, 0.015938438, 0.04321025, 0.07417467, -0.020254206, -0.021971289, 0.082221195, -0.17118677, -0.0803086, -0.04383127, -0.040375095, 0.19555633, -0.02246454, -0.039880734) * go_2(1.0, 1.0);
result += mat4(0.091371894, 0.07079164, -0.061235007, -0.074043915, -0.07527448, 0.20644194, -0.025892835, 0.288527, -0.0681896, -0.18799694, -0.02397431, -0.20931835, -0.23740639, -0.21364078, -0.066721395, 0.046312522) * go_3(-1.0, -1.0);
result += mat4(0.028192231, -0.076668344, -0.048378978, 0.08975191, 0.11627764, 0.1206538, 0.13604914, -0.32365093, -0.3457084, 0.038705852, -0.11968679, -0.03261415, -0.08069945, 0.06448551, -0.04925646, -0.112106614) * go_3(-1.0, 0.0);
result += mat4(0.02704155, -0.38007632, -0.12648691, 0.0065948786, -0.107972704, -0.07776103, -0.09248745, -0.034419768, 0.08890347, 0.005535876, -0.17764446, 0.01000324, 0.09786164, 0.0046856827, 0.071132, -0.07665281) * go_3(-1.0, 1.0);
result += mat4(0.084308736, 0.12159227, 0.09618809, -0.095442675, -0.19964129, 0.12708808, 0.13591234, -0.08824806, 0.13553478, 0.116799936, 0.2792844, 0.3961157, -0.21412137, 0.35075518, -0.4579121, 0.13404456) * go_3(0.0, -1.0);
result += mat4(0.14321525, -0.2190369, -0.0017736118, 0.04966717, -0.21058443, 0.03795149, 0.024490742, 0.16852312, 0.23549259, 0.098397486, 0.39796385, -0.17331013, 0.57935876, 0.14168213, 0.10026468, 0.12272344) * go_3(0.0, 0.0);
result += mat4(0.23204985, -0.13793765, -0.09148106, -0.24824184, 0.03669933, 0.40166143, -0.26450562, 0.1297136, -0.0033718192, -0.14882618, -0.027010696, 0.15510502, -0.13116877, 0.13243876, 0.29493085, -0.159246) * go_3(0.0, 1.0);
result += mat4(0.14412704, -0.043252222, 0.038036022, 0.21720204, 0.16157351, 0.25108346, 0.05750981, -0.11665398, 0.15858066, 0.13024889, -0.30726764, -0.017599456, -0.13654993, 0.16810633, -0.22028227, 0.054728623) * go_3(1.0, -1.0);
result += mat4(0.04761309, -0.1425047, 0.121673144, -0.0067104516, 0.13617267, 0.11343255, 0.14773287, -0.111807466, 0.29447448, 0.043634728, 0.040583152, -0.22446026, -0.17453341, -0.1746306, -0.27435815, 0.1823859) * go_3(1.0, 0.0);
result += mat4(0.0914674, -0.1296898, 0.081237026, -0.03182429, -0.082685776, 0.08469174, -0.014075701, 0.043630067, -0.02028655, 0.043165345, 0.14293486, 0.03086512, 0.16910627, 0.32537475, -0.022409504, -0.15651123) * go_3(1.0, 1.0);
result += vec4(-0.010434646, -0.007589305, 0.03614506, 0.017320616);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_1_tf
//!BIND conv2d_1_tf1
//!SAVE conv2d_2_tf
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.13837793, -0.05485083, -0.11455316, -0.23340753, -0.0019060506, 0.014073009, -0.006939684, 0.013028122, 0.0070730825, 0.07576272, -0.046580516, -0.10440529, -0.14514132, 0.118322305, 0.15771718, -0.10368211) * go_0(-1.0, -1.0);
result += mat4(0.0033887655, 0.105515614, -0.022994144, 0.20720185, 0.014884114, 0.04068789, 0.14153919, -0.20556916, -0.106429465, 0.15578473, 0.17493904, 0.27673894, 0.068228535, -0.17600566, 0.117449455, 0.1464803) * go_0(-1.0, 0.0);
result += mat4(-0.13132714, 0.057890475, -0.15540479, -0.05904855, 0.10353088, -0.014439668, 0.10086415, -0.035871122, 0.15052663, -0.017041713, 0.039761867, -0.20937371, 0.034573525, -0.10553617, 0.054362305, -0.1131222) * go_0(-1.0, 1.0);
result += mat4(0.043574177, -0.12957309, 0.06257102, 0.059841774, 0.025344899, -0.08974694, -0.02106646, -0.083086155, 0.044729084, 0.07391884, 0.026620472, 0.029281206, 0.0439835, -0.040075477, 0.20127645, 0.08995277) * go_0(0.0, -1.0);
result += mat4(0.4999535, -0.16519144, -0.082569085, 0.08618579, 0.20361039, -0.16703975, 0.013153, 0.19670624, 0.2853662, -0.11533776, -0.109247334, 0.06345074, 0.0635587, 0.104548655, 0.31481677, 0.2264137) * go_0(0.0, 0.0);
result += mat4(0.029020509, 0.24992752, 0.5356852, 0.16753946, -0.057788625, 0.02481026, 0.2059601, 0.16616577, -0.078577444, 0.307072, -0.08813778, 0.09565001, 0.02336261, -0.1928066, -0.0876608, -0.15015014) * go_0(0.0, 1.0);
result += mat4(0.079325944, 0.062302455, -0.10960886, -0.0025239969, 0.02924214, 0.026142644, 0.0821952, 0.008034841, 0.121127814, 0.109858714, -0.053383715, 0.22161359, 0.03572371, 0.013655175, -0.27442926, 0.038870957) * go_0(1.0, -1.0);
result += mat4(-0.057337154, 0.03110442, 0.07781571, 0.17697155, 0.10287903, 0.10192227, -0.036485553, -0.07374302, 0.081604324, 0.1566476, 0.23592737, 0.09747013, -0.095862515, -0.1456753, 0.057745866, -0.17291927) * go_0(1.0, 0.0);
result += mat4(-0.070838295, 0.15307118, -0.16363588, 0.08716062, -0.012117197, 0.09717453, -0.057428412, 0.019387208, -0.011734471, 0.28442237, -0.0138647, 0.1619097, 0.046210334, -0.06327717, 0.035489302, -0.055681925) * go_0(1.0, 1.0);
result += mat4(0.03013589, -0.16602181, 0.00417107, -0.022452664, 0.03615902, 0.09972378, -0.043409757, -0.028448848, -0.055032104, 0.08841848, -0.12667881, -0.06865927, -0.020555131, -0.09292043, 0.03676055, 0.1469838) * go_1(-1.0, -1.0);
result += mat4(-0.03413294, 0.1853497, -0.21196875, -0.2122292, -0.046451584, 0.33640862, 0.11074589, 0.0038315703, -0.32845765, -0.018679257, -0.24653831, 0.15887207, 0.018353334, -0.32828686, 0.070055164, 0.22649562) * go_1(-1.0, 0.0);
result += mat4(-0.11916958, -0.11415976, 0.10442459, 0.026471134, 0.15098315, 0.030927312, 0.08758737, 0.04333666, -0.40113255, -0.22881064, -0.18026584, 0.010727328, 0.04185913, -0.033592816, 0.019705769, -0.09931264) * go_1(-1.0, 1.0);
result += mat4(-0.024548884, 0.070657834, 0.04315053, -0.09292352, -0.023722034, -0.06946775, -0.017095754, 0.14835307, -0.030104019, 0.13317905, 0.052319784, 0.18717423, 0.024163181, 0.04198584, 0.024550296, 0.09124823) * go_1(0.0, -1.0);
result += mat4(0.36571705, 0.28200173, -0.031241365, 0.32836193, 0.15685938, 0.14499408, -0.03710283, -0.105348445, 0.2111411, -0.14371765, 0.22234774, 0.12241296, 0.12288187, -0.29133305, -0.23992771, 0.102442585) * go_1(0.0, 0.0);
result += mat4(-0.30764952, -0.38244587, -0.021552043, 0.02371933, -0.043024007, -0.09969857, -0.08754052, -0.05584622, 0.32374346, 0.21340463, 0.110945925, -0.19904156, -0.1425847, -0.16605812, -0.14231746, -0.14958249) * go_1(0.0, 1.0);
result += mat4(0.07996341, 0.036993798, 0.013508032, 0.015037227, -0.05188829, -0.08953449, 0.024801137, 0.20462893, -0.013199976, -0.19138044, -0.056084607, 0.14518543, -0.029846137, 0.033994604, 0.006321045, -0.19919403) * go_1(1.0, -1.0);
result += mat4(0.09230355, 0.17356168, -0.057000663, -0.10861382, 0.038658872, 0.01218888, 0.19109936, 0.021123217, 0.042241503, 0.008514072, 0.031998653, 0.014464009, -0.036506813, 0.27310863, -0.052563597, -0.21396813) * go_1(1.0, 0.0);
result += mat4(-0.036255296, -0.11269877, -0.07659167, -0.09690911, -0.027218975, 0.105712906, 0.05750272, 0.14222133, 0.016676722, 0.0962918, 0.05514509, -0.023851087, -0.07117767, -0.020666543, -0.23072378, -0.043072045) * go_1(1.0, 1.0);
result += mat4(0.1542571, -0.13077767, -0.0881844, -0.00536349, 0.019526271, -0.1529528, -0.11660246, -0.1698449, 0.019345785, -0.039716557, 0.14421196, 0.08003151, 0.15334103, -0.16667187, 0.006088769, 0.13378714) * go_2(-1.0, -1.0);
result += mat4(-0.08746076, 0.060209457, 0.051582757, 0.02863364, 0.1454257, 0.42194176, 0.09892967, 0.26043537, -0.06934357, -0.1020657, 0.23833197, 0.15991127, 0.09294198, 0.017690487, 0.11748737, -0.2849694) * go_2(-1.0, 0.0);
result += mat4(0.12285264, 0.073884204, -0.027040116, 0.03438263, -0.060739577, 0.17927702, 0.16900496, 0.3545027, 0.1545223, -0.09951323, 0.42339948, 0.14226453, 0.10644413, 0.15645456, -0.03346077, -0.009488195) * go_2(-1.0, 1.0);
result += mat4(-0.080912456, 0.16929491, 0.027275667, -0.020797532, 0.05746718, -0.071174294, 0.3193612, 0.055932105, 0.031726856, -0.03390961, 0.13757136, -0.017296424, -0.041106436, 0.02487556, -0.29788992, -0.29300368) * go_2(0.0, -1.0);
result += mat4(-0.32740706, 0.4221705, 0.35447162, 0.13970987, 0.07307587, 0.65598255, 0.7267268, 0.35669217, -0.24410655, 0.30564576, -0.033510603, 0.20394838, -0.012135275, -0.12212605, 0.00741055, -0.12938774) * go_2(0.0, 0.0);
result += mat4(0.17577599, -0.075835876, -0.06821395, -0.19289997, 0.048764437, 0.11093425, 0.15844633, 0.21540429, -0.14261006, -0.12678951, -0.05380409, 0.21502183, -0.053737447, -0.23268248, 0.077271536, -0.11794149) * go_2(0.0, 1.0);
result += mat4(-0.06283879, -0.11581014, -0.0077474653, -0.051150266, 0.017263902, -0.12403667, 0.13689952, -0.13955206, -0.036969677, 0.04593233, 0.31484202, -0.021023672, 0.006109164, -0.022175733, 0.32699695, -0.26805824) * go_2(1.0, -1.0);
result += mat4(0.07529928, -0.020912366, -0.14532542, -0.13928838, 0.07875855, -0.18651104, 0.47042093, 0.342289, -0.06575549, -0.13776249, 0.21936299, 0.124723375, 0.05280059, -0.07600857, 0.0027616988, 0.11619774) * go_2(1.0, 0.0);
result += mat4(0.06760704, -0.11735106, 0.07262433, -0.040624633, 0.35947633, 0.29390943, 0.025136888, -0.12812558, 0.17102966, -0.15462054, 0.37353945, 0.030337518, -0.01959842, -0.07917661, 0.036980435, -0.008516924) * go_2(1.0, 1.0);
result += mat4(-0.07072042, 0.19770962, -0.039348952, 0.06489617, -0.03382829, -0.11054973, -0.035438936, 0.011020459, -0.050599303, -0.07308136, -0.029521624, 0.0694216, 0.021597218, 0.07275136, 0.1196986, -0.021191286) * go_3(-1.0, -1.0);
result += mat4(0.027155813, -0.024280313, -0.1322834, 0.219577, 0.013412778, 0.027934693, -0.10113296, 0.16649272, 0.029343246, 0.08333487, -0.09067474, -0.06318277, 0.016611677, 0.22737436, 0.11019619, -0.11105013) * go_3(-1.0, 0.0);
result += mat4(-0.10233781, 0.04936236, -0.12536384, 0.1270058, -0.07842266, 0.0018531404, 0.021235077, -0.13014361, -0.06192502, -0.07054751, -0.05475905, 0.053059015, 0.15269022, 0.11485296, -0.09188326, -0.13495958) * go_3(-1.0, 1.0);
result += mat4(-0.038748156, 0.17470013, 0.008070423, 0.47245374, 0.14041074, 0.0029743444, 0.09280988, -0.16300924, 0.025588343, 0.042092193, 0.021749513, -0.07912978, -0.08887605, -0.06223286, -0.017056612, 0.11412155) * go_3(0.0, -1.0);
result += mat4(-0.62907135, -0.054125126, -0.3091851, -0.2599738, 0.24917828, 0.36420155, 0.07772076, 0.039711658, -0.25157338, -0.023638945, -0.054642107, 0.25950512, -0.26855794, 0.16737756, -0.011335203, -0.383141) * go_3(0.0, 0.0);
result += mat4(0.019852921, 0.2599611, -0.17794183, 0.086149536, 0.27634904, 0.21865687, -0.047085866, -0.08818839, 0.013813605, 0.21364933, -0.22009525, -0.030338509, -0.1512191, 0.042633552, -0.17577383, 0.0662118) * go_3(0.0, 1.0);
result += mat4(-0.15513746, -0.07846239, -0.13220623, 0.106471166, 0.05573645, 0.16334842, -0.07945537, -0.19104981, -0.013032576, 0.08952008, 0.055789266, -0.035824023, -0.017594192, -0.04652965, -0.30483812, 0.054347165) * go_3(1.0, -1.0);
result += mat4(0.054959666, -0.055990525, 0.142193, 0.09890494, 0.047798425, 0.15105279, -0.16933344, -0.08214855, -0.11551477, 0.06605292, -0.20606443, -0.04266445, 0.01709317, -0.097884715, -0.21919689, 0.024738865) * go_3(1.0, 0.0);
result += mat4(0.009435747, -0.0011143036, 0.08239794, 0.06413721, -0.09412612, -0.07816752, 0.0070877066, -0.054295234, -0.02152047, -0.057394918, -0.02919309, 0.020081067, -0.03086805, -0.056924064, 0.026491363, 0.015115628) * go_3(1.0, 1.0);
result += vec4(0.0012513401, 0.026057906, 0.010539876, 0.009830541);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_1_tf
//!BIND conv2d_1_tf1
//!SAVE conv2d_2_tf1
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.057580933, 0.01911187, -0.008719538, -0.017969212, -0.24201718, -0.058988657, -0.0025294814, -0.011815471, -0.10723921, -0.19644037, 0.020027963, 0.035667516, 0.08559372, 0.27885816, 0.064953476, -0.05350714) * go_0(-1.0, -1.0);
result += mat4(0.045166798, -0.10751055, 0.053228382, 0.12519331, 0.25117958, 0.06537292, -0.15587787, -0.07206778, 0.06837826, -0.043205425, -0.12318706, -0.15438488, 0.03246428, 0.074852064, 0.062248066, -0.009753593) * go_0(-1.0, 0.0);
result += mat4(0.09432274, 0.011490796, -0.04061421, -0.16661306, 0.05983951, -0.020288106, 0.029864697, 0.013547436, 0.021477815, -0.07964464, 0.045970913, 0.16307391, -0.04462305, 0.046968628, 0.029862186, 0.11649774) * go_0(-1.0, 1.0);
result += mat4(-0.14416671, 0.12803924, -0.18187119, -0.15840115, -0.10262368, 0.043705128, -0.10072281, -0.06468493, -0.043781534, -0.015372785, -0.16681372, 0.05544772, 0.03745967, -0.30812827, 0.007939141, -0.14296778) * go_0(0.0, -1.0);
result += mat4(-0.10959357, -0.23731256, 0.17797269, 0.1566764, -0.04658083, -0.08226227, 0.065335095, 0.12799698, -0.04347693, 0.07439239, 0.124068074, -0.12433461, 0.39953944, -0.4547675, -0.15020098, 0.029323136) * go_0(0.0, 0.0);
result += mat4(0.008521254, -0.42012635, -0.103437595, -0.14140712, -0.13161388, -0.04296955, -0.03418078, -0.11619488, -0.113280736, -0.04337926, -0.15152383, -0.025833655, -0.037376937, 0.028724195, 0.035038933, 0.07584188) * go_0(0.0, 1.0);
result += mat4(-0.0015208189, 0.02739281, 0.07880385, -0.05264596, 0.0006570586, -0.053559244, -0.060818747, 0.0014127572, -0.12706065, -0.22151639, 0.0050813453, 0.03868026, 0.017800469, 0.08653453, 0.12580872, 0.10975057) * go_0(1.0, -1.0);
result += mat4(-0.016247116, 0.060199317, 0.08806292, -0.0053588278, -0.036467995, 0.14757904, 0.010754306, 0.060899615, -0.1110678, -0.050623085, -0.021320427, -0.1970179, 0.1138183, 0.02913883, 0.011708719, -0.0031000238) * go_0(1.0, 0.0);
result += mat4(-0.07490824, 0.26012638, 0.023562372, -0.04637545, 0.015996248, -0.02646302, 0.0035619289, 0.009863964, 0.004463742, -0.13282667, 0.04664953, -0.07782132, 0.026051573, -0.13182716, -0.03470513, 0.082064465) * go_0(1.0, 1.0);
result += mat4(-0.04953172, 0.055778302, -0.007956572, 0.06453463, -0.112365015, 0.031204617, -0.031123973, 0.13237885, -0.08588153, -0.15947914, 0.25160727, -0.0101198545, -0.09021632, 0.0047894586, -0.008986191, -0.11622616) * go_1(-1.0, -1.0);
result += mat4(-0.07868324, -0.03463213, 0.011006695, 0.0033356217, 0.032993857, -0.10459223, -0.11331984, -0.17686851, -0.13263261, -0.22213052, 0.10728409, -0.1332059, -0.0019830016, -0.062202223, -0.12468388, -0.102955) * go_1(-1.0, 0.0);
result += mat4(0.06774758, -0.019607622, -0.054707706, -0.032572657, -0.056999106, 0.0063034142, -0.0040720105, 0.04574635, 0.21903323, 0.13402393, -0.07107346, -0.08973124, 0.020255536, -0.021238161, -0.104306765, -0.009237116) * go_1(-1.0, 1.0);
result += mat4(0.10643413, -0.116414584, -0.097003944, -0.07626372, -0.28920346, 0.023803055, 0.07691808, 0.015008518, -0.1373578, 0.01935071, -0.07574301, 0.052712873, 0.09657614, -0.02497193, -0.0043158466, -0.09333523) * go_1(0.0, -1.0);
result += mat4(-0.25414145, -0.26243624, 0.12937985, -0.17944777, 0.3664257, -0.06487048, -0.10509681, -0.10630014, 0.075283855, 0.4662916, -0.0014712083, -0.29535007, -0.13022043, 0.25766194, 0.14769283, 0.10512634) * go_1(0.0, 0.0);
result += mat4(0.0689302, 0.022661772, -0.043984957, 0.13596754, -0.06885858, 0.059424106, 0.017230453, 0.08873089, 0.32940426, -0.12071059, -0.08323642, 0.23238598, -0.06291085, 0.09859973, -0.00700876, 0.12986307) * go_1(0.0, 1.0);
result += mat4(-0.060717613, 0.030503884, -0.06323549, 0.0059739, 0.08190414, 0.047006775, -0.0023143853, -0.027005509, -0.17168896, 0.20450558, 0.047933526, -0.03124133, 0.14688456, 0.044616744, -0.07474459, 0.13730273) * go_1(1.0, -1.0);
result += mat4(0.16486372, 0.13952915, 0.1093748, -0.031850196, -0.14090009, -0.120079, 0.023628023, -0.077027865, 0.09811187, -0.033171307, -0.03331771, -0.038893215, 0.011286584, -0.15111947, -0.017341943, 0.0015878569) * go_1(1.0, 0.0);
result += mat4(-0.09481133, 0.107053526, 0.047643233, 0.16805217, -0.0678524, -0.07519125, -0.02258995, -0.13705339, 0.16563395, -0.16972524, 0.04326224, 0.024816778, 0.010601283, -0.041156873, 0.062542215, 0.047571044) * go_1(1.0, 1.0);
result += mat4(0.12500185, -0.006936863, 0.024489427, 0.1740798, -0.036525737, -0.12511401, 0.07990025, 0.02839474, -0.12753619, -0.06010621, 0.08279232, -0.081194244, -0.09039855, -0.18112564, -0.26476932, -0.031485114) * go_2(-1.0, -1.0);
result += mat4(-0.100102335, 0.22857793, 0.14938287, -0.014803003, -0.17217094, -0.62685734, 0.095959224, 0.17851897, 0.06559054, 0.10896349, 0.0067452556, -0.07877991, 0.15820199, -0.19860643, -0.23554341, 0.108216554) * go_2(-1.0, 0.0);
result += mat4(-0.06440183, -0.086768515, 0.06501931, -0.013325654, 0.048092242, -0.2516782, -0.07378936, -0.5093634, -0.21180914, 0.028729467, 0.097722694, -0.10443471, 0.087278105, -0.13554108, -0.07925715, 0.025918096) * go_2(-1.0, 1.0);
result += mat4(0.101379745, -0.098901495, 0.088425554, 0.10312074, -0.06832467, -0.14247051, -0.06577163, 0.038505282, -0.058837283, -0.041290045, 0.024700344, -0.03952513, 0.050091445, 0.20111398, -0.12729187, 0.17162229) * go_2(0.0, -1.0);
result += mat4(-0.14357474, -0.52516335, -0.28848764, -0.25948864, -0.6469683, -0.25461218, -0.12740892, -0.23631012, -0.14096075, -0.28670883, 0.12026559, -0.17575467, 0.40593022, 0.09236864, 0.11895183, -0.21580887) * go_2(0.0, 0.0);
result += mat4(-0.027686533, -0.014736693, 0.11776454, 0.104835264, -0.1122669, -0.10067572, 0.054669123, -0.3256272, -0.1618158, 0.24705333, 0.07530265, -0.16693603, 0.11981224, -0.01764311, 0.035309367, 0.18991415) * go_2(0.0, 1.0);
result += mat4(0.075753845, 0.030512655, -0.033218108, -0.0020751022, -0.059813447, 0.13577273, -0.17669228, -0.015658198, -0.03524086, -0.027248759, 0.011696296, -0.13176118, 0.13976848, -0.11381985, -0.069327734, -0.04551793) * go_2(1.0, -1.0);
result += mat4(0.025345126, -0.017192554, -0.10062235, 0.19348828, -0.1404843, 0.19161314, -0.266943, -0.30460906, -0.25685784, 0.023311002, -0.21997964, -0.04452797, 0.039271735, -0.0077815196, 0.05758964, 0.08804478) * go_2(1.0, 0.0);
result += mat4(0.04886391, -0.017406208, -0.038027596, 0.012643386, 0.14007851, 0.0012767792, -0.115759425, 0.097489856, 0.17599659, -0.050711423, -0.084151536, -0.15770845, -0.08287477, 0.120081306, 0.015947923, -0.06668065) * go_2(1.0, 1.0);
result += mat4(-0.10980535, 0.12270783, 0.063907675, -0.07847296, 0.10355225, -0.31747913, -0.10403689, 0.005290646, 0.07667107, -0.10277437, -0.08069292, -0.02559804, -0.047999926, 0.29834297, -0.036717292, -0.05650061) * go_3(-1.0, -1.0);
result += mat4(-0.103821196, -0.009593053, 0.066295676, -0.38370672, -0.037927628, -0.2711836, 0.1377398, -0.08418159, -0.0737972, -0.039782777, 0.13933297, 0.04516865, -0.06268818, 0.337236, -0.121655226, -0.008400626) * go_3(-1.0, 0.0);
result += mat4(-0.15113829, 0.0017028727, -0.02523152, 0.020020628, 0.14301538, -0.20421621, -0.07266804, 0.04835691, -0.03385325, 0.06579219, -0.026479365, -0.037032843, 0.038153037, 0.014210751, -0.03542229, 0.0710242) * go_3(-1.0, 1.0);
result += mat4(0.0054667736, 0.01744876, 0.3065127, 0.049586684, 0.18856415, 0.2730343, -0.2333077, 0.0068653813, 0.3263104, 0.1581569, -0.067741506, -0.10893117, -0.23163976, 0.0029724934, 0.21427019, -0.05729933) * go_3(0.0, -1.0);
result += mat4(0.2783585, 0.17852917, -0.1389073, 0.1369532, -0.10491301, 0.3753245, -0.2739856, 0.18703647, -0.64889586, 0.06298504, -0.29364008, 0.17944366, 0.09733316, -0.21755181, 0.090409346, -0.022404745) * go_3(0.0, 0.0);
result += mat4(-0.08643692, 0.043516237, 0.07125337, -0.23520306, 0.042653214, 0.058355685, -0.13027787, -0.0015239809, 0.06168663, 0.04952333, 0.03217504, -0.094814256, 0.25104445, 0.06959146, -0.14522897, -0.034003105) * go_3(0.0, 1.0);
result += mat4(0.10193368, 0.109207876, 0.06922978, -0.035177775, 0.08234648, -0.24269609, 0.05216447, 0.07194904, 0.08424774, -0.023948545, 0.1292036, -0.16073976, -0.11004149, -0.14011864, 0.05699544, 0.08603814) * go_3(1.0, -1.0);
result += mat4(-0.159505, 0.011439578, 0.031358175, -0.074699186, 0.16425711, -0.29734048, 0.06415531, 0.09782104, -0.047154855, -0.053923853, 0.13791925, 0.01920221, 0.2510621, 0.011180524, -0.02389365, 0.22188987) * go_3(1.0, 0.0);
result += mat4(-0.052833233, -0.0011790307, 0.01832988, -0.087143995, 0.16383314, -0.018386772, 0.018473852, 0.022136362, 0.00095872144, 0.059976995, 0.00461632, 0.006194564, -0.05576084, 0.19239509, 0.07017777, -0.0542914) * go_3(1.0, 1.0);
result += vec4(-0.03782637, -0.0035752894, -0.010155095, -0.025359483);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!SAVE conv2d_last_tf
//!WIDTH conv2d_2_tf.w
//!HEIGHT conv2d_2_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.02066797, -0.013601862, -0.007048889, -0.010436224, -0.013475746, 0.017484829, 0.003569871, 0.010704422, -0.013622159, 0.0051929723, -0.01672668, -0.011980923, 0.03233822, -0.008870257, 0.024951939, 0.011703474) * go_0(-1.0, -1.0);
result += mat4(0.09294306, 0.0014346406, 0.08119577, -0.008968148, -0.003100696, 0.026659792, -0.012744048, 0.02888033, -0.032950055, 0.016204342, -0.017369213, 0.022491494, 0.049124617, -0.027378289, 0.02111168, -0.037705775) * go_0(-1.0, 0.0);
result += mat4(-0.008216952, -0.021160914, 0.040945128, -0.010472813, -0.005768232, 0.0016923469, -0.0061864546, 0.0007168136, -0.014967856, -0.0013775446, -0.03696006, -0.0011331941, 0.006405253, 0.0030893548, 0.052975312, -0.0077081146) * go_0(-1.0, 1.0);
result += mat4(0.1026977, 0.06607977, -0.025372373, -0.03354179, -0.034359697, -0.046674587, -0.012842571, 0.0041260347, 0.0189941, -0.029389031, 0.028211223, 0.010089593, -0.0057367194, 0.053311557, -0.037211698, 0.0035831304) * go_0(0.0, -1.0);
result += mat4(0.21819879, 0.24159485, 0.25479653, 0.22689046, -0.14693534, -0.101709016, -0.12968269, -0.11193918, -0.17564386, -0.09321151, -0.1088182, -0.098540194, 0.016255755, 0.11983511, 0.07260058, 0.11377339) * go_0(0.0, 0.0);
result += mat4(-0.0065045636, -0.014916138, 0.08657154, 0.08976987, -0.013105138, -0.014341284, -0.07822386, -0.05141758, -0.008127414, -0.023220202, -0.07729052, -0.05847569, -0.014462153, -0.008247349, -0.029479884, 0.053986717) * go_0(0.0, 1.0);
result += mat4(-0.05111642, 0.013267287, -0.010962933, -0.0062592067, 0.031603336, 0.017792836, 0.040512457, 0.021096494, 0.025952626, 0.03858803, 0.009819873, 0.014087486, -0.016874991, -0.021088999, 0.0048008533, -0.014261808) * go_0(1.0, -1.0);
result += mat4(-0.054689944, 0.019172559, -0.10202758, 0.01563535, 0.024953881, -0.042438734, 0.03068713, -0.019600231, 0.0026854384, -0.08990359, 0.038635172, -0.0014791996, -0.045267813, -0.06297795, -0.050205074, -0.036708377) * go_0(1.0, 0.0);
result += mat4(-0.009820029, -0.007953665, -0.0030171487, 0.025994476, 0.0055633057, 0.0023106632, -0.0011157666, -0.032652337, 0.02231576, 0.0150678335, -0.00035031908, -0.049004823, -0.0048957765, -0.007189859, -0.022652647, -0.039600767) * go_0(1.0, 1.0);
result += mat4(-0.025157524, 0.005564745, 0.0077270563, -0.007929144, 0.07835409, -0.03961485, 0.0042581395, -0.012796515, 0.018968092, 0.0065416014, -0.018439304, -0.031132344, -0.008802365, -0.019820224, -0.053818177, 0.019140625) * go_1(-1.0, -1.0);
result += mat4(0.024769353, -0.016378574, 0.11481205, -0.026075391, -0.028652724, -0.008835214, 0.06427986, -0.04859151, -0.014552956, -0.028410029, 0.111585446, 0.009804185, -0.042241797, 0.0019805022, 0.03361954, -0.017370641) * go_1(-1.0, 0.0);
result += mat4(0.034053475, 0.038674638, -0.04696516, -0.0045251776, -0.0039383816, -0.0021523088, -0.021408198, -0.0003014931, -0.023644248, 0.020932276, -0.108067356, 0.030942762, -0.026552102, -0.0056460355, 0.008178258, -0.0009253607) * go_1(-1.0, 1.0);
result += mat4(0.078304745, 0.011302627, -0.036976036, -0.013908656, -0.10690595, 0.016818136, 0.015758326, -0.016121918, -0.037873853, 0.00037048876, -0.009456388, -0.016097274, 0.057774395, 0.15647416, 0.00012419945, -0.085859895) * go_1(0.0, -1.0);
result += mat4(-0.2873381, -0.16951321, 0.14959157, 0.36375824, -0.16162755, 0.30172205, -0.28958184, 0.2487593, -0.10533105, 0.42946494, -0.20263031, 0.23740861, 0.023840647, -0.06442918, -0.29647085, -0.12943329) * go_1(0.0, 0.0);
result += mat4(0.0029997546, 0.023317888, -0.023340696, -0.09114311, -0.05119816, -0.08453361, -0.041490365, 0.006037165, 0.016185664, -0.08495001, 0.08690409, 0.10635855, -0.0121372985, -0.0061607, -0.03049874, 0.03893408) * go_1(0.0, 1.0);
result += mat4(-0.010922993, 0.03413124, -0.011615248, -0.016528865, 0.015621528, 0.08856427, 0.01220382, 0.0052098404, 0.04833281, 0.037831176, 0.026502393, 0.0107578635, 0.029293455, -0.0051649977, 0.007572071, 0.010101437) * go_1(1.0, -1.0);
result += mat4(0.0016892543, -0.086751014, -0.0041350387, -0.06005637, 0.041606825, -0.19200447, 0.028292444, -0.017876074, 0.0101423515, -0.08625792, 0.09077659, 0.024676733, -0.046471898, -0.021680003, 0.007921834, -0.079603985) * go_1(1.0, 0.0);
result += mat4(0.017057033, -0.008013634, -0.018102577, -0.01345755, 0.0620006, -0.025968201, 0.07138734, -0.09975251, -0.005465781, -0.011184834, -0.0651285, -0.079556055, -0.00055764546, -0.007492052, -0.029603545, -0.07078825) * go_1(1.0, 1.0);
result += mat4(-0.10589389, 0.021210285, -0.028930133, 0.016055413, -0.18338472, -0.051082015, 0.1020663, 0.014365114, 0.11688869, -0.039388333, 0.009866559, -0.03795289, 0.013310502, 0.023231732, 0.007659133, -0.0027602138) * go_2(-1.0, -1.0);
result += mat4(0.0025395593, 0.0073232944, -0.04352944, 0.019918712, 0.020041449, -0.073162615, 0.096950345, 0.021914015, -0.17350666, 0.12829295, 0.07900105, 0.03115375, -0.012729986, 0.025017815, -0.19016227, 0.03532046) * go_2(-1.0, 0.0);
result += mat4(-0.004561337, 0.018127436, -0.03147566, 0.014196702, 0.016791651, -0.0021540376, -0.021546744, -0.006671925, -0.008601794, 0.0384946, -0.16477007, 0.122372, -0.03592093, -0.016040638, 0.025269061, 0.023783052) * go_2(-1.0, 1.0);
result += mat4(0.17777547, -0.29313773, 0.15184408, -0.026345825, 0.046505112, -0.2121665, 0.08373203, 0.1717021, -0.028687157, -0.07293457, -0.062076677, 0.056581914, -0.19576493, -0.1566389, 0.11269683, 0.12300568) * go_2(0.0, -1.0);
result += mat4(-0.2722888, -0.23436427, -0.1575821, -0.48185775, 0.38314724, 0.34028763, -0.22216766, 0.007053101, 0.43936196, -0.106232345, 0.3447898, -0.23145236, 0.17801034, 0.107395455, -0.10301275, -0.37671486) * go_2(0.0, 0.0);
result += mat4(0.027849002, 0.005493108, -0.07151169, -0.037706394, -0.030193258, 0.010484296, 0.12785462, 0.013065869, -0.02244137, 0.07738321, 0.1428445, 0.113706514, -0.016278854, -0.042375315, -0.014864632, 0.009536567) * go_2(0.0, 1.0);
result += mat4(0.016663784, 0.05133444, -0.036621124, -0.008492059, 0.006291255, 0.11044035, -0.06309081, -0.069970004, -0.080658376, 0.09237095, -0.034645274, 0.008006193, 0.0027648888, -0.055031255, 0.03726407, 0.04109432) * go_2(1.0, -1.0);
result += mat4(0.020757113, -0.037167564, 0.10940448, 0.10017512, -0.0557746, 0.068767264, 0.004170172, -0.13714421, -0.03749213, 0.06711421, -0.106826246, 0.11498757, 0.04753172, 0.10241908, 0.029435748, 0.07990668) * go_2(1.0, 0.0);
result += mat4(0.006560853, 0.023810847, -0.024475241, -0.058117945, -0.035195846, -0.04271988, 0.049571864, 0.15042038, -0.007620832, -0.025544636, 0.008050735, 0.01056782, 0.003100258, 0.004679245, 0.006587324, 0.018110644) * go_2(1.0, 1.0);
result += mat4(-0.02249566, 0.007422409, 0.012279647, 0.010022545, 0.009818794, -0.0038862806, 0.0011564652, -0.0012341562, 0.025019286, -0.0007220492, 0.0124062635, -0.0023235283, 0.007858289, 0.005228454, -0.012827192, -0.007885503) * go_3(-1.0, -1.0);
result += mat4(-0.006161589, -0.00088863634, -0.023869669, 0.0018966346, -0.029431801, -0.02086368, -0.0028806294, -0.018974712, -0.061033156, 0.0062700063, -0.013323617, -0.002422788, 0.006092313, 0.023675537, 0.024895974, 0.028143935) * go_3(-1.0, 0.0);
result += mat4(-0.01571405, -0.011126691, -0.023274293, -0.011942278, 0.008145339, 0.002989056, -0.009912996, 0.003355017, 0.027048714, -0.0027421801, -0.017191814, 0.011846277, -0.0014130942, -0.007118815, -0.006929838, 0.0016808703) * go_3(-1.0, 1.0);
result += mat4(-0.008867632, -0.054621387, 0.00521757, -0.001299046, -0.011991457, 0.01253288, 0.007283377, 0.008240456, -0.0328741, 0.030364394, 0.020916186, 0.046377357, -0.0025963385, 0.01801948, 0.017200526, 0.00594781) * go_3(0.0, -1.0);
result += mat4(0.049747035, -0.019024936, -0.037307423, -0.08635432, 0.06362242, -0.031690367, 0.0065028532, -0.008046128, -0.05511954, -0.10017574, -0.105036125, -0.07040073, 0.17360815, 0.01423494, 0.08344793, 0.034444667) * go_3(0.0, 0.0);
result += mat4(0.017059349, 0.018542623, 0.08186985, 0.032335408, 0.025869634, 0.05591529, 0.06690499, 0.03575357, -0.012014303, 0.0105476575, 5.6129655e-05, -0.048691276, 0.018272987, 0.006864036, 0.07919666, 0.011271695) * go_3(0.0, 1.0);
result += mat4(0.0083691375, 0.019432282, -0.0020216214, 0.010078488, -0.010552234, -0.018613037, -0.01894401, -0.019692581, -0.018510802, -0.05016945, -0.019306058, -0.026060628, -0.022509305, -0.026064832, -0.022758938, -0.0126465075) * go_3(1.0, -1.0);
result += mat4(0.014892795, 0.05182727, 0.029640755, 0.042491425, 0.002331018, 0.049497634, 0.023474293, 0.03618418, 0.042020023, 0.022141129, -0.01769678, -0.05579617, 0.01911445, 0.12306055, -0.01590528, 0.034323514) * go_3(1.0, 0.0);
result += mat4(0.006270243, 0.007303163, 0.00036148846, 0.03448912, -0.012123668, -0.009662251, -0.024768578, 0.011880113, 0.022290664, 0.020946119, 0.080712624, 0.07576267, -0.019421795, -0.0020419061, 0.018644858, 0.06175357) * go_3(1.0, 1.0);
result += vec4(-0.0010649486, -0.00016483334, -0.0012494534, -0.00068970193);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!SAVE conv2d_last_tf1
//!WIDTH conv2d_2_tf.w
//!HEIGHT conv2d_2_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.0035857174, 0.0015660138, 0.020620639, 0.005492695, 0.001423522, -0.0054458505, 0.012705879, -0.0034037326, 0.0149765, 0.013593896, -0.010144564, -0.0033618324, -0.025044372, -0.015873099, 0.004778018, 0.0032093422) * go_0(-1.0, -1.0);
result += mat4(-0.048154887, 0.0020999224, -0.025491469, 0.006954485, 0.033840816, -0.004235974, -0.0017972046, -0.016532846, 0.021911, -0.019167153, 0.028508998, -0.009081471, -0.007042987, 0.01162185, -0.04339448, 0.0007982697) * go_0(-1.0, 0.0);
result += mat4(0.00692694, 0.0055899867, -0.023532946, -0.005534464, 0.0065109115, -0.0013627014, 0.030455293, -0.0042733895, 0.003067062, -0.0019513131, 0.006832627, -0.009393006, -0.000787669, 0.0077676126, 0.017214414, 0.0005746928) * go_0(-1.0, 1.0);
result += mat4(0.04131343, 0.0061334246, 0.04663622, 0.034750223, 0.08184925, 0.054405987, 0.024695259, 0.049768113, 0.018208977, -0.008268458, -0.0025095541, -0.008479898, -0.024029268, -0.010577515, -0.005219355, 0.018835438) * go_0(0.0, -1.0);
result += mat4(-0.06885562, -0.093354285, -0.048095718, -0.09125787, 0.010425496, 0.05662435, 0.063850805, 0.052370857, 0.005560605, 0.10203871, 0.011031155, 0.0477262, -0.18752532, -0.11192383, -0.101294495, -0.109485805) * go_0(0.0, 0.0);
result += mat4(0.036398027, 0.014735432, 0.016239874, -0.01584611, -0.01778564, -0.004402638, -0.023574408, 0.02128348, -0.0046439893, -0.009485744, 0.0150541775, 0.042738233, 0.002258786, -0.0077040903, -0.10126805, -0.032423664) * go_0(0.0, 1.0);
result += mat4(-0.017738108, -0.005236546, 0.017476387, 0.024146654, -0.008857861, 0.030536365, 0.00078645826, -0.0040980624, 0.011337365, 0.02425144, 0.00035175736, -0.006825428, 0.0052930177, -0.0023696972, 0.005261922, -0.005584412) * go_0(1.0, -1.0);
result += mat4(9.1015834e-05, -0.025756188, -0.03374904, -0.04208741, -0.0063595036, -0.013884236, -0.01298973, 0.017781528, 0.00026187245, -0.03274113, 0.02486941, 0.028255679, 0.035963513, -0.0581295, 0.035199746, -0.0104088895) * go_0(1.0, 0.0);
result += mat4(-0.01260853, 0.0062392578, -0.003071281, 0.01035934, 0.0057190065, -0.0017513676, -0.0026357982, -0.017834812, 0.00678827, 0.008202837, -0.009278475, -0.020972013, 0.010203599, 0.001279875, 0.011321498, -0.041021187) * go_0(1.0, 1.0);
result += mat4(-0.016318664, 0.010274144, 0.0058704168, -0.0003722195, 0.08622261, -0.056748323, 0.012796814, -0.015498583, -0.014841128, -0.013023518, -0.017376468, -0.011344732, -0.0011321327, -0.004839438, -0.065831445, 0.0170905) * go_1(-1.0, -1.0);
result += mat4(0.029771782, -0.029376734, 0.12636128, -0.041424155, -0.037272833, -0.028138392, 0.05147389, -0.071253724, -0.058589596, -0.0038131222, 0.07219576, -0.018886834, -0.03175935, 0.022464748, 0.04460918, 0.007712493) * go_1(-1.0, 0.0);
result += mat4(0.031791184, 0.03750064, -0.04815924, -0.0037787687, 0.027883058, 0.0017699281, 0.00868531, -0.00061983714, 0.014328159, 0.011008469, -0.1027948, 0.061321545, -0.0232413, -0.0036074712, 0.013003957, 0.005047646) * go_1(-1.0, 1.0);
result += mat4(0.061875354, 0.013966958, -0.057976823, -0.027396917, -0.07729206, 0.037510768, 0.05148819, 0.013505393, -0.009836167, 0.017979803, 0.014434765, 0.011236566, 0.038901612, 0.14647634, 0.023550952, -0.05943926) * go_1(0.0, -1.0);
result += mat4(-0.2863236, -0.16270663, 0.13858683, 0.38562158, -0.18246396, 0.30728486, -0.30314833, 0.23621106, -0.09020211, 0.39363787, -0.14761628, 0.27088004, 0.023005886, -0.10956146, -0.33344752, -0.20269877) * go_1(0.0, 0.0);
result += mat4(0.032677263, 0.04735152, 0.013321085, -0.07145408, -0.0017462671, -0.02075628, -0.005706266, 0.07966981, 0.003467664, -0.07971056, 0.053607278, 0.04101255, -0.035280924, -0.01813141, -0.044000223, 0.025542235) * go_1(0.0, 1.0);
result += mat4(-0.008210569, 0.019704876, -0.015133452, -0.03008762, 0.0049174884, 0.08061308, 0.0038117717, -0.002029503, 0.042190753, 0.032804105, 0.014783755, -0.002336826, 0.054137956, 0.005509952, 0.008481185, 0.009885271) * go_1(1.0, -1.0);
result += mat4(0.013837548, -0.07767153, 0.022879202, -0.056488827, 0.065868095, -0.18863344, 0.03467011, -0.010413688, 0.021961903, -0.081908144, 0.088906504, 0.03597804, -0.00019099779, 0.031379074, 0.058308717, -0.026305178) * go_1(1.0, 0.0);
result += mat4(0.0014572622, -0.011619552, -0.026434032, -0.0043500545, 0.047792483, -0.024726411, 0.06545127, -0.11275325, 0.013236977, -0.00022499474, -0.029280944, -0.06866851, 0.006890194, -0.011312297, 0.0012165548, -0.04664351) * go_1(1.0, 1.0);
result += mat4(-0.047752246, 0.0029728701, -0.05373465, -0.005998469, -0.22396794, -0.029485608, 0.09026242, 0.02158353, 0.109403, -0.05481592, 0.010041409, -0.04743197, 0.055757776, 0.02585569, 0.02746905, -0.0030442658) * go_2(-1.0, -1.0);
result += mat4(0.099528484, -0.015010706, 0.100571565, -0.0034939381, 0.012570407, -0.043869816, 0.086886376, 0.05987024, -0.22607432, 0.16655043, 0.061426442, 0.05697152, 0.064990446, -0.005531908, -0.14511855, 0.0076572066) * go_2(-1.0, 0.0);
result += mat4(-0.012711154, -0.003635479, -0.0075224554, -0.0052927425, 0.0028822776, 0.0072370963, -0.056621686, 0.0026998962, -0.03712505, 0.042426053, -0.22980946, 0.14261132, -0.03626141, -0.039392795, 0.085727766, 0.012577211) * go_2(-1.0, 1.0);
result += mat4(0.2062136, -0.19833934, 0.07369608, -0.09740325, -0.034611486, -0.32579082, 0.07641666, 0.15784128, -0.039162353, -0.07734512, -0.033959284, 0.084764875, -0.1607926, -0.11135721, 0.10387057, 0.1112244) * go_2(0.0, -1.0);
result += mat4(0.042789772, 0.07384808, 0.13794817, -0.10090421, 0.22263366, 0.2233975, -0.42347354, -0.17161362, 0.277786, -0.30926275, 0.22161394, -0.37332773, 0.3831451, 0.37317204, 0.079320274, -0.17581266) * go_2(0.0, 0.0);
result += mat4(-0.008462805, -0.017743077, 0.006631768, 0.02413771, -0.03139262, -0.016224122, 0.08141759, -0.057388183, -0.031753678, 0.048525933, 0.058724694, -0.0065176883, -0.022200955, -0.042803597, 0.038398843, 0.10740149) * go_2(0.0, 1.0);
result += mat4(-0.02273882, 0.02042988, -0.04352726, -0.04365105, 0.031618606, 0.12397989, -0.0446275, -0.047745094, -0.07272708, 0.087981805, -0.022883464, 0.021518158, -0.033805974, -0.061570108, 0.029978301, 0.047310177) * go_2(1.0, -1.0);
result += mat4(-0.024014544, 0.03312975, 0.013067503, 0.11282178, -0.024482794, 0.008091268, 0.06432778, -0.15766713, -0.048687667, 0.0051038596, -0.10650007, 0.074438654, -0.031920508, 0.07880885, -0.063074075, 0.053531222) * go_2(1.0, 0.0);
result += mat4(-0.007602651, 0.003247358, -0.010531292, -0.014522784, -0.045127477, -0.04641428, 0.034592852, 0.11708857, 0.016080456, -0.010862374, 0.012204836, -0.019624028, -0.005596978, 0.002570303, -0.01718452, 0.007036096) * go_2(1.0, 1.0);
result += mat4(-0.03400744, 0.0074553913, 0.0043038665, 7.957602e-05, 0.014352309, -0.003674803, -0.014835324, -0.0055977562, 0.033462152, 0.0068732416, 0.0065420493, -0.0026703794, 0.011938421, 0.001983706, -0.0049862997, 0.00021165576) * go_3(-1.0, -1.0);
result += mat4(-0.0033091118, 0.018994803, -0.026634768, 0.020428555, -0.020792423, 0.009742637, 0.032050136, 0.0071278135, -0.052302815, 0.013190179, -0.004127084, 0.009925822, -0.009661492, -0.0073792427, 0.019004244, 0.00037218904) * go_3(-1.0, 0.0);
result += mat4(-0.009932352, -0.00995933, -0.02146786, -0.0038179306, -0.016922737, -0.000982855, -0.03880165, 0.0100428425, 0.018592497, -0.011936452, -0.00839573, 0.012914954, -0.0023291495, 0.0014392055, -0.013602821, -0.00075313775) * go_3(-1.0, 1.0);
result += mat4(0.005934442, -0.067556374, 0.022733796, -0.00048716593, -0.03944287, -0.0031405275, -0.021329157, -0.023225859, -0.048807576, 0.013591428, -0.0012470218, 0.012172492, -0.01362018, 0.01908229, -0.009989492, -0.013456593) * go_3(0.0, -1.0);
result += mat4(0.0331533, -0.038016763, -0.024796762, -0.097570956, 0.040756926, -0.038999844, 0.004969716, 0.02203622, -0.07773537, -0.095957406, -0.13685504, -0.08225932, 0.21070166, 0.06672545, 0.12035284, 0.0874353) * go_3(0.0, 0.0);
result += mat4(-0.011405352, 0.008514039, 0.04049351, 0.003270972, -0.01190376, -0.00082049094, 0.011982737, -0.03732464, -0.008393462, 0.019479843, -0.0030869786, -0.028394854, 0.008670484, 0.0026366632, 0.07985739, 0.020958235) * go_3(0.0, 1.0);
result += mat4(0.009845008, 0.039659, -0.0024999548, 0.025727686, -0.008037673, -0.020821366, -0.016814344, -0.023053886, -0.0108242845, -0.03981645, -0.0041943905, -0.0074299327, -0.040454514, -0.05054933, -0.0098485295, -0.015317222) * go_3(1.0, -1.0);
result += mat4(0.0010468375, 0.035403077, 0.008057769, 0.041717537, 0.01396972, 0.04731576, 0.025122687, 0.038469587, 0.0198318, -0.012237324, -0.030784154, -0.08214199, -0.0328875, 0.080247246, -0.06950492, -0.015201896) * go_3(1.0, 0.0);
result += mat4(0.011373379, 0.00011919624, 0.0068450207, 0.0220856, 0.0008673803, -0.011897817, -0.0020893042, 0.0056429924, 0.021536274, 0.017342292, 0.06635433, 0.056875907, -0.03351322, -0.008332283, -0.015365816, 0.037228417) * go_3(1.0, 1.0);
result += vec4(-0.0009943815, -0.0009860148, -0.0010532598, -0.0012024855);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!SAVE conv2d_last_tf2
//!WIDTH conv2d_2_tf.w
//!HEIGHT conv2d_2_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.009554673, -0.0051532127, 0.016102737, 0.0012649148, 0.0077584987, -0.0057105157, 0.014400071, -0.003925339, 0.017135408, 0.013764417, -0.009086141, -0.0025339578, -0.03264511, -0.016280945, 0.00085838477, 0.0019880894) * go_0(-1.0, -1.0);
result += mat4(-0.076804005, -0.0037365195, -0.050517682, 0.0020104242, 0.043787587, -0.0023654283, 0.008199321, -0.016990408, 0.042490408, -0.010710564, 0.040960148, -0.0044487948, -0.019470902, 0.010283459, -0.05382899, 0.0012054538) * go_0(-1.0, 0.0);
result += mat4(0.005319574, 0.008546302, -0.037447132, -0.006825204, 0.012196145, 0.0007432002, 0.03959715, -0.00010419698, 0.010211025, -0.00066449976, 0.023840206, -0.0033524157, -0.003079352, 0.010155542, 0.008363695, 0.00091413554) * go_0(-1.0, 1.0);
result += mat4(0.020189503, -0.01584555, 0.048491407, 0.03190471, 0.09146135, 0.066083826, 0.026668968, 0.0508916, 0.025873413, 9.346497e-05, -0.0008600848, -0.0056697717, -0.02856373, -0.023208767, -0.0029442043, 0.015996031) * go_0(0.0, -1.0);
result += mat4(-0.1150775, -0.14330095, -0.09502353, -0.13884564, 0.03178533, 0.07732762, 0.08540057, 0.07563651, 0.024709824, 0.122676425, 0.025598785, 0.062055748, -0.19433355, -0.13121647, -0.1121546, -0.12868516) * go_0(0.0, 0.0);
result += mat4(0.029061472, 0.0073350146, -0.009606754, -0.043715715, -0.018559197, -0.0032290102, -0.01473082, 0.030312086, 0.0055792383, 0.0023610878, 0.03392709, 0.0651179, -0.004296543, -0.016898727, -0.1092547, -0.05084782) * go_0(0.0, 1.0);
result += mat4(-0.016137538, -0.012792734, 0.017391363, 0.026128957, -0.010817838, 0.032218445, -0.0013944196, -0.004525187, 0.009840227, 0.027271513, -0.0024920607, -0.007501888, 0.009476934, 0.00032995836, 0.0041257427, -0.005625152) * go_0(1.0, -1.0);
result += mat4(0.0126353195, -0.03399586, -0.016907396, -0.04899062, -0.007695538, -0.00612431, -0.017332746, 0.021991903, -0.00045945324, -0.02436651, 0.022777557, 0.032261726, 0.050632916, -0.04296159, 0.049930036, 0.0025758578) * go_0(1.0, 0.0);
result += mat4(-0.017934766, 0.0015081838, -0.007909493, -0.00010294505, 0.014974485, 0.0058351695, 0.0057603214, -0.0069939885, 0.00735945, 0.011284126, -0.008253157, -0.013189189, 0.011712553, 0.004176325, 0.019821197, -0.031529877) * go_0(1.0, 1.0);
result += mat4(-0.01832641, 0.011409, 0.0062228036, 0.0012198171, 0.087020114, -0.048004452, 0.019594414, -0.008977235, -0.021853259, -0.025875412, -0.015291018, -0.017832348, -0.0019894738, -0.003139117, -0.05734562, 0.019568626) * go_1(-1.0, -1.0);
result += mat4(0.019767432, -0.032121878, 0.10731837, -0.04160946, -0.038930662, -0.023509357, 0.04353874, -0.06393884, -0.07079979, -0.011297704, 0.055680044, -0.031674873, -0.02432217, 0.022975061, 0.044791207, 0.008831304) * go_1(-1.0, 0.0);
result += mat4(0.026333796, 0.027133184, -0.05641698, -0.015003387, 0.036531202, 0.001104644, 0.017913498, 0.00035784056, 0.010045828, 0.009374881, -0.112320945, 0.055523388, -0.017043058, -0.0012098805, 0.01718199, 0.0069912164) * go_1(-1.0, 1.0);
result += mat4(0.05305516, 0.0041708737, -0.05804445, -0.028278397, -0.07342492, 0.038176447, 0.045486677, 0.014904428, -0.0017618206, 0.02097501, 0.019868117, 0.019373845, 0.052739795, 0.14912929, 0.037314087, -0.041035987) * go_1(0.0, -1.0);
result += mat4(-0.2646953, -0.15668106, 0.12151133, 0.34568876, -0.16625103, 0.28626326, -0.2804781, 0.22248842, -0.09251715, 0.35097396, -0.13397448, 0.244039, 0.02513416, -0.09538499, -0.29833388, -0.17769372) * go_1(0.0, 0.0);
result += mat4(0.04070677, 0.052483205, 0.024028141, -0.06267387, 0.010479897, -0.006137579, 0.005726815, 0.084615536, 0.0029081039, -0.08204673, 0.040788963, 0.018049795, -0.031891953, -0.019043325, -0.041718785, 0.021308724) * go_1(0.0, 1.0);
result += mat4(-0.001575907, 0.022952983, -0.012997063, -0.02844319, 0.0009266049, 0.06976445, -0.0020330409, -0.008372886, 0.028383447, 0.028487694, 0.0039281887, -0.0070809238, 0.041292112, 0.0025322342, -0.002103223, 0.0054210713) * go_1(1.0, -1.0);
result += mat4(0.024716897, -0.05894056, 0.033999596, -0.044356048, 0.063092224, -0.18046258, 0.033589583, -0.014151911, 0.015899418, -0.07901728, 0.073378325, 0.03326658, 0.0032687644, 0.035330176, 0.05457883, -0.017820554) * go_1(1.0, 0.0);
result += mat4(0.001996882, -0.004963775, -0.020151457, 0.0057843816, 0.040995013, -0.019961083, 0.05682041, -0.10547617, 0.02503235, 0.0036294905, -0.013947642, -0.060715917, 0.01876786, 0.0032777768, 0.01927007, -0.025088508) * go_1(1.0, 1.0);
result += mat4(-0.029518202, 0.0065702717, -0.04704605, -0.0048227045, -0.22110744, -0.029372428, 0.08053116, 0.018663822, 0.105733156, -0.04344413, 0.012286602, -0.038484503, 0.060564645, 0.02851022, 0.032352086, -0.001444222) * go_2(-1.0, -1.0);
result += mat4(0.11888213, -0.007396298, 0.12236374, 0.0014036719, 0.006478195, -0.039041974, 0.07476124, 0.05907462, -0.2318871, 0.15429306, 0.048975263, 0.058071293, 0.07446568, -0.0038836622, -0.12506978, 0.006849885) * go_2(-1.0, 0.0);
result += mat4(-0.007815376, -0.0046987617, 0.0045718704, -0.00088239316, -0.006927552, -0.0014817615, -0.060644537, -0.001377785, -0.052053373, 0.030922025, -0.24218674, 0.121679045, -0.025974795, -0.033550926, 0.09225413, 0.015534639) * go_2(-1.0, 1.0);
result += mat4(0.21073256, -0.14790624, 0.06557328, -0.07896083, -0.048564, -0.32713607, 0.070434004, 0.1443138, -0.046067085, -0.08069691, -0.030934528, 0.0787659, -0.1532774, -0.10070167, 0.088510044, 0.10279543) * go_2(0.0, -1.0);
result += mat4(0.08564646, 0.11520261, 0.17513204, -0.039576255, 0.17702763, 0.18044637, -0.434279, -0.1977341, 0.22995597, -0.3259109, 0.17992231, -0.37692067, 0.376483, 0.3755724, 0.09422753, -0.13918276) * go_2(0.0, 0.0);
result += mat4(-0.0013641209, -0.0061978037, 0.030735753, 0.04674489, -0.01888518, -0.0114997085, 0.072051995, -0.059909277, -0.029514287, 0.037226655, 0.03950886, -0.030156244, -0.017026234, -0.029231733, 0.049310546, 0.12158501) * go_2(0.0, 1.0);
result += mat4(-0.01796674, 0.021739075, -0.035811454, -0.04138176, 0.032448296, 0.11651916, -0.03788447, -0.03756297, -0.06638623, 0.07866896, -0.020593246, 0.021115394, -0.03838543, -0.065531924, 0.024438148, 0.038348224) * go_2(1.0, -1.0);
result += mat4(-0.032326736, 0.041176587, -0.0014080614, 0.110470615, -0.030802252, -0.012258527, 0.059453994, -0.16016562, -0.03715787, -0.0005157213, -0.08924785, 0.06535089, -0.043620374, 0.06014967, -0.07529656, 0.03737166) * go_2(1.0, 0.0);
result += mat4(-0.005197623, 0.0025410433, -0.0057371682, -0.005702406, -0.047433604, -0.045016363, 0.022881668, 0.097284265, 0.0050103525, -0.017835459, 0.002082661, -0.031085419, -0.0127113415, -0.010034892, -0.029547364, -0.008159356) * go_2(1.0, 1.0);
result += mat4(-0.030834803, 0.0057913456, 0.0045642396, -0.0023247486, 0.013091116, -0.0019978182, -0.016291631, -0.0063495245, 0.03679821, 0.0111187175, 0.006293907, -0.00159841, 0.008976987, 0.0016699543, -0.002045872, 0.0021225133) * go_3(-1.0, -1.0);
result += mat4(-0.0015449662, 0.018941572, -0.0231217, 0.019913983, -0.02159856, 0.011715352, 0.03145841, 0.011557888, -0.04381463, 0.016269097, 0.003801907, 0.017497942, -0.01846834, -0.011969666, 0.0077923136, -0.00425442) * go_3(-1.0, 0.0);
result += mat4(-0.006369402, -0.0054975, -0.016373185, 0.0015303852, -0.018976817, -0.0020408076, -0.04186448, 0.00862744, 0.013957444, -0.016489068, -0.00876064, 0.0072258003, -0.0065470496, -0.002731135, -0.01953136, -0.0069286725) * go_3(-1.0, 1.0);
result += mat4(0.01150196, -0.057684112, 0.025627816, 0.0045186444, -0.043896675, -0.0073078806, -0.024036214, -0.025075085, -0.041793358, 0.014898103, -0.0012467141, 0.009073226, -0.025522837, 0.0077871215, -0.016588857, -0.016728807) * go_3(0.0, -1.0);
result += mat4(0.03427146, -0.03154995, -0.014622754, -0.083448716, 0.037077904, -0.042196143, 0.0002654827, 0.016835919, -0.05883882, -0.07723022, -0.12151369, -0.06892644, 0.18169776, 0.04656827, 0.09332061, 0.06265968) * go_3(0.0, 0.0);
result += mat4(-0.020037629, 0.0017381558, 0.028106472, -0.0037192027, -0.015639286, -0.0048114993, 0.006957652, -0.04234011, -0.0035926187, 0.02475383, 0.009671758, -0.013367782, 0.009844827, 0.004127156, 0.072107606, 0.018165117) * go_3(0.0, 1.0);
result += mat4(0.0024197982, 0.034167156, -0.00615297, 0.022378683, -0.005956443, -0.0206202, -0.014193571, -0.0220195, -0.004417834, -0.030854845, 0.0032532495, -0.0012370368, -0.031531993, -0.049196836, -0.0011905541, -0.011573349) * go_3(1.0, -1.0);
result += mat4(-0.012435409, 0.023669207, -0.007541224, 0.030453008, 0.009036608, 0.04195238, 0.019962423, 0.033735633, 0.017467575, -0.008318013, -0.0268461, -0.07455821, -0.035670403, 0.06528855, -0.064557284, -0.022101114) * go_3(1.0, 0.0);
result += mat4(0.011575822, -0.0029453707, 0.0029919853, 0.014933897, -0.00034664775, -0.015719024, -0.002594161, 0.0012937526, 0.006969654, 0.008678383, 0.04876611, 0.049061276, -0.037455864, -0.013019295, -0.02504076, 0.024031559) * go_3(1.0, 1.0);
result += vec4(-0.00052569207, -0.0009582512, -0.00071018364, -0.0011515211);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Depth-to-Space
//!HOOK MAIN
//!BIND MAIN
//!BIND conv2d_last_tf
//!BIND conv2d_last_tf1
//!BIND conv2d_last_tf2
//!SAVE MAIN
//!WIDTH conv2d_last_tf.w 2 *
//!HEIGHT conv2d_last_tf.h 2 *
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
vec4 hook() {
vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size);
ivec2 i0 = ivec2(f0 * vec2(2.0));
float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x];
vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size);
ivec2 i1 = ivec2(f1 * vec2(2.0));
float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x];
vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size);
ivec2 i2 = ivec2(f2 * vec2(2.0));
float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x];
float c3 = c2;
return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_M.glsl
+300
View File
@@ -0,0 +1,300 @@
// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(-0.010995803, 0.077095956, -0.043992598, 0.06048717, 0.1164834, -0.11689607, 0.072985925, -0.078805886, 0.01182932, 0.054985743, -0.09018186, 0.044907484, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.1813623, -0.14752422, 0.025720436, -0.17639883, 0.15697388, 0.10445984, -0.1843076, 0.5264643, 0.047516696, -0.097305484, 0.09740847, -0.29619336, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.014534763, 0.09486465, 0.046173926, 0.039391946, 0.09609376, -0.060574662, 0.042200956, -0.3269777, 0.051006425, 0.059818447, 0.04366627, 0.17699827, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.04268535, -0.08152529, 0.10577459, -0.036936995, -0.051562306, 0.054872766, 0.09194519, 0.0025066638, -0.01073954, 0.00064474024, 0.10038221, 0.02131141, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.51751363, -0.40028602, 0.3469574, 0.5933738, -0.91357684, -0.67692596, 0.57815677, 0.39809322, -0.16341521, -0.27169713, 0.12232366, 0.4318641, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.12601124, -0.06263236, -0.45907676, -0.41514075, 0.3330334, -0.1929565, -0.6333532, -0.6552794, -0.045809917, 0.046351526, -0.26173338, -0.30252662, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(0.0030332592, 0.012103107, 0.010537323, -0.02038607, 0.095558085, 0.097704545, 0.083433494, 0.026790185, 0.01943357, -0.061712462, -0.00015703632, -0.032268334, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.016870102, 0.5215812, -0.11525501, 0.027527615, -0.09045733, 0.61310345, -0.1575268, 0.1905386, 0.020172214, 0.3503187, -0.08209157, -0.051328037, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(0.005494087, -0.010656317, 0.07682753, -0.08116042, -0.03934524, 0.16589017, 0.101483546, -0.066603065, 0.03494657, -0.07885597, 0.074227594, 0.0016264897, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.014463938, -0.0031906287, 0.007015422, -0.003888468);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_tf
//!SAVE conv2d_1_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.08532478, -0.14302494, -0.017921071, -0.0032664281, -0.09841952, 0.024187077, 0.10701477, 0.14110753, -0.05714981, -0.10897174, 0.073803626, 0.103992954, 0.07914382, 0.032193683, -0.18346278, -0.09723936) * go_0(-1.0, -1.0);
result += mat4(-0.034482613, -0.10742312, -0.047286414, -0.08641124, -0.33896688, -0.036533825, -0.48337597, 0.034040943, -0.13598205, -0.080917805, 0.08540263, -0.012667689, -0.009171425, -0.120026454, -0.20536867, -0.032149274) * go_0(-1.0, 0.0);
result += mat4(0.18687321, 0.066278316, 0.024327392, 0.08816582, -0.08017908, 0.09488853, 0.26018232, -0.101504356, 0.17487666, 0.31057635, 0.14785016, -0.09622089, -0.07537452, -0.13844088, -0.05810814, 0.09907489) * go_0(-1.0, 1.0);
result += mat4(-0.04183032, 0.15207712, 0.005002397, 0.32277516, -0.16169126, -0.119836345, -0.04068436, -0.096728764, 0.11943901, 0.1789597, -0.20412198, 0.19009817, 0.36630696, 0.06946421, -0.5254373, -0.11896399) * go_0(0.0, -1.0);
result += mat4(-0.31916487, -0.98911583, 1.0728644, -0.39280394, 0.33458877, -0.17325239, -0.645045, -0.28524077, -0.14512783, 0.24996442, -0.09837877, 0.05468934, 0.31559715, -0.020504637, -0.026724018, 0.24507573) * go_0(0.0, 0.0);
result += mat4(-0.23759829, -0.08530173, -0.16665787, -0.22463752, 0.109896734, 0.13446991, -0.049552456, -0.02385489, -0.01245375, 0.3833208, 0.05758832, 0.1528937, 0.0501858, -0.19651426, 0.0076587177, -0.03297025) * go_0(0.0, 1.0);
result += mat4(0.14554465, -0.01826686, 0.10284085, -0.19152659, -0.017585073, -0.05511482, 0.06362406, 0.023924058, -0.0018977845, -0.103172876, 0.03287086, -0.20085956, 0.36062446, 0.10749464, -0.20984372, 0.018256644) * go_0(1.0, -1.0);
result += mat4(-0.005534592, 0.3709197, -0.18287498, 0.1720451, 0.030155553, -0.023265475, 0.0058617783, -0.031765483, 0.037328955, -0.2730994, 0.35090837, -0.3269043, -0.028477207, 0.32756507, -0.15989502, 0.12158258) * go_0(1.0, 0.0);
result += mat4(0.10873739, 0.19583772, 0.060394943, 0.09410379, -0.04739245, 0.026561242, 0.022990001, 0.1093272, -0.01071349, -0.022938967, -0.046423864, 0.2385325, -0.0319821, 0.046962265, 0.09081178, -0.11001857) * go_0(1.0, 1.0);
result += mat4(0.13012704, 0.112289295, 0.030790284, -0.050499484, 0.11784853, 0.08107028, -0.07556717, -0.15643, 0.015249331, 0.015299608, 0.07748125, 0.054485757, 0.044857923, 0.12161275, -0.048292994, -0.033995003) * go_1(-1.0, -1.0);
result += mat4(0.12931514, 0.15114146, 0.070513315, 0.11246343, 0.4142387, 0.213479, -0.5439916, 0.07776645, 0.13109331, 0.2021147, 0.25932786, -0.22157331, 0.02377734, -0.014970623, -0.1943276, 0.18440372) * go_1(-1.0, 0.0);
result += mat4(-0.22365458, -0.19829084, -0.06881161, -0.06468993, 0.17202774, 0.0048758537, -0.09235021, 0.18941896, 0.064125344, -0.09067088, 0.09748182, 0.13561936, -0.05876288, -0.0122420965, -0.054380875, -0.17743628) * go_1(-1.0, 1.0);
result += mat4(0.18582906, -0.09263032, -0.08210888, -0.20515606, 0.11484005, 0.08557595, 0.0009253741, -0.051202174, -0.18535301, -0.1529345, -0.13092944, 0.03770747, -0.020947013, 0.19187425, -0.15494856, -0.048979875) * go_1(0.0, -1.0);
result += mat4(-0.38131633, 0.4278787, 0.19763695, 0.27655518, -0.08711912, 0.07374453, -0.064803004, 0.5983854, 0.2361923, -0.057221692, -0.37138999, -0.24259573, 0.13890724, 0.25706333, -0.54021406, 0.08095518) * go_1(0.0, 0.0);
result += mat4(0.0991328, -0.022651536, -0.029148921, -0.009812537, -0.09523686, -0.15704902, 0.052389514, 0.21561539, 0.1950314, -0.08572602, 0.0016523858, 0.14125621, -0.030999828, 0.12009709, 0.0373512, -0.105043754) * go_1(0.0, 1.0);
result += mat4(-0.11251988, 0.12106985, 0.011923068, 0.3662747, 0.004800994, 0.017972551, 0.004761366, -0.07934206, -0.13755941, -0.022852683, 0.1502225, 0.009758547, -0.16964264, 0.00984782, 0.07855833, 0.035730787) * go_1(1.0, -1.0);
result += mat4(0.01964957, -0.27226487, 0.033933397, -0.117632054, -0.009058229, 0.047830686, -0.01125145, 0.136628, 0.0056388285, 0.3028781, -0.12286517, 0.23498532, -0.009319075, -0.444048, 0.16174883, -0.06367683) * go_1(1.0, 0.0);
result += mat4(0.02343933, -0.010915871, -0.058680378, -0.21886891, -0.010750894, -0.06671997, 0.0602906, -0.07903071, 0.066891186, 0.06650588, 0.14362891, -0.101870626, 0.02264628, -0.06940821, -0.077616625, 0.110911585) * go_1(1.0, 1.0);
result += vec4(0.032014452, -0.020821465, 0.0826416, -0.002838458);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_1_tf
//!SAVE conv2d_2_tf
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.06963679, -0.07560548, -0.069522075, 0.0038078027, -0.08002613, 0.13671301, 0.084461786, -0.039376218, 0.19136548, -0.123174496, 0.26566333, -0.16583005, -0.18664864, -0.023539122, -0.21928434, -0.026818147) * go_0(-1.0, -1.0);
result += mat4(0.16660932, -0.18558703, 0.37230486, 0.118128106, -0.14098641, 0.14659132, -0.22217897, 0.12952235, -0.4139033, -0.04308319, 0.12885277, -0.17986743, -0.23556231, -0.08351981, -0.43240538, 0.019033253) * go_0(-1.0, 0.0);
result += mat4(-0.18008037, -0.04448665, 0.011906908, -0.023056917, 0.18136618, -0.04723555, -0.0050158803, -0.14823224, -0.2105281, 0.023047728, -0.14040631, -0.03178526, -0.13477588, -0.01820428, 0.058358394, 0.23792502) * go_0(-1.0, 1.0);
result += mat4(0.07363309, -0.061728477, 0.03573137, -0.0050971056, -0.012813505, -0.17236637, 0.1697835, 0.055788577, -0.22263195, 0.10324512, 0.58971673, -0.4872246, -0.1555681, 0.032747746, -0.096495196, 0.070196226) * go_0(0.0, -1.0);
result += mat4(0.14174286, 0.099460006, -0.088765986, 0.58350676, -0.025177564, -0.46004987, 0.37007022, -0.11437029, -0.5164534, -0.60465246, 0.38859612, -0.32846406, 0.050266482, -0.20334712, 0.18316261, -0.19327633) * go_0(0.0, 0.0);
result += mat4(-0.09377763, -0.0012762006, -0.028991895, -0.26523829, 0.20173682, 0.037923716, -0.03174243, 0.07103378, -0.10764164, -0.30752546, 0.20556998, -0.1892279, 0.08115748, -0.023550175, -0.07627362, 0.11746628) * go_0(0.0, 1.0);
result += mat4(-0.06998859, -0.017997518, 0.069938794, -0.14943017, -0.14179112, 0.16643842, -0.110231474, 0.08895815, -0.24074875, 0.3277253, -0.07435203, -0.23452802, 0.039962552, -0.07145652, -0.022511544, -0.04571222) * go_0(1.0, -1.0);
result += mat4(-0.059785757, -0.23771374, -0.030571314, 0.25222278, 0.106601834, 0.34398326, 0.14511436, -0.03867526, -0.38982397, -0.11944689, 0.12997924, -0.13079585, 0.005729482, 0.012653905, -0.063693404, 0.09632285) * go_0(1.0, 0.0);
result += mat4(-0.04933823, 0.0547175, 0.050636575, -0.10060694, 0.1344485, 0.19752938, -0.100068115, -0.028829506, -0.14096203, -0.079092234, 0.092109434, 0.011606209, -0.04052607, -0.008347507, 0.06956573, -0.028109524) * go_0(1.0, 1.0);
result += mat4(0.21918017, -0.11115073, 0.2262453, -0.06889667, -0.11256312, -0.07438075, -0.088454485, 0.13672407, -0.06905764, 0.08128395, 0.016103368, 0.050190717, 0.09691516, 0.05845721, 0.4886816, 0.041121427) * go_1(-1.0, -1.0);
result += mat4(-0.3449472, 0.09711974, -0.13881907, -0.018265123, 0.27855873, -0.07030004, 0.29545054, 0.37216932, 0.08657718, 0.099066615, -0.10574013, -0.17667885, -0.14855732, -0.11351448, 0.66945946, 0.11312157) * go_1(-1.0, 0.0);
result += mat4(0.2526151, -0.04594331, -0.06606611, 0.09104881, 0.06857995, -0.075284235, -0.17664689, 0.21578754, 0.0696524, 0.09142951, 0.080997564, -0.0682772, -0.0011445724, -0.11736295, 0.2519232, -0.101926275) * go_1(-1.0, 1.0);
result += mat4(-0.12913518, 0.058357026, 0.195421, -0.15651494, 0.2877076, 0.0033844314, -0.07831594, 0.052855384, -0.031295884, 0.03301088, -0.18408822, 0.06732994, 0.23742151, -0.12568143, 0.22810535, -0.11545694) * go_1(0.0, -1.0);
result += mat4(-0.49203303, -0.22656603, 0.1723193, -0.51250046, -0.09742038, 0.758559, -0.3387505, -0.6193586, 0.14136684, 0.27679884, -0.050113205, 0.31041816, -0.36475047, -0.48746544, 0.3233227, 0.4579754) * go_1(0.0, 0.0);
result += mat4(0.46636763, 0.1507748, -0.2581362, 0.15413165, -0.17160143, 0.14256273, -0.074575804, -0.099299066, -0.0017214464, 0.13778336, -0.07378213, -0.15489665, -0.10533715, -0.0011083825, 0.39584312, 0.0023906573) * go_1(0.0, 1.0);
result += mat4(0.026959421, -0.06391859, 0.0034752619, 0.14521928, -0.0010877338, -0.032619733, 0.005375293, -0.018952755, 0.03381545, -0.007652831, 0.034141563, 0.046016496, 0.11219674, 0.030913852, 0.077403754, 0.17192438) * go_1(1.0, -1.0);
result += mat4(0.040326044, 0.17290725, -0.1220239, -0.09594783, -0.025229257, 0.17913155, -0.26623353, -0.033396784, -0.03075146, 0.009143897, -0.0136083895, -0.13886899, 0.075683735, -0.11584183, 0.22182357, 0.19350322) * go_1(1.0, 0.0);
result += mat4(0.15726025, -0.10215694, -0.060057458, 0.26487043, -0.04075552, -0.016496127, 0.0015382086, 0.108562306, 0.026795091, 0.0441233, -0.08754318, -0.0460157, 0.048422016, 0.14107347, 0.07986661, 0.1047697) * go_1(1.0, 1.0);
result += vec4(0.0766796, 0.08115133, -0.05703058, 0.14025708);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_2_tf
//!SAVE conv2d_3_tf
//!WIDTH conv2d_2_tf.w
//!HEIGHT conv2d_2_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.18038331, 0.21830973, -0.10019419, -0.022745568, -0.14944611, -0.15669158, 0.46361133, -0.07289843, 0.02976627, -0.09000817, 0.113060996, 0.05635241, 0.012762965, -0.022688959, 0.01629751, 0.061114635) * go_0(-1.0, -1.0);
result += mat4(0.024338024, -0.10004009, -0.13709056, -0.0851965, 0.23927099, -0.024349794, -0.16574804, 0.084686354, -0.047885604, 0.09688507, -0.12733915, 0.06980246, 0.11480734, 0.014669346, -0.07505829, 0.04676309) * go_0(-1.0, 0.0);
result += mat4(0.054203495, 0.011881634, -0.036115017, -0.0686298, -0.13682245, -0.15678032, 0.057050128, -0.03368558, 0.13011025, 0.033391044, -0.09841339, -0.027057761, -0.18701133, 0.20852546, -0.13660902, 0.0005817616) * go_0(-1.0, 1.0);
result += mat4(-0.08077834, 0.35952288, -0.07647382, -0.0033230998, 0.13929126, -0.09155619, 0.14128102, 0.16005981, 0.18161216, -0.09485738, 0.0029118075, 0.052682754, 0.03242074, 0.08299826, 0.073796146, -0.06446532) * go_0(0.0, -1.0);
result += mat4(-0.36655015, 0.4606936, 0.19073649, 0.31655258, -0.006838053, -0.579939, 0.089126326, -0.14021218, -0.3437716, 0.16714323, 0.17705944, -0.22418492, -0.3883696, -0.2302651, 0.2581861, 0.21983066) * go_0(0.0, 0.0);
result += mat4(0.0992383, -0.014257871, -0.023896435, 0.19868234, 0.0408007, 0.07995299, 0.16102871, -0.11668251, 0.22458278, -0.05587917, 0.19373615, -0.016202094, -0.25106144, 0.15634494, 0.11624891, -0.2930768) * go_0(0.0, 1.0);
result += mat4(0.024616942, 0.36248252, -0.14779098, -0.019894283, -0.007111256, 0.010641561, -0.09541178, 0.21236233, 0.009501827, 0.08132797, -0.13983901, 0.027207611, 0.038444366, -0.013995817, -0.16242191, 0.03294123) * go_0(1.0, -1.0);
result += mat4(0.0131698875, -0.18124102, -0.13503514, -0.06099072, 0.07422735, -0.20906176, -0.049005672, 0.08739405, -0.031758767, -0.1978915, 0.23094437, 0.54512614, 0.21338555, -0.011205669, -0.23727885, -0.29533875) * go_0(1.0, 0.0);
result += mat4(-0.0010255767, -0.07168225, -0.033568826, 0.22161655, -0.087293416, 0.11350447, 0.13653576, 0.061226424, -0.13074352, 0.058425818, 0.038460605, 0.2749964, -0.012814839, 0.085885845, -0.038151987, -0.17960808) * go_0(1.0, 1.0);
result += mat4(0.19728905, -0.040724937, -0.18270236, 0.046735186, 0.03507326, 0.119867206, -0.12691991, 0.18119748, -0.052895024, 0.11348764, -0.043787055, 0.004703516, 0.006752757, -0.06939761, -0.009801806, -0.075640485) * go_1(-1.0, -1.0);
result += mat4(0.051735226, 0.1732299, -0.10672899, 0.0320877, -0.4913656, 0.2102274, 0.43920282, 0.059108034, 0.08349019, -0.16517872, 0.15436842, -0.1075667, 0.022741623, -0.26693836, 0.3645307, 0.017874828) * go_1(-1.0, 0.0);
result += mat4(0.034464058, 0.014929155, 0.054227423, 0.14167373, -0.0023630706, -0.08904212, 0.11918041, -0.034539603, 0.06048089, -0.06807333, 0.14447778, 0.035260547, 0.09979546, -0.1924939, 0.14596114, -0.12069667) * go_1(-1.0, 1.0);
result += mat4(-0.04427228, -0.23673469, 0.010357103, -0.2907043, -0.06845721, -0.078984015, 0.06867713, -0.058163825, -0.12154615, 0.08430951, 0.1922373, 0.030108064, -0.43081748, -0.38715646, -0.022240646, -0.15403675) * go_1(0.0, -1.0);
result += mat4(0.46885306, -0.33421394, -0.6695223, -0.41841158, 0.30317923, 0.24244753, -0.1047785, -0.18656285, 0.06261881, -0.4405616, 0.24233986, 0.40070608, 0.81440526, 0.11305212, -0.8826317, -0.023478031) * go_1(0.0, 0.0);
result += mat4(-0.07879348, -0.024378026, -0.041883785, -0.17030984, 0.23229122, -0.011237109, 0.12058088, 0.20766267, -0.36519575, 0.09599417, -0.1271098, 0.06990154, 0.21161246, 0.041002538, -0.36046275, 0.007304667) * go_1(0.0, 1.0);
result += mat4(0.10873893, 0.003872542, -0.13476561, -0.036068805, -0.054637462, 0.02304618, 0.04707738, -0.2856381, 0.07124422, 0.010866545, 0.20484549, -0.008342406, -0.43660247, -0.041055538, 0.33536008, -0.060022205) * go_1(1.0, -1.0);
result += mat4(0.1966458, 0.0016302796, -0.25712642, -0.09639119, -0.006955351, 0.10882133, 0.1107341, 0.062697805, -0.1074494, 0.17361663, 0.6429869, -0.39846307, -0.26302996, 0.048710946, 0.40387508, 0.4299715) * go_1(1.0, 0.0);
result += mat4(0.18948616, 0.24086732, -0.064474985, -0.11069709, 0.1279659, -0.13438123, -0.028438117, 0.125883, 0.018153818, -0.21942288, 0.020390838, -0.22797634, -0.10821287, -0.17175092, 0.122016855, 0.20699544) * go_1(1.0, 1.0);
result += vec4(-0.05101961, -0.060740646, -0.024465766, 0.058471628);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_3_tf
//!SAVE conv2d_4_tf
//!WIDTH conv2d_3_tf.w
//!HEIGHT conv2d_3_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.14533128, 0.07266841, 0.13238011, -0.23328504, 0.031516243, 0.058471266, -0.06394412, 0.090752736, -0.0042359144, 0.12357294, -0.04377495, 0.0011743477, 0.05412243, -0.08146249, 0.04002749, -0.032876283) * go_0(-1.0, -1.0);
result += mat4(-0.036972385, -0.15238069, -0.3453321, -0.36025128, 0.07597202, -0.02368151, -0.3889606, 0.34607083, 0.3133179, -0.21712309, -0.4210954, 0.21450534, 0.15226828, 0.25326282, 0.45327064, -0.3350824) * go_0(-1.0, 0.0);
result += mat4(0.019018406, -0.33060563, -0.092601225, 0.14970545, 0.1441509, -0.19228427, -0.032771986, 0.26331595, 0.052981265, -0.06627376, -0.08634131, 0.038706224, 0.13403937, -4.4842476e-05, 0.049002815, -0.12719193) * go_0(-1.0, 1.0);
result += mat4(0.17527401, -0.0035254909, -0.047959115, -0.4526988, -0.07510284, 0.0013256798, -0.07539148, 0.24220634, -0.08708839, -0.14494033, -0.17085724, -0.099797316, 0.0068515535, -0.08918779, 0.27164719, -0.1702649) * go_0(0.0, -1.0);
result += mat4(0.31848368, 0.48983255, -0.44140294, -0.65174145, -0.004199057, 0.19494705, 0.5196497, -0.027118586, 0.032509074, -0.23900363, -0.14489244, 0.36314297, -0.23168536, -0.20960593, 0.61471456, 0.12401275) * go_0(0.0, 0.0);
result += mat4(-0.24317405, 0.21560913, 0.15564032, 0.11606844, -0.15039803, -0.59578896, 0.14100945, -0.026194477, 0.37237462, -0.49472088, -0.15215331, -0.38820064, -0.25089455, -0.29643852, -0.09513793, 0.019779462) * go_0(0.0, 1.0);
result += mat4(0.12498539, 0.0710632, -0.25012368, -0.2272255, -0.08647026, 0.12277892, 0.011025097, -0.12168395, -0.13489573, 0.016708186, -0.15583871, -0.057124946, 0.1216943, 0.019803725, 0.06952334, -0.032985855) * go_0(1.0, -1.0);
result += mat4(0.28794885, 0.33783793, -0.14469545, -0.081780486, -0.50320613, -0.067601606, -0.06847453, -0.021648854, -0.34295765, 0.15071863, -0.06619896, -0.084465064, 0.31909832, 0.015414661, 0.14930317, -0.11295768) * go_0(1.0, 0.0);
result += mat4(0.24530606, 0.25526014, 0.09971985, -0.07749641, -0.2361951, -0.07997673, 0.03617294, 0.02959561, -0.4498983, -0.014073485, -0.20587012, 0.06396779, 0.1262825, 0.027433183, 0.14469334, 0.011538011) * go_0(1.0, 1.0);
result += mat4(-0.038572453, -0.023108613, -0.039481267, -0.012160024, -0.004521989, -0.028665857, 0.04295255, 0.10580258, 0.05439479, -0.072261885, 0.11030243, 0.08934696, 0.09133867, 0.017547369, 0.097613186, 0.05491059) * go_1(-1.0, -1.0);
result += mat4(-0.09972817, 0.057730395, 0.12665828, 0.32861367, -0.16186063, 0.0745509, 0.2394045, -0.08687853, -0.034404907, -0.05843572, 0.0684561, -0.1355754, 0.19248672, -0.60372186, 0.12583947, 0.4388962) * go_1(-1.0, 0.0);
result += mat4(0.10341107, 0.061113223, 0.08773817, -0.082504354, -0.16612078, 0.2681751, 0.019737698, -0.17122322, -0.135949, 0.3048101, 0.087803006, 0.11373851, 0.013192192, -0.27022064, 0.35529897, -0.15321451) * go_1(-1.0, 1.0);
result += mat4(-0.032835662, 0.11123062, -0.11322452, -0.17300649, 0.04680824, 0.12849288, 0.17269878, -0.048671383, 0.05189037, -0.009078046, 0.22105052, 0.013008137, -0.009738674, 0.15391739, 0.20969556, 0.14189166) * go_1(0.0, -1.0);
result += mat4(-0.47377753, 0.3038031, 0.18604809, 0.1931698, -0.2964668, -0.12287907, -0.7107761, 0.26619422, -0.33923018, 0.19200724, 0.013786281, -0.17496964, 0.079325035, -0.3694445, 0.0054486147, -0.33018264) * go_1(0.0, 0.0);
result += mat4(0.14903802, -0.028043179, 1.5238678e-05, 0.021232028, 0.16025065, 0.14746875, -0.22831628, -0.12177345, 0.038778774, 0.32188168, -0.042017702, 0.27155936, 0.17920609, 0.04099755, 0.28527525, 0.074623376) * go_1(0.0, 1.0);
result += mat4(0.057019282, -0.112741895, 0.030361209, 0.14567861, 0.056265317, -0.01573537, -0.06707608, 0.016657263, 0.09829025, -0.026795063, 0.023042196, 0.09438241, -0.025483066, -0.052787006, 0.19730279, 0.021218104) * go_1(1.0, -1.0);
result += mat4(0.19868211, -0.01531125, 0.108596824, -0.035456363, 0.0033609823, 0.057961613, -0.013726211, 0.101742364, 0.33357215, 0.14468077, 0.29711527, -0.24662566, -0.119014986, -0.1899639, 0.11246697, -0.0035374009) * go_1(1.0, 0.0);
result += mat4(-0.05602109, -0.15539522, 0.010730943, 0.057116497, -0.02037749, 0.084210664, -0.028235348, 0.10574697, 0.056925274, 0.07922333, -0.090088, 0.1615985, -0.0044301567, -0.089945644, 0.024176618, -0.041844133) * go_1(1.0, 1.0);
result += vec4(0.0015292584, -0.043625206, -0.09429898, -0.06280405);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_4_tf
//!SAVE conv2d_5_tf
//!WIDTH conv2d_4_tf.w
//!HEIGHT conv2d_4_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.06051604, -0.028152643, -0.21418124, 0.13032125, 0.42565975, -0.09571944, -0.34494513, 0.30004, -0.073245734, -0.028659137, 0.0032105136, -0.05009555, -0.048971225, 0.04814533, 0.002843805, -0.046224426) * go_0(-1.0, -1.0);
result += mat4(-0.07495975, 0.018714864, 0.21229684, -0.13614887, 0.79988647, -0.0697328, 0.38232988, 0.24165109, 0.25947478, -0.0009418982, -0.17369923, 0.10007766, 0.024117598, 0.028611807, 0.15090801, -0.06344829) * go_0(-1.0, 0.0);
result += mat4(-0.07982219, 0.0900347, 0.007609254, -0.0034791247, 0.013611781, -0.13560618, 0.09685799, 0.06276075, 0.134693, -0.14370437, -0.25175703, -0.0016138123, -0.0075672898, -0.13325731, -0.061100446, 0.0059743375) * go_0(-1.0, 1.0);
result += mat4(-0.039018434, -0.19668463, -0.43018532, 0.31886247, 0.4965479, 0.114569925, 0.19110382, 0.27343535, 0.0707728, -0.11877004, -0.25827697, 0.37012872, 0.1474777, 0.07056952, -0.14965728, 0.061595406) * go_0(0.0, -1.0);
result += mat4(0.506543, -0.16268773, 0.455319, -0.0702646, 0.70102173, -0.14041683, 0.70184857, 0.4817842, -0.3389246, -0.14463086, 0.13763213, -1.1259074, 0.47722015, 0.38352612, -0.04293366, -0.5604627) * go_0(0.0, 0.0);
result += mat4(0.17606944, 0.15897374, 0.13499324, 0.29241478, -0.032824475, 0.11128662, -0.22204424, -0.051803727, 0.013195331, -0.42040786, -0.3950585, 0.70745844, 0.38646924, -0.19080774, -0.15171832, -0.10742828) * go_0(0.0, 1.0);
result += mat4(-0.039278325, 0.18421806, -0.044948544, 0.07902063, -0.2149251, 0.09913459, -0.09743655, -0.26899317, -0.002695496, -0.07554527, -0.22373366, 0.17830558, -0.047994815, -0.06789183, -0.06755918, -0.104452066) * go_0(1.0, -1.0);
result += mat4(-0.0493473, -0.30411786, -0.056439694, -0.06582185, -0.21309847, 0.100670904, -0.22966193, -0.045954112, 0.12728062, -0.25081897, -0.094699375, -0.4036555, 0.060854495, -0.64373237, -0.21522263, -0.6683476) * go_0(1.0, 0.0);
result += mat4(0.063481025, 0.11744312, -0.043330096, 0.33817932, -0.06679828, -0.23207302, -0.10188898, -0.10590511, 0.058780864, 0.047292337, -0.11834696, 0.10076128, -0.036641665, 0.30200714, -0.0002892557, -0.10303763) * go_0(1.0, 1.0);
result += mat4(-0.10842604, 0.042055763, 0.29702973, -0.07409644, -0.030164458, -0.012098744, -0.06396587, -0.08787527, 0.051854923, 0.12997511, 0.11468497, 0.15022379, 0.007814715, 0.014517445, 0.025484756, 0.01078619) * go_1(-1.0, -1.0);
result += mat4(-0.29229385, 0.040265664, -0.15376821, 0.075579196, -0.05593569, -0.045405343, 0.12099204, 0.1571252, 0.17841713, 0.04673325, 0.14550509, 0.08603346, -0.049786013, 0.06121843, -0.16273825, -0.13857752) * go_1(-1.0, 0.0);
result += mat4(0.06903744, 0.2628764, -0.13582836, -0.35678583, -0.13821034, -0.019381443, -0.19570538, -0.09298511, 0.08965436, 0.09745909, 0.20055099, 0.024967568, 0.08144204, 0.004633625, 0.12809834, -0.009431525) * go_1(-1.0, 1.0);
result += mat4(0.09784006, 0.010729353, 0.046643205, -0.110926524, -0.21556224, 0.00016300633, 0.122175336, 0.15004392, 0.013864355, 0.24767809, 0.13865592, 0.0155424485, -0.1450483, -0.15688781, -0.06195043, -0.13745981) * go_1(0.0, -1.0);
result += mat4(0.018991318, 0.55401963, 0.11709872, -0.028442185, -0.46035343, -0.10215539, -0.60193926, 0.47882316, -0.23346989, 0.037200127, 0.22814943, -0.08231696, -0.36430013, -0.011152757, 0.48752213, 0.29796222) * go_1(0.0, 0.0);
result += mat4(-0.07258066, -0.023222538, 0.23230423, -0.30317304, 0.03942911, -0.06899803, 0.23778579, 0.07418621, -0.17443737, 0.33387753, 0.007354842, -0.123447575, -0.1745315, 0.11071779, -0.11949625, -0.22832453) * go_1(0.0, 1.0);
result += mat4(-0.024909232, -0.0308135, 0.12170621, -0.13298757, 0.045828197, -0.1532345, -0.06633672, 0.23591088, 0.04964077, 0.14091493, 0.038343724, -0.029780807, 0.05762822, -0.048930667, -0.02434709, 0.07109019) * go_1(1.0, -1.0);
result += mat4(-0.16039175, 0.3004474, -0.17278233, 0.13677922, 0.18838613, 0.15054552, 0.32901475, -0.1288333, 0.26378244, -0.05119892, 0.34533516, 0.25180495, 0.19452183, 0.0843233, -0.08029368, 0.39877903) * go_1(1.0, 0.0);
result += mat4(-0.07097129, -0.26492423, -0.055032317, -0.093516104, -0.11795062, 0.04086253, -0.07989471, 0.059686553, 0.09378249, 0.45851848, 0.2510942, 0.19599153, 0.019765077, -0.02920918, -0.04125142, -0.13859107) * go_1(1.0, 1.0);
result += vec4(0.04400571, -0.04015565, 0.0140529545, 0.05474095);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_5_tf
//!SAVE conv2d_6_tf
//!WIDTH conv2d_5_tf.w
//!HEIGHT conv2d_5_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.014236042, -0.0031431736, -0.1551387, 0.12515116, -0.28528872, 0.36161992, 0.15750743, -0.17111474, 0.13792591, -0.0657419, -0.17471549, 0.14650472, 0.034169197, -0.019157575, 0.23520657, -0.20358163) * go_0(-1.0, -1.0);
result += mat4(0.02015035, 0.12993371, 0.11199667, -0.09854378, 0.5001741, 0.03462961, 0.24919736, 0.08505297, -0.20902094, -0.24141377, -0.15360375, 0.049974803, -0.037157424, -0.048510186, 0.20106035, -0.118480384) * go_0(-1.0, 0.0);
result += mat4(0.086798504, -0.009607818, 0.034812123, -0.005187592, 0.0351509, 0.021755, -0.04996161, -0.041231696, 0.0020545553, 0.015730752, -0.07507172, 0.018597523, -0.02393343, 0.07624775, 0.03892451, -0.0025574185) * go_0(-1.0, 1.0);
result += mat4(0.035725456, 0.06809103, 0.51926994, -0.39983147, -0.16402833, -0.1243394, -0.25922915, 0.28285915, 0.15959994, -0.2351732, 0.2650535, -0.30193794, -0.11468332, 0.050777763, -0.51894253, 0.4408367) * go_0(0.0, -1.0);
result += mat4(-0.27042082, 0.22243942, 0.14902467, 0.38428563, 0.46612173, 0.5169912, -0.22330502, -0.11300288, -0.36141354, 0.0668681, 0.2984152, 0.1275798, -0.24121419, 0.2952039, -0.45109174, -0.3822957) * go_0(0.0, 0.0);
result += mat4(0.26543504, -0.05742226, -0.052103903, -0.013124308, -0.14358385, -0.04024543, 0.07665455, -0.012301872, -0.18752757, -0.03913891, 0.038205814, -0.006583095, -0.25550908, -0.25725332, -0.12454206, -0.0058936924) * go_0(0.0, 1.0);
result += mat4(-0.0018946569, 0.019746022, -0.13080788, 0.11450627, -0.013743845, -0.027179785, -0.14425103, 0.07109661, 0.023703793, 0.086905524, 0.03151253, 0.0132474145, 0.041018624, 0.04548913, 0.2718715, -0.20008296) * go_0(1.0, -1.0);
result += mat4(-0.076830454, 0.11652955, 0.5068201, -0.3082819, 0.058615055, -0.006765798, -0.057522714, 0.049981344, -0.006897243, -0.21763432, 0.16896053, -0.21176189, -0.061227098, 0.03566485, 0.08901554, -0.050980624) * go_0(1.0, 0.0);
result += mat4(0.02327798, 0.07662976, 0.034811985, -0.03238033, -0.0021881019, -0.030997375, -0.069672935, 0.04040273, -0.1217442, 0.104173124, 0.09862539, 0.020557549, -0.022286594, 0.10287763, -0.021694934, 0.07542515) * go_0(1.0, 1.0);
result += mat4(0.124069154, -0.08579466, -0.07816314, 0.11332851, -0.034682628, -0.11038275, 0.04750615, -0.096100725, 0.039588403, -0.15149672, -0.05529172, 0.034304325, -0.022520235, -0.05023852, -0.2674731, 0.21886522) * go_1(-1.0, -1.0);
result += mat4(-0.1948599, -0.14946899, -0.39548838, 0.18042913, -0.007919619, 0.19826505, 0.23789087, 0.009140256, 0.11857748, 0.18215668, 0.13606293, -0.09209675, -0.080678545, -0.020431137, -0.07728839, -0.051353537) * go_1(-1.0, 0.0);
result += mat4(-0.07616472, -0.0032800382, -0.045657665, -0.039144326, -0.37786487, -0.08877774, 0.053579114, -0.070886396, 0.011311804, 0.107276045, 0.013236154, 0.009832061, 0.08292063, 0.12258811, 0.0005569043, -0.009806432) * go_1(-1.0, 1.0);
result += mat4(-0.28062925, 0.15946878, -0.1021801, -0.06471589, -0.26999477, 0.21230288, -0.14243907, 0.2555922, -0.09608517, 0.26339412, 0.20891234, -0.23538485, 0.33958244, -0.12569186, 0.43289876, -0.33462036) * go_1(0.0, -1.0);
result += mat4(0.16265294, 0.2625464, -0.34452894, 0.2233622, 0.13850005, -0.42999864, -0.5385177, -0.11035979, 0.51662, -0.78238726, -0.09422375, 0.83759475, 0.44468537, 0.14301361, 0.108906105, 1.1596143) * go_1(0.0, 0.0);
result += mat4(-0.73757625, -0.12369605, 0.23523071, 0.006587637, -0.15445381, 0.22757277, 0.052819528, 0.10183905, -0.07912228, -0.16998893, -0.13360223, 0.014348178, -0.17778571, -0.41047302, 0.10241381, -0.08526306) * go_1(0.0, 1.0);
result += mat4(0.14712952, 0.048995696, 0.05299946, -0.06817572, 0.1498064, -0.079825334, 0.40354064, -0.31789717, -0.1998377, 0.00955295, -0.32318407, 0.30898204, -0.039571725, -0.026203401, -0.16292085, 0.08574385) * go_1(1.0, -1.0);
result += mat4(-0.6353329, -0.56000775, -0.17279743, 0.18198174, -0.19555812, 0.056538377, 0.34365895, -0.07799055, 0.19011354, -0.13952748, 0.029196098, -0.19596763, -0.069196045, -0.17402656, 0.07948411, -0.016226962) * go_1(1.0, 0.0);
result += mat4(0.25592864, 0.083498634, -0.28515807, 0.10789751, 0.0043962947, 0.07085363, 0.048724182, -0.025131436, -0.0049440865, -0.033094388, -0.032935806, 0.04266025, 0.20026933, 0.0927841, -0.006839351, -0.013012285) * go_1(1.0, 1.0);
result += vec4(0.02021373, 0.0014037411, 0.0012718709, 0.017278494);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x1x1x56
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_1_tf
//!BIND conv2d_2_tf
//!BIND conv2d_3_tf
//!BIND conv2d_4_tf
//!BIND conv2d_5_tf
//!BIND conv2d_6_tf
//!SAVE conv2d_last_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_1 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_2 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_10 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_12 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.0067711817, 0.08160003, 0.0247279, 0.03084815, -0.026977416, -0.02120602, -0.025078611, -0.029852165, -0.011627478, -0.012742972, 0.022736797, -0.0028815821, -0.007515677, 0.0172887, -0.023259213, 0.009608947) * g_0;
result += mat4(-0.028660107, -0.014015208, -0.027838672, -0.013171922, 0.0029435428, 0.027047642, -0.017478354, 0.022834882, -0.037572853, -0.0034044068, -0.0149029335, -0.013362301, 0.009827443, -0.015742151, -0.0074795415, -0.0022266617) * g_1;
result += mat4(-0.07579662, -0.039754186, -0.066026606, -0.046816852, 0.1099032, 0.043956704, 0.073109835, 0.04680284, -0.06896613, -0.008838632, -0.044584926, -0.01319039, -0.0021152915, -0.04503326, 0.027061926, -0.028334105) * g_2;
result += mat4(0.15458213, 0.059769996, 0.09327123, -0.028782733, 0.023459995, -0.15390377, -0.13432898, -0.1127775, 0.072764635, -0.0020463336, 0.034736466, -0.0012086042, -0.05847183, -0.029952323, 0.052969377, 0.09590908) * g_3;
result += mat4(-0.07476772, -0.016574614, 0.04131183, 0.017335678, 0.009654406, 0.072183535, -0.002266456, 0.086873695, 9.310129e-05, 0.0056416965, -0.004188391, 0.023132093, -0.05183336, -0.025825873, -0.03684392, -0.0075729224) * g_4;
result += mat4(0.00878842, 0.03869637, -0.035759524, 0.003345386, -0.064184256, -0.034568302, -0.06672922, -0.0686381, -0.06794392, -0.10685906, 0.04679947, -0.012535639, 0.006932529, -0.007783515, 0.109123886, 0.13804391) * g_5;
result += mat4(-0.03160699, 0.050473, -0.09030729, 0.0649397, 0.11466501, 0.17912874, -0.0081851315, 0.052244574, 0.051632743, 0.061941486, 0.06546816, 0.12174249, -0.05104755, -0.018193979, -0.032196652, -0.035292786) * g_6;
result += mat4(0.013612735, -0.0024100312, -0.068611205, -0.07369285, -0.019647537, -0.066944756, -0.010012875, -0.06785739, -0.062246565, -0.087313406, -0.044278186, -0.09368995, 0.052555013, 0.13604961, 0.05645059, 0.08763303) * g_7;
result += mat4(0.04218486, -0.05028401, 0.059086576, -0.03545452, 0.027737848, 0.0043074046, 0.0011001764, -0.073026665, -0.04094988, 0.044061556, -0.009812515, 0.06841999, -0.06612581, 0.037223976, -0.07759491, -0.04356598) * g_8;
result += mat4(-0.027558247, 0.014248466, -0.019813016, -0.058107473, -0.016717663, -0.020424338, 0.0053625097, -0.009917319, 0.013678771, 0.0113340765, 0.0061787106, -0.036083996, -0.020179711, -0.011310535, 0.054827053, -0.0008278952) * g_9;
result += mat4(0.028690035, -0.012079616, 0.11931408, -0.048533775, 0.069336995, 0.0049852817, 0.013774468, 0.035233382, -0.07384821, 0.0003354423, -0.0059171803, -0.04503906, 0.08727279, 0.005138857, -0.17724465, 0.055782065) * g_10;
result += mat4(-0.20744391, 0.24348328, -0.3145766, 0.17026486, -0.022870807, -0.01648648, -0.05912279, -0.012555373, -0.066004686, 0.03182394, 0.16285324, -0.1221846, -0.31816196, 0.007928748, 0.43180224, -0.015949022) * g_11;
result += mat4(0.16363169, 0.14781676, -0.2377973, -0.1571377, -0.09038187, 0.0046504294, 0.033955004, -0.051421452, 0.046735536, 0.006827522, -0.121338, 0.12671822, 0.15833299, -0.1858712, -0.1942371, 0.17336044) * g_12;
result += mat4(-0.018145572, -0.015550516, 0.044410378, 0.046016492, 0.084021375, 0.05327457, -0.008270992, -0.045435544, 0.07185879, -0.131923, 0.26721445, -0.26745328, -0.07093472, 0.042701527, 0.13793674, -0.095621444) * g_13;
result += vec4(0.016836504, 0.010161949, 0.021351453, 0.01278978);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Depth-to-Space
//!HOOK MAIN
//!BIND MAIN
//!BIND conv2d_last_tf
//!SAVE MAIN
//!WIDTH conv2d_last_tf.w 2 *
//!HEIGHT conv2d_last_tf.h 2 *
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
vec4 hook() {
vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size);
ivec2 i0 = ivec2(f0 * vec2(2.0));
float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x];
float c1 = c0;
float c2 = c1;
float c3 = c2;
return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_S.glsl
+158
View File
@@ -0,0 +1,158 @@
// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(-0.0057322932, 0.12928207, -0.056848746, 0.18680117, -0.0306273, 0.25602463, 0.053723164, 0.20419341, 0.0018709862, 0.022848232, -0.04105527, 0.10169034, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.009471417, -0.12957802, 0.096014425, 0.21836184, 0.00021601951, -0.22997683, 0.23666254, 0.41192335, 0.021762101, 0.0047863554, 0.008233427, 0.108514786, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.01156376, -0.18988979, 0.04614705, -0.044767227, 0.01050636, -0.26426336, 0.23741047, 0.0027636609, -0.027718676, -0.14202335, -0.016650287, -0.06637125, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.057809234, -0.11033858, 0.056533534, -0.06292466, 0.13880666, -0.18710336, 0.2441031, -0.25326246, 0.0032683122, -0.026437074, 0.0023248852, 7.640766e-05, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.49110603, 0.4429004, -0.44015464, -0.41174838, -0.87738293, 0.7808468, -1.0929365, -0.59699076, -0.18409836, 0.185138, -0.11773224, -0.17097276, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.10580959, -0.055947904, -0.03431237, -0.080236495, 0.14862584, -0.15393938, -0.18872876, -0.3170681, 0.03559387, -0.003990826, 0.021298569, 0.012844483, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(-0.040715586, -0.25781113, 0.08896714, -0.1225879, -0.15790503, -0.54010904, 0.29588607, 0.10401059, 0.003413123, -0.108357325, 0.0112870345, -0.11888622, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.0049315444, 0.02376202, -0.08224771, 0.121118225, -0.041512914, -0.027994309, -0.585988, -0.069672115, -0.017247835, 0.0056576864, 0.04319012, 0.055003505, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(0.37521392, 0.15916082, 0.059708964, 0.19046007, 0.8120325, 0.38343868, 0.3436578, 0.5287958, 0.16570656, 0.06957687, 0.014022592, 0.074799836, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(-0.01050964, -0.00939481, 0.17684458, 0.027366742);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_tf
//!SAVE conv2d_1_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.011029496, 0.05866063, -0.09460646, -0.017664742, -0.022488879, 0.18384217, -0.00397663, -0.064733066, 0.08466802, 0.10667488, 8.0212536e-05, 0.0908869, 0.13580276, 0.00097438256, 0.12176522, -0.08218466) * go_0(-1.0, -1.0);
result += mat4(0.16062798, -0.10190268, 0.03280682, 0.05621916, -0.009684231, -0.08464307, 0.17058301, -0.096469186, 0.1967505, -0.1450099, 0.093607284, -0.28240147, -0.21377413, 0.10079291, -0.1741522, 0.17330575) * go_0(-1.0, 0.0);
result += mat4(-0.060160473, 0.06316997, 0.0046929033, -0.049405966, 0.13851729, 0.06830702, -0.0586872, -0.040827133, 0.007052838, -0.03576886, -0.111261636, 0.039155316, -0.07380389, -0.09369825, 0.04471156, 0.09678487) * go_0(-1.0, 1.0);
result += mat4(-0.36683616, -0.035950605, -0.24414362, -0.009159744, 0.19335322, -0.099253505, 0.075083904, -0.00076695543, 0.65291303, -0.25599423, 0.19827642, 0.065899536, -0.07423247, -0.068967685, 0.0050554527, -0.060272824) * go_0(0.0, -1.0);
result += mat4(-0.020688485, -0.83178276, 0.11104878, 0.26454413, 0.13655476, 0.37675047, -0.22219229, -0.01751935, 0.44552696, 0.92510307, 0.16063261, -0.62011045, 0.19366647, -0.06996067, -0.2504841, 0.00803723) * go_0(0.0, 0.0);
result += mat4(0.0051537007, -0.057168536, -0.16110587, 0.25232598, -0.04447099, 0.11997351, 0.14808103, -0.34443566, -0.26212573, -0.21970181, 0.2724405, 0.21050811, -0.07949061, -0.064808235, -0.21208277, -0.0042361654) * go_0(0.0, 1.0);
result += mat4(-0.0888952, -0.20169449, 0.19144905, -0.016882861, -0.013283103, 0.07552998, -0.24686803, 0.012453213, -0.065454446, -0.016123284, -0.47316182, 0.070926026, 0.09219782, 0.13118166, 0.074736096, 0.0077910526) * go_0(1.0, -1.0);
result += mat4(0.5832154, 0.1138069, -0.039765622, 0.3182784, -0.25497997, 0.0013993139, 0.39285088, -0.48511526, -0.39891505, -0.19094779, -0.082146175, -0.20826934, 0.020590555, -0.0012490178, -0.4398621, 0.14377014) * go_0(1.0, 0.0);
result += mat4(0.21917395, 3.4314657e-05, 0.25734863, -0.3433305, 0.015720673, 0.2676127, -0.06807297, 0.15040149, -0.23638041, -0.0050233034, -0.13666134, 0.4542111, -0.033572577, -0.08450588, -0.23341487, 0.053490847) * go_0(1.0, 1.0);
result += mat4(-0.17482175, 0.057647135, 0.33135444, 0.0850751, -0.1718849, -0.0854123, 0.036795795, -0.13874969, -0.10903869, -0.19007301, -0.06064334, -0.03786032, -0.036696054, 0.07844446, 0.012523185, -0.01562906) * go_1(-1.0, -1.0);
result += mat4(-0.04411997, -0.10331819, 0.10050193, 0.12406485, 0.07431592, 0.30109692, -0.17511666, -0.13263564, -0.10192587, 0.07821255, -0.22415096, 0.25552443, 0.17881326, -0.13914281, 0.109979235, -0.0016463579) * go_1(-1.0, 0.0);
result += mat4(-0.01911644, -0.15412527, 0.028903123, 0.20831817, 0.00375175, 0.08110953, 0.074919395, -0.17581624, -0.015677985, 0.06504228, 0.08817818, -0.12518327, -0.09537373, 0.028905088, -0.051288474, 0.054334078) * go_1(-1.0, 1.0);
result += mat4(0.2852779, -0.28924024, 0.36805123, 0.21079305, -0.28336474, 0.1679663, -0.08641141, -0.10699407, -0.16090055, 0.1287612, -0.15910125, 0.05734755, 0.15883245, 0.0053026294, 0.080674745, 0.0505137) * go_1(0.0, -1.0);
result += mat4(0.17639062, 0.3790122, -0.19588692, -0.020314282, 0.26197383, 0.09014768, 0.19696823, -0.41025418, -0.08308115, -0.33279485, -0.22528782, 0.06172439, -0.1365661, -0.13094363, -0.005086559, 0.089024484) * go_1(0.0, 0.0);
result += mat4(0.05262993, 0.0006296959, 0.1657725, -0.32591924, 0.12126701, 0.061543245, -0.10526848, 0.041583937, 0.094976954, 0.09416157, -0.22019257, -0.058390073, -0.2073888, 0.057273377, 0.19558284, 0.004208022) * go_1(0.0, 1.0);
result += mat4(0.30005738, 0.18478931, -0.23342943, 0.22455733, -0.016488122, 0.099634305, 0.31620836, -0.15731157, 0.09595808, 0.0013774688, 0.48273298, -0.07027936, -0.18764344, -0.26194447, -0.11794225, -0.012173601) * go_1(1.0, -1.0);
result += mat4(0.117986746, -0.13846518, -0.019614812, -0.3011192, 0.5501164, 0.3408611, -0.40090847, 0.15706886, 0.13050972, 0.051776595, 0.20792943, 0.23389706, -0.22965533, -0.053367328, 0.3911586, -0.032988597) * go_1(1.0, 0.0);
result += mat4(0.054753624, -0.008485731, -0.2451672, 0.17528129, 0.13657846, 0.010480436, 0.07651423, -0.43316832, 0.12736236, 0.13804524, 0.12529011, -0.30946237, -0.14423579, 0.08403089, 0.24335162, 0.057288036) * go_1(1.0, 1.0);
result += vec4(0.012077211, 0.013045883, 0.0380778, -0.02908858);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_1_tf
//!SAVE conv2d_2_tf
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.036115196, -0.06971895, -0.07508942, 0.016036168, 0.12120111, 0.24536026, 0.044755507, -0.20663576, 0.029635755, -0.15427187, 0.027148994, -0.20795093, 0.10170582, 0.077919215, 0.66063017, -0.4632968) * go_0(-1.0, -1.0);
result += mat4(-0.0052889925, -0.019060908, -0.08660142, -0.022095207, -0.08097976, -0.015142803, -0.18552722, -0.078493506, -0.16293915, -0.20099808, -0.08370822, 0.3701389, 0.09094984, 0.2487225, 0.24338846, 0.044003833) * go_0(-1.0, 0.0);
result += mat4(-0.061406493, -0.017232792, -0.10917424, 0.11203319, 0.040699825, -0.019294346, 0.084953666, -0.018133596, 0.07209552, 0.016069936, 0.17805555, -0.089537814, 0.15809004, 0.1027023, 0.15044671, -0.15530108) * go_0(-1.0, 1.0);
result += mat4(0.0948676, -0.040305693, -0.005591629, -0.048048403, -0.07547777, 0.056606572, 0.021390207, 0.32600567, -0.20805131, -0.099587254, 0.029613169, 0.0092129605, -0.29429698, -0.09898621, 0.44470885, -0.89487344) * go_0(0.0, -1.0);
result += mat4(-0.122259885, 0.11445877, 0.06666907, 0.1869428, -0.1553992, -0.1658741, 0.2988138, -0.57746625, -0.34609964, 0.11169158, -0.41877756, 0.38075635, 0.21293911, 0.09640372, -0.12754214, -0.08026104) * go_0(0.0, 0.0);
result += mat4(0.15128808, 0.050087795, 0.09219755, -0.18080945, 0.0044571217, -0.046019405, -0.1289922, 0.20305426, 0.19601224, 0.04667917, 0.17465587, 0.027672665, 0.18441725, 0.06845396, 0.11288585, -0.23283863) * go_0(0.0, 1.0);
result += mat4(-0.072962, -0.06639447, 0.049347494, -0.1386401, 0.10396071, 0.08187777, -0.04280746, 0.07390891, 0.06628344, 0.037797406, 0.021885803, -0.013147403, 0.22376558, 0.36243078, 0.12874891, -0.0023783944) * go_0(1.0, -1.0);
result += mat4(0.074945286, 0.16045591, -0.11798349, 0.12910712, 0.054760084, -0.095626175, -0.047832094, 0.03493912, 0.11817307, 0.037452437, -0.14301221, -0.027356789, -0.052390423, 0.11373512, 0.07686775, 0.010008694) * go_0(1.0, 0.0);
result += mat4(-0.023999173, -0.091900624, 0.02388157, 0.03173873, 0.0065633506, -0.033716757, -0.1198324, 0.12057766, 0.026465805, -0.07517131, -0.07760598, 0.060463097, 0.07345541, 0.046037503, 0.21101558, -0.26785463) * go_0(1.0, 1.0);
result += mat4(0.15544604, -0.03902825, 0.04630384, -0.25173616, -0.0691359, 0.07476507, 0.009071253, 0.089964196, -0.26539803, -0.3958477, -0.22155671, 0.20735882, -0.105860494, -0.003996804, -0.044815883, 0.39544627) * go_1(-1.0, -1.0);
result += mat4(0.6169709, 0.23717614, -0.37884676, -0.7484867, 0.020169826, -0.30718836, 1.0965588, -0.20711036, -0.39149985, -0.06843563, -0.06522909, 0.103805855, 0.03265825, -0.15137726, 0.12837899, -0.01294922) * go_1(-1.0, 0.0);
result += mat4(-0.23638196, -0.4560866, -0.11948684, -0.1464144, 0.10690008, 0.007835961, 0.11864342, -0.13101323, -0.16509797, 0.075027354, 0.08122998, 0.13451207, 0.0011890623, 0.052157886, 0.08372405, -0.07085038) * go_1(-1.0, 1.0);
result += mat4(-0.21997726, -0.16488647, -0.0291317, 0.17997476, 0.1493211, 0.027494298, 0.0034613227, -0.3207727, 0.18699001, 0.14728633, -0.042895135, -0.07612043, 0.125076, -0.14714554, -0.03480009, -0.22753975) * go_1(0.0, -1.0);
result += mat4(-0.5342686, -0.7426105, -0.38294584, 0.42549992, 0.46053204, 0.7867879, 0.106234804, -0.041163098, 0.5198579, -0.5219404, 0.14809476, -0.41802374, 0.06810794, -0.15122683, -0.047409, 0.13178343) * go_1(0.0, 0.0);
result += mat4(-0.50428164, 0.18220626, 0.35510704, -0.081787474, 0.03155813, 0.019284263, 0.0032388573, -0.20513348, -0.05385551, 0.17803182, -0.26206362, 0.2870375, 0.008557827, 0.08401449, -0.027598893, -0.010791235) * go_1(0.0, 1.0);
result += mat4(0.16657415, 0.067647465, 0.093076974, -0.14438486, -0.10017002, 0.0022367141, 0.03250936, -0.052794546, -0.009178676, -0.019673595, -0.0016697067, -0.15424626, -0.112123474, -0.11079971, 0.011987111, -0.11747758) * go_1(1.0, -1.0);
result += mat4(-0.023021797, -0.058703423, -0.037978355, -0.062433913, -0.13130441, 0.048656322, 0.056839373, 0.109036915, -0.07823158, 0.14785293, 0.058555078, -0.11679035, -0.14002073, 0.07395252, 0.098268874, -0.06710464) * go_1(1.0, 0.0);
result += mat4(0.14906375, 0.030001195, -0.10338215, 0.0662968, -0.161953, -0.13682815, 0.09563142, 0.009514228, -0.009491218, 0.06737101, -0.1393389, 0.15231515, -0.073147796, 0.00767062, 0.028675212, 0.014213088) * go_1(1.0, 1.0);
result += vec4(0.018736731, -0.0026039074, 0.050130025, -0.055364225);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_2_tf
//!SAVE conv2d_last_tf
//!WIDTH conv2d_2_tf.w
//!HEIGHT conv2d_2_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.019100675, -0.014241565, 0.004667036, -0.03865062, 0.106731094, 0.026099661, 0.014594411, -0.011881356, 0.0040967264, -0.004626336, 0.006469508, 0.010875305, -0.033909045, -0.085905954, 0.07861378, 0.019452631) * go_0(-1.0, -1.0);
result += mat4(0.20777655, -0.060354974, 0.0023840065, -0.064121604, -0.17397617, 0.019293457, -0.09707183, 0.080641985, 0.01025124, -0.017382381, 0.008661793, -0.010995665, 0.21943407, -0.115574986, 0.14471593, -0.068836235) * go_0(-1.0, 0.0);
result += mat4(0.057942886, -0.06311754, 0.2253396, -0.04159292, -0.020731755, 0.007877151, 0.041525815, 0.025278691, 0.03041967, -0.025137542, 0.024364179, -0.024543528, 0.029438615, -0.015506873, 0.081686, -0.07812221) * go_0(-1.0, 1.0);
result += mat4(0.054237515, 0.0676094, -0.0047708177, 0.0043467237, -0.10032304, -0.020498628, 0.04240586, 0.07272254, 0.0784221, 0.017945962, -0.022310399, -0.013134622, 0.015638694, -0.10001543, 0.1043031, 0.05898838) * go_0(0.0, -1.0);
result += mat4(-0.021652509, 0.35796642, 0.059497777, 0.23948468, 0.15454951, -0.10017235, -0.19072174, -0.44812536, -0.03974552, 0.04529369, 0.22207436, 0.026222564, -0.09705454, 0.5623026, -0.3354105, -0.017278556) * go_0(0.0, 0.0);
result += mat4(-0.053682446, -0.03411237, -0.09399936, 0.15128824, -0.07463, -0.042020727, 0.0031783928, 0.13481957, -0.07731454, 0.044114403, -0.23085599, 0.060444202, -0.15015422, 0.0018040676, -0.18684982, 0.2812511) * go_0(0.0, 1.0);
result += mat4(0.0029329916, 0.001596018, 0.0007512241, 0.016544111, -0.04876942, -0.05272409, 0.037884697, 0.049948208, 0.015518177, 0.11368592, -0.03815777, -0.013149978, -0.027638039, 0.107719295, -0.04115787, 0.02745414) * go_0(1.0, -1.0);
result += mat4(0.016691081, 0.010204119, 0.04078854, 0.01613337, 0.03325829, 0.0114824055, -0.017286912, -0.07284126, -0.110984206, -0.21041764, 0.0089543555, 0.18986733, 0.01537506, -0.2059135, 0.029074017, 0.013117443) * go_0(1.0, 0.0);
result += mat4(0.013965926, 0.029871881, 0.0034499036, -0.011343668, 0.022120327, -0.0068748263, 0.009324342, -0.039081004, 0.08032371, 0.050809264, 0.035050742, -0.2032847, 0.06305391, -0.021958945, 0.038569167, -0.22465245) * go_0(1.0, 1.0);
result += mat4(0.046307724, -0.012419472, 0.007673863, -0.042344846, 0.011042414, 0.016994251, -0.018166406, -0.016955731, -0.13240299, 0.01768431, -0.027607648, 0.0699927, -0.02840628, 0.004414203, 0.0049618417, 0.011084679) * go_1(-1.0, -1.0);
result += mat4(-0.119954154, -0.007455482, -0.031108133, -0.009946449, 0.0077065965, 0.01660345, 0.032943666, 0.016376585, 0.10273124, 0.1556573, -0.24643841, 0.107307844, -0.068235755, 0.0561896, -0.0104672015, 0.042693343) * go_1(-1.0, 0.0);
result += mat4(-0.01634601, 0.04195375, -0.10401894, 0.047641944, -0.034602515, -0.0034419263, -0.010457858, 0.015194475, -0.03962551, -0.030031368, 0.16036317, 0.019283568, -0.05877721, 0.016504882, -0.15523468, 0.018161612) * go_1(-1.0, 1.0);
result += mat4(-0.08083991, 0.0024665035, -0.049373373, 0.030371357, 0.0113322195, -0.014676956, 0.011646689, -0.01142667, 0.124930486, 0.06625774, -0.045840867, -0.009693036, -0.012649251, -0.07388084, 0.008790075, 0.0013844534) * go_1(0.0, -1.0);
result += mat4(-0.33941835, -0.2763476, -0.118311435, -0.063535266, 0.20936015, 0.13731301, 0.13443594, 0.07464433, 0.059650812, -0.36973104, 0.16444235, -0.37082872, 0.06432777, -0.18283032, -0.044489607, -0.13895285) * go_1(0.0, 0.0);
result += mat4(0.13533665, 0.08268915, -0.03675727, -0.14348659, 0.0186255, -0.05051692, 0.056702953, 0.0061717895, 0.047663026, -0.088188455, 0.23254345, -0.014015464, 0.08400204, -0.0073777726, 0.2202068, -0.12366078) * go_1(0.0, 1.0);
result += mat4(0.04361004, 0.046543695, 0.0064863074, -0.03358146, -0.022602187, 0.018138997, -0.011071864, 0.010244091, -0.019814799, -0.17250171, 0.040823266, -0.040131986, 0.010125854, 0.020660749, 0.0020435036, -0.010819304) * go_1(1.0, -1.0);
result += mat4(-0.004810193, -0.11286074, 0.051985834, 0.04788631, -0.023950428, 0.036145125, -0.038203828, 0.052401308, 0.022986965, 0.26420745, -0.06076917, -0.09252999, 0.03164547, 0.15652153, -0.037934, -0.0035418556) * go_1(1.0, 0.0);
result += mat4(0.03358366, -0.005219482, 0.007060882, -0.06569114, -0.02941682, 0.00966056, -0.0153679885, 0.019905418, -0.107232265, -0.03405676, -0.044340115, 0.26892832, -0.04723829, -0.02589829, 0.004563232, 0.19318114) * go_1(1.0, 1.0);
result += vec4(-0.00346731, -0.0046263863, -0.004627155, -0.0057769152);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Depth-to-Space
//!HOOK MAIN
//!BIND MAIN
//!BIND conv2d_last_tf
//!SAVE MAIN
//!WIDTH conv2d_last_tf.w 2 *
//!HEIGHT conv2d_last_tf.h 2 *
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
vec4 hook() {
vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size);
ivec2 i0 = ivec2(f0 * vec2(2.0));
float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x];
float c1 = c0;
float c2 = c1;
float c3 = c2;
return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_UL.glsl
+1702
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shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_VL.glsl
+969
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@@ -0,0 +1,969 @@
// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(0.3053028, -0.037464816, 0.113983095, 0.12537485, -0.18630321, 0.084269725, -0.01351514, -0.20190673, -0.12298384, -0.037622184, -0.070214555, -0.19367279, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(-0.41849324, 0.099702746, -0.04276645, -0.047299717, 0.20074473, 0.14217933, 0.15571699, 0.19553481, 0.21868695, -0.053848714, 0.016413521, 0.14117444, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(0.030540446, -0.052293833, 0.0715466, -0.31160545, 0.07808315, -0.16860045, 0.032828577, -0.2955024, -0.110374965, 0.04043687, -0.014024628, 0.058699366, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(-0.10727635, 0.054200135, 0.20853694, 0.21086875, 0.122690216, -0.091823794, 0.310609, -0.01738923, -0.0013488946, 0.10835534, -0.077265196, 0.086751856, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.77150255, 0.40530515, -0.41257596, -0.14367618, 0.46888494, 0.2650122, -0.934199, 0.40476102, 0.32293493, 0.20251967, 0.19891106, -0.29698747, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(-0.12505147, -0.41904053, -0.065798186, 0.34075752, 0.026240354, -0.2977496, 0.032647505, -0.003566783, 0.10290523, -0.23417123, -0.06014203, 0.094735645, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(0.11207838, -0.04062474, 0.023897955, 0.08605987, -0.020888371, 0.045541205, -0.07231824, -0.25884083, -0.11796847, -0.002691391, 0.0050435597, 0.02756291, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.4615728, 0.041790638, 0.08971143, 0.20213957, -0.38537467, 0.19938901, 0.08594364, -0.08621994, -0.08163473, -0.133266, -0.09561729, -0.014209637, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(0.0787417, -0.0483673, 0.07621572, -0.060169693, -0.013465177, -0.17152289, 0.02515561, 0.17675288, -0.05173998, 0.10768042, -0.029858522, -0.013957215, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.0072128535, -0.05658625, 0.052939568, -0.1760861);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf1
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(-0.112743355, 0.0422517, 0.21350034, -0.0967133, 0.16265953, 0.0022497, 0.015078242, 0.08204187, 0.035236806, -0.0468228, -0.09464228, -0.001864949, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.25631642, -0.41485596, -0.16662048, 0.13201024, 0.057921384, 0.2240005, -0.30038536, -0.08305622, 0.2228756, 0.32263795, 0.10608189, -0.18616734, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(0.08997524, 0.11516871, 0.19212262, -0.035154644, 0.11612274, -0.04056247, 0.14974374, 0.029173585, -0.07629641, -0.14353512, 0.041081246, 0.20230265, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.2262286, 0.055954933, -0.14499907, 0.17314723, 0.16590612, -0.06688698, -0.11118816, -0.012938116, -0.043101817, 0.026133137, 0.2958395, 0.06543993, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.07311521, -0.3041244, -0.47978505, -0.6350967, -0.17432262, 0.34965977, 0.25399777, -0.16590433, -0.49957857, 0.0549526, -0.40869385, -0.08780993, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(-0.3014447, -0.00021343959, -0.14953177, 0.028001398, -0.14931908, -0.14910097, -0.13287953, -0.45026535, 0.17378895, 0.024704922, -0.027308129, -0.10292025, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(-0.06732655, -0.13119644, 0.066014715, 0.081011154, -0.15154321, 0.2407805, 0.07733481, 0.12312706, 0.1741804, 0.008495716, -0.14125362, -0.043644864, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.11465958, 0.42001364, 0.011069392, 0.3203028, -0.058801666, -0.37830314, -0.030540617, 0.2245139, -0.11310525, -0.14845212, 0.19957744, 0.25789997, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.16037206, 0.21326372, 0.020099448, 0.018666709, 0.122083254, -0.16033986, -0.10725163, 0.2556128, 0.1650688, -0.10475823, 0.048623525, -0.103755645, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.007717166, -0.027800834, 0.0795002, 0.0053199283);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!SAVE conv2d_1_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.0056740534, -0.21186607, -0.18014967, 0.118979976, -0.0015611284, -0.07708486, 0.060131397, 0.11653345, 0.027150517, 0.10837246, 0.08583816, -0.14032431, 0.017552888, 0.0035846964, 0.03980114, 0.064649396) * go_0(-1.0, -1.0);
result += mat4(-0.03289318, -0.12004539, 0.26514888, -0.15079662, 0.04214227, -0.027273783, -0.027950313, 0.19614808, 0.18510003, -0.10346252, -0.029836183, 0.09174428, -0.0088710375, -0.18273513, 0.06601674, 0.009983851) * go_0(-1.0, 0.0);
result += mat4(0.08476211, 0.043996535, 0.056711517, 0.009976895, 0.07039107, -0.024862664, -0.059921104, 0.046850603, 0.04983447, 0.04863198, 0.21777405, -0.0576961, 0.045321796, -0.0060038245, 0.096396215, -0.10842004) * go_0(-1.0, 1.0);
result += mat4(-0.15746164, 0.041757874, 0.035169285, -0.1734288, -0.24219254, -0.13318908, 0.2272079, -0.02902605, 0.07750601, -0.1467191, -0.12296749, -0.07533314, -0.07073083, 0.17909113, 0.04789308, 0.17245363) * go_0(0.0, -1.0);
result += mat4(0.057547905, 0.1464685, -0.33115456, -0.26956198, -0.26298407, -0.059824817, 0.022509675, -0.09251868, 0.36277944, -0.2072429, 0.21095088, -0.45492023, 0.07428653, 0.1593302, -0.2945834, 0.12825087) * go_0(0.0, 0.0);
result += mat4(-0.1318458, 0.27804148, 0.037600737, 0.12047866, 0.0065036337, 0.0017241207, 0.060497303, -0.14786585, -0.15149063, 0.02731698, 0.048886403, -0.0025970868, -0.026979815, 0.07348884, 0.015636757, -0.107966796) * go_0(0.0, 1.0);
result += mat4(-0.079988025, -0.01626299, 0.06517438, 0.086406484, -0.1484504, 0.070595, 0.20620634, 0.09713373, -0.13620836, 0.012067949, -0.00068703433, -0.038030174, 0.22300471, -0.0012400965, -0.014827909, -0.08927486) * go_0(1.0, -1.0);
result += mat4(0.15634936, 0.052028038, 0.038081627, 0.12720168, 0.07342066, -0.04318368, -0.0065998454, 0.12109317, -0.45398173, 0.03666754, -0.17773737, 0.038516667, -0.13009632, -0.007457001, -0.013938809, 0.09776142) * go_0(1.0, 0.0);
result += mat4(0.029636936, 0.12864171, 0.11347291, -0.11812842, -0.0870342, 0.035678383, 0.050338242, 0.045754932, -0.07072752, 0.010447726, 0.039642975, -0.08795004, -0.1191525, 0.00967509, 0.13485421, -0.053204738) * go_0(1.0, 1.0);
result += mat4(-0.011072695, -0.09613245, -0.09094804, 0.028029291, -0.04031162, 0.15690295, 0.25094184, -0.21776834, 0.06524669, 0.06412185, -0.052852992, -0.08097702, -0.039127756, 0.036357917, 0.104585476, 0.25095442) * go_1(-1.0, -1.0);
result += mat4(-0.08328618, -0.006246033, 0.099708706, -0.014916097, 0.17727195, 0.4369228, 0.14760216, 0.06707674, 0.025167737, -0.022487842, -0.038962565, 0.15380669, 0.08125089, 0.09844594, 0.33538374, -0.003161368) * go_1(-1.0, 0.0);
result += mat4(-0.0128195705, -0.05475118, -0.037705053, -0.0012077648, -0.17425515, 0.091487505, -0.12909423, 0.0074876705, 0.13438368, 5.778033e-05, 0.04563314, -0.12185897, -0.053612474, -0.049824294, -0.12851205, 0.12856449) * go_1(-1.0, 1.0);
result += mat4(-0.025741795, 0.01867236, -0.00027440622, 0.10502768, 0.27042285, -0.14947751, 0.11143123, 0.2575913, -0.07414089, -0.33919522, -0.13194235, -0.20088726, 0.23121537, -0.08197353, 0.06693911, 0.015411386) * go_1(0.0, -1.0);
result += mat4(0.09143717, 0.22842278, 0.06501074, -0.20009698, -0.042117566, -0.23452093, -0.074082755, -0.10612558, 0.077631965, 0.08343657, -0.07657599, -0.43297377, 0.7092466, -0.16272525, 0.17222248, -0.056038965) * go_1(0.0, 0.0);
result += mat4(0.081200436, 0.046752565, 0.028254949, 0.18820632, 0.096592255, 0.05896745, 0.14845169, 0.034777895, 0.07195204, -0.1908046, -0.015341971, 0.02606145, -0.010377239, 0.0755547, -0.15285216, 0.047916733) * go_1(0.0, 1.0);
result += mat4(-0.06825636, -0.049540907, -0.024328846, 0.03506251, 0.2060094, 0.054119263, -0.06671269, 0.052428722, 0.055792283, -0.14336903, -0.03180757, 0.013760968, -0.037398104, -0.06880077, -0.023608573, 0.0360965) * go_1(1.0, -1.0);
result += mat4(-0.16937497, -0.30156836, 0.0021435453, 0.025772978, -0.17990975, 0.046133514, -0.32447076, -0.083382785, -0.081322014, -0.022132374, -0.05319431, 0.11794733, 0.08943906, 0.12927428, 0.105764806, -0.051034793) * go_1(1.0, 0.0);
result += mat4(-0.011012306, 0.047636557, 0.050260928, 0.051847618, 0.010985655, -0.13752967, 0.023869954, 0.07011459, -0.18244945, 0.07239806, -0.013638856, -0.026982805, 0.11395993, -0.031304818, -0.08714153, 0.077115685) * go_1(1.0, 1.0);
result += mat4(0.08707592, 0.2265186, 0.13363098, -0.039588258, -0.029561255, 0.019238092, 0.024606103, -0.0019022018, -0.062285982, -0.0629511, -0.03753033, 0.109805316, 0.016018672, -0.08284564, -0.04092752, -0.030386891) * go_2(-1.0, -1.0);
result += mat4(0.0016500859, 0.01616536, -0.099148355, 0.24161765, 0.028064307, -0.028680569, 0.054400917, -0.1978921, -0.08584302, -0.096797146, -0.06546965, -0.09342837, 0.030265866, 0.07057579, -0.02080932, 0.053178705) * go_2(-1.0, 0.0);
result += mat4(-0.030304352, 0.047440585, -0.04248429, 0.08568772, -0.051317703, 0.036739342, 0.00865767, -0.018183297, -0.07335176, 0.025001721, -0.068509035, 0.1814819, -0.09756565, -0.024179723, -0.05959287, 0.0352454) * go_2(-1.0, 1.0);
result += mat4(0.023015196, -0.022870664, -0.12028372, -0.111095205, 0.11065281, -0.19900022, -0.24012049, -0.017028643, -0.13484617, 0.050107025, 0.10741765, 0.037951697, 0.013090438, -0.0010045726, -0.029447839, -0.1859787) * go_2(0.0, -1.0);
result += mat4(0.17922719, -0.24138594, -0.44595388, -0.032014426, 0.06897096, 0.07125395, 0.1944457, -0.035794795, -0.24022278, -0.13230884, -0.1277025, 0.21229011, -0.12249393, 0.06141907, 0.2687936, -0.26896995) * go_2(0.0, 0.0);
result += mat4(0.0397242, -0.30710965, 0.28815824, -0.06642567, -0.07588877, -0.019552408, 0.0057806037, 0.11465521, 0.03560534, -0.10640553, 0.023589289, -0.16667193, 0.02066607, -0.01026633, -0.02655378, 0.082493655) * go_2(0.0, 1.0);
result += mat4(-0.007902949, -0.08501038, -0.029395591, -0.07072227, -0.01800967, -0.14564751, -0.08372804, -0.049974415, 0.1756957, -0.02042449, -0.04413007, -0.016873527, -0.2385717, -0.001741017, 0.08298281, -0.019873247) * go_2(1.0, -1.0);
result += mat4(-0.01803727, 0.0642893, 0.21513617, 0.066888265, -0.042107955, -0.123470366, 0.045296013, -0.11958806, 0.48208967, -0.027188249, 0.12136116, 0.05246265, 0.13522038, -0.016297493, 0.028486907, -0.059840377) * go_2(1.0, 0.0);
result += mat4(-0.1373251, -0.11281026, -0.06418318, 0.08444032, 0.062874556, -0.009133875, -0.049571835, -0.042995855, 0.12483249, -0.025967957, -0.11202483, 0.09862257, 0.099986054, 0.009230306, -0.09042664, 0.046612263) * go_2(1.0, 1.0);
result += mat4(0.03203309, 0.106030256, 0.045741174, -0.020529225, -0.028610658, -0.055219248, -0.21404657, 0.07746393, -0.059359375, 0.0033258004, -0.0054513607, 0.06856653, 0.18043655, -0.119936846, -0.05639265, -0.10240379) * go_3(-1.0, -1.0);
result += mat4(-0.0004331875, 0.10426754, -0.008130048, 0.012795991, -0.14372933, -0.40797862, 0.105197415, -0.0041354536, -0.079792455, 0.0914027, 0.012418237, -0.11449173, 0.020261409, -0.14681602, -0.13355242, 0.18290488) * go_3(-1.0, 0.0);
result += mat4(0.052306626, 0.010864275, -0.072627716, -0.009773121, 0.09484167, -0.09631301, 0.14896165, -0.21220942, -0.11994051, -0.002957136, -0.118194886, 0.08661347, 0.10005298, -0.029620873, 0.101668894, 0.0242806) * go_3(-1.0, 1.0);
result += mat4(-0.055188183, -0.06322889, 0.12994595, 0.03140751, -0.092755616, 0.04239107, 0.18460171, 0.08471877, 0.014203371, 0.13608724, 0.035351243, -0.07883493, -0.10067456, 0.14417742, 0.0054235114, 0.100745104) * go_3(0.0, -1.0);
result += mat4(-0.043811034, -0.16055201, -0.11927185, 0.20517266, 0.16734722, 0.27720267, 0.1205665, 0.045803893, -0.07874647, 0.06764307, -0.11157022, 0.080770165, -0.044105835, -0.03276538, -0.10945451, 0.100562036) * go_3(0.0, 0.0);
result += mat4(-0.044731796, -0.12854387, -0.061937924, -0.21604767, -0.036132332, -0.024353411, -0.16718283, 0.14903957, -0.11620588, 0.14563644, 0.23363836, 0.08400659, 0.15248756, -0.1424437, 0.112882614, -0.04096889) * go_3(0.0, 1.0);
result += mat4(-0.0486021, -0.05714939, 0.042517707, -0.06106919, -0.12970918, -0.071898215, -0.044727243, -0.026308542, 0.05687118, -0.0394057, -0.109454155, -0.0021216893, 0.018588595, 0.08061093, 0.0500373, -0.0034918839) * go_3(1.0, -1.0);
result += mat4(0.11269324, -0.17924047, -0.12965205, -0.07287767, -0.015830642, -0.044497102, 0.20014328, -0.14054494, 0.1232692, 0.2395109, 0.14093149, 0.03518561, -0.14088139, -0.09045081, -0.07283352, 0.053434785) * go_3(1.0, 0.0);
result += mat4(0.020512339, 0.026349569, -0.06666101, 0.05554806, -0.03044066, 0.26656216, 0.019155584, -0.12118906, 0.087923005, -0.1716557, 0.050843164, 0.037432503, -0.030232614, 0.030457936, 0.04232163, -0.066400655) * go_3(1.0, 1.0);
result += vec4(-0.0216415, 0.09015036, -0.030761974, -0.26541537);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!SAVE conv2d_1_tf1
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.04688368, 0.13853125, 0.1714716, -0.03034447, -0.08090605, 0.1225867, 0.17535992, 0.012508419, -0.0010665918, -0.07481546, -0.15541986, 0.0671128, -0.029307734, -0.076674186, 0.03925896, -0.07140553) * go_0(-1.0, -1.0);
result += mat4(-0.13273083, 0.062933214, 0.04200143, -0.0080243945, -0.120439716, -0.090192355, -0.022639645, 0.00020024918, -0.11211478, -0.12949537, 0.025783822, 0.009155746, 0.01004339, -0.0661901, 0.10630156, 0.053137038) * go_0(-1.0, 0.0);
result += mat4(0.07113487, -0.16011865, -0.10838903, -0.0034704183, 0.110606894, -0.14915739, 0.036511585, -0.003103608, -0.0551775, -0.13140677, 0.05270299, 0.12139221, 0.02226174, 0.008415268, -0.06647426, 0.118130066) * go_0(-1.0, 1.0);
result += mat4(-0.045172617, -0.0020388453, -0.27287582, 0.002428232, -0.2833772, 0.13788106, 0.073339015, 0.10666715, 0.08455194, 0.16499293, 0.089058325, 0.008815447, 0.034657538, -0.109856166, -0.11499077, -0.02918854) * go_0(0.0, -1.0);
result += mat4(0.07910854, -0.26334837, -0.3246593, -0.08246522, 0.09211476, 0.40793833, -0.09658794, -0.14430091, -0.50632644, 0.087234974, 0.26298127, 0.3687086, 0.06492316, 0.23082961, 0.18233871, -0.09283792) * go_0(0.0, 0.0);
result += mat4(-0.022744032, 0.21690565, 0.2694824, -0.12230013, -0.07969618, 0.21595429, -0.034979805, 0.008938489, 0.21289209, -0.446482, -0.042927746, -0.13587558, -0.032581557, -0.07182814, -0.054092336, -0.009542036) * go_0(0.0, 1.0);
result += mat4(-0.0034912943, -0.080354184, -0.08577375, -0.1521193, 0.09809233, 0.034529503, -0.100664355, 0.008191219, -0.014303411, -0.02862216, -0.18669915, -0.12384598, 0.046499267, 0.093707144, 0.10661308, 0.15079576) * go_0(1.0, -1.0);
result += mat4(-0.031025652, -0.0384342, 0.14258307, 0.25531343, 0.0075049917, -0.03966595, 0.062381975, 0.19593526, -0.2868182, 0.03162008, -0.4391041, -0.524017, -0.034463473, -0.0066741486, -0.24586639, 0.10521736) * go_0(1.0, 0.0);
result += mat4(-0.07452321, -0.0227877, -0.025402244, 0.115727395, -0.039511252, -0.07785703, -0.013689458, 0.0066024344, -0.052957747, 0.011206241, -0.0021671024, 0.077190824, -0.11709912, 0.046635598, 0.123751156, -0.03712064) * go_0(1.0, 1.0);
result += mat4(0.055411004, -0.0020031065, 0.06685547, -0.018829947, -0.06378933, -0.18389674, -0.0023551763, 0.0670314, 0.13038594, 0.0601923, -0.03035789, -0.019537423, -0.014483204, -0.056800704, 0.08663347, -0.106859975) * go_1(-1.0, -1.0);
result += mat4(-0.06603686, 0.07360526, -0.0072026253, -0.06778907, -0.039178446, 0.012397263, -0.13482279, 0.05745685, -0.055182382, -0.10545766, 0.003857615, 0.041947857, -0.15239377, 0.041826613, 0.058879383, -0.0042669442) * go_1(-1.0, 0.0);
result += mat4(-0.0697229, -0.010702144, -0.032265816, 0.013317131, 0.105028264, 0.21032134, 0.06845646, -0.018358687, 0.064568676, 0.08437135, -0.000723181, 0.1324007, 0.05527932, -0.049871888, -0.10125047, -0.005040889) * go_1(-1.0, 1.0);
result += mat4(-0.006467578, -0.05120533, -0.011780779, -0.011742203, -0.34242442, -0.020819988, 0.17381702, -0.059836414, -0.028882682, 0.23210457, 0.16579404, -0.03708216, -0.23541835, -0.03290251, 0.029319672, 0.26189178) * go_1(0.0, -1.0);
result += mat4(-0.30955994, -0.06408282, -0.16872866, 0.10767772, -0.041430887, 0.051697977, 0.12523535, -0.060389146, 0.026289431, 0.06359533, 0.13526368, 0.2479901, -0.3263977, 0.10216362, -0.0030894123, 0.046437826) * go_1(0.0, 0.0);
result += mat4(0.10061438, -0.17047118, -0.21593021, -0.023389054, -0.17507865, -0.30822313, -0.22044766, 0.16078933, 0.07099252, -0.11573018, 0.24712858, -0.0659458, -0.037504572, -0.12297423, 0.03342632, -0.058119852) * go_1(0.0, 1.0);
result += mat4(-0.020957774, -0.0224927, 0.04069268, -0.07911167, 0.074009344, 0.065916434, 0.008222278, 0.11625076, -0.25299504, 0.03357169, -0.021988, 0.015821831, -0.0021187372, -0.030700417, -0.004374924, 0.027358979) * go_1(1.0, -1.0);
result += mat4(0.06549052, -0.048067164, 0.05489091, -0.28851983, 0.13378961, 0.026875904, -0.09877994, -0.19947459, -0.1274035, -0.022928834, -0.26344195, -0.025870804, 0.022505255, 0.0070861108, 0.121051334, -0.025964163) * go_1(1.0, 0.0);
result += mat4(0.059426542, -0.0327433, 0.2313695, -0.07046268, 0.20479666, 0.027021704, 0.2564928, -0.11689885, -0.07407976, -0.019611249, 0.093463086, -0.121553615, 0.035009407, -0.008135333, -0.075931996, 0.047803063) * go_1(1.0, 1.0);
result += mat4(-0.059434246, -0.1652242, -0.124611154, 0.04743711, 0.10530296, -0.13869187, -0.036534663, -0.035206333, 0.06067593, 0.06126907, 0.120151915, -0.06722673, 0.008103894, 0.037225723, -0.007520425, 0.065720856) * go_2(-1.0, -1.0);
result += mat4(-3.6759695e-05, -0.036789574, 0.013370567, -0.037871476, -0.013454664, 0.15086569, 0.10164699, 0.057703357, -0.12871023, 0.12827681, -0.055057358, -0.040753044, -0.0142621, 0.08563361, -0.04615499, -0.03130452) * go_2(-1.0, 0.0);
result += mat4(-0.117965914, 0.09056485, 0.07272314, 0.009695964, -0.11331058, 0.07467256, -0.08291521, 0.00937355, -0.04097737, 0.07752905, -0.017335521, -0.12539999, 0.039462104, -0.0007037007, 0.06034812, -0.09497377) * go_2(-1.0, 1.0);
result += mat4(0.20828065, 0.0400099, 0.047638226, -0.046423353, -0.026133502, 0.098207295, 0.056742374, 0.017029466, -0.058164768, -0.046973787, -0.17328712, -0.0012984811, 0.050085854, 0.11296557, 0.12639083, 0.058543045) * go_2(0.0, -1.0);
result += mat4(-0.098907426, 0.22031747, 0.101559944, 0.06616554, 0.026110496, 0.56487054, 0.23754556, -0.07540935, 0.31768414, -0.47653618, 0.015073956, -0.33731326, 0.087285936, -0.24593173, -0.26141426, 0.15003823) * go_2(0.0, 0.0);
result += mat4(0.046026446, -0.13767281, 0.064847544, 0.07717139, 0.08544123, -0.11092969, 0.072325274, 0.010849038, -0.3055905, 0.66436774, 0.1434729, 0.0494463, 0.07115603, 0.083811216, 0.020431712, 0.06537088) * go_2(0.0, 1.0);
result += mat4(-0.15532711, 0.030139687, 0.040853374, 0.11089222, -0.08150315, -0.015851755, -0.06787692, 0.096075505, -0.011956207, -0.0017758606, 0.1277494, 0.16156575, -0.038588695, -0.0626418, -0.041797023, -0.19467135) * go_2(1.0, -1.0);
result += mat4(0.12917455, 0.017410474, -0.20125067, -0.08040003, -0.13494664, 0.17789102, -0.19909395, 0.08441434, 0.078570575, -0.06330619, 0.23767303, 0.5442659, -0.009227878, -0.021818208, 0.14318731, -0.09042824) * go_2(1.0, 0.0);
result += mat4(0.097801, 0.09345441, 0.17846581, -0.14773296, 0.06536365, 0.07642184, -0.011880635, 0.02086135, 0.013336972, -0.053295113, -0.13410404, 0.027241753, 0.087728985, -0.044033397, -0.13098569, 0.009423933) * go_2(1.0, 1.0);
result += mat4(-0.02488427, 0.0134966355, -0.0075000813, 0.07272353, 0.015842725, 0.13765687, 0.028079558, -0.08384948, -0.06666623, -0.023220664, 0.025091043, -0.055167805, -0.18826278, 0.04423603, 0.13499942, 0.059128854) * go_3(-1.0, -1.0);
result += mat4(0.01935146, -0.030980906, -0.031569187, -0.0036869382, 0.036753897, 0.118464164, 0.15871695, -0.09842428, 0.023324292, 0.071796335, -0.07869346, -0.10751301, -0.2588698, 0.064011686, 0.17386378, -0.039197855) * go_3(-1.0, 0.0);
result += mat4(0.08590827, 0.005497696, -0.026512025, 0.015661815, 0.1102415, -0.08268483, -0.0032903247, 0.10049029, -0.008157236, -0.035823178, -0.017570151, -0.081716835, -0.3531045, 0.010005245, 0.017141227, -0.016376914) * go_3(-1.0, 1.0);
result += mat4(-0.16617337, -0.007689783, 0.00954665, 0.07117733, -0.001669262, -0.012331606, 0.051613946, 0.062780835, 0.06123557, -0.20243123, -0.19181818, 0.032895602, 0.19760677, 0.004464939, 0.12754539, -0.27360034) * go_3(0.0, -1.0);
result += mat4(0.15006685, -0.083587274, -0.03215495, -0.16992462, -0.011944293, 0.058361508, -0.088097006, 0.023880545, -0.04168166, -0.06960282, -0.092672385, -0.057278465, 0.23540072, -0.1721208, -0.018213503, -0.23494521) * go_3(0.0, 0.0);
result += mat4(-0.124885194, 0.1905868, 0.11108704, 0.03163991, 0.11383064, 0.101223364, 0.069428995, -0.14298953, -0.07609092, 0.13704266, -0.07749446, -0.0005389336, -0.04617235, 0.18011934, 0.08350316, 0.09416366) * go_3(0.0, 1.0);
result += mat4(0.073356606, 0.067966126, -0.21285574, 0.0782625, -0.0034364646, -0.032581426, -0.05538558, -0.1317288, 0.14552782, -0.1132393, 0.13063973, -0.00833602, 0.0026844777, 0.028135289, -0.02536825, -0.028372496) * go_3(1.0, -1.0);
result += mat4(-0.318728, 0.07862527, -0.12176221, 0.35010242, -0.029198067, 0.016302662, 0.17667587, 0.12605923, 0.1556697, -0.06061443, 0.05843511, 0.10891248, 0.01267106, -0.018492714, -0.15945031, -0.050723754) * go_3(1.0, 0.0);
result += mat4(-0.21555941, -0.016813517, -0.084676236, -0.07545412, -0.14518794, -0.014592766, -0.2446481, 0.0530632, 0.0847341, 0.12342537, -0.028644923, 0.083479315, -0.04179012, 0.0025225023, 0.16006976, -0.026940256) * go_3(1.0, 1.0);
result += vec4(-0.060742114, -0.037577342, 0.055704296, 0.03134311);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_1_tf
//!BIND conv2d_1_tf1
//!SAVE conv2d_2_tf
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.13129333, -0.022117995, -0.009753253, 0.020439912, 0.044090994, -0.0916335, 0.0036765633, -0.11719207, -0.06413809, 0.04079378, -0.00085516454, -0.06306388, -0.12660664, -0.054126263, -0.005513979, 0.06364538) * go_0(-1.0, -1.0);
result += mat4(-0.028422508, 0.23270117, -0.28674677, -0.10820166, 0.024321957, -0.0811145, -0.07290707, -0.02125165, -0.064260505, 0.052076746, -0.009654081, 0.08363882, -0.02037171, 0.15006389, 0.121593125, -0.011237004) * go_0(-1.0, 0.0);
result += mat4(-0.14672333, 0.015381624, 0.1028172, -0.041823238, 0.0072677187, -0.042953942, 0.06426537, -0.0938381, -0.05990813, -0.04599802, -0.11264726, -0.027826328, -0.058160868, 0.10747306, -0.07327458, 0.07998872) * go_0(-1.0, 1.0);
result += mat4(-0.08702181, -0.03750975, -0.045659006, 0.04488332, 0.09102003, 0.066556975, -0.04353586, 0.08994567, -0.13561495, -0.10653702, 0.006989605, 0.028230097, 0.07177144, 0.2938447, -0.00943923, 0.022120917) * go_0(0.0, -1.0);
result += mat4(-0.1801194, -0.11119162, 0.1977298, -0.247902, -0.16654298, -0.07423158, 0.114130594, 0.0014401592, 0.006954727, -0.09810646, -0.051310766, 0.19487657, 0.2545855, -0.06328558, -0.04617056, 0.09444692) * go_0(0.0, 0.0);
result += mat4(0.011378825, 0.16044368, 0.017211074, 0.14472178, 0.032992378, -0.008925819, 0.035120245, -0.012409223, 0.074333005, 0.1178002, -0.128956, -0.13624239, -0.2791275, 0.21457297, -0.1476131, 0.04874687) * go_0(0.0, 1.0);
result += mat4(-0.03491764, -0.061763793, 0.05779039, 0.0054837577, -0.023937583, 0.08281698, 0.032306053, -0.014566218, 0.12738499, -0.0132100545, -0.051833414, 0.0057818824, 0.012158851, -0.20231532, -0.0043795826, 0.10285843) * go_0(1.0, -1.0);
result += mat4(-0.22269921, -0.15135509, -0.039143335, 0.033390045, 0.06770212, -0.14538582, -0.08011057, 0.03796648, -0.025913516, 0.13925864, 0.18309896, 0.012709204, -0.24912506, 0.3217706, 0.0394195, 0.017977878) * go_0(1.0, 0.0);
result += mat4(0.00080196525, 0.059145816, 0.05720508, 0.0056548906, 0.005168018, 0.09938438, 0.0200503, -0.05516137, 0.061309986, -0.019621318, -0.1541441, 0.019540716, 0.030571707, -0.09054893, 0.032851614, -0.27210873) * go_0(1.0, 1.0);
result += mat4(0.27061436, -0.114008114, -0.0020118617, -0.1656827, 0.09770587, 0.029897455, -0.03307522, -0.04661818, 0.033011347, 0.18498488, -0.05162084, 0.087471776, -0.24665618, -0.12538423, -0.08123797, -0.010210389) * go_1(-1.0, -1.0);
result += mat4(0.075188264, 0.0020608555, 0.18558815, 0.041179713, 0.11232638, 0.05507779, -0.19599183, 0.027942855, 0.06199144, 0.22141005, -0.06121163, 0.014993597, 0.24105869, -0.019737717, -0.112485714, 0.0157406) * go_1(-1.0, 0.0);
result += mat4(0.09425698, 0.0207658, 0.12074599, 0.009430481, 0.11889248, -0.025782838, 0.0034711843, 0.05113582, 0.012531833, -0.0018606635, -0.09137569, 0.018120576, 0.4051155, 0.02222076, -0.16001017, 0.10981527) * go_1(-1.0, 1.0);
result += mat4(-0.03582557, 0.014994796, -6.4688604e-05, 0.24618183, -0.11697727, 0.24388117, 0.038502026, -0.3511993, 0.101741396, -0.10748137, 0.035059888, -0.017535849, 0.09450039, 0.06541661, 0.12149035, 0.28798738) * go_1(0.0, -1.0);
result += mat4(-0.27143848, 0.017990451, -0.69144464, 0.037944376, -0.04551905, 0.09263134, 0.4259611, -0.14107811, -0.10641847, 0.23065196, 0.040813655, -0.07789163, 0.3087666, 0.08190437, 0.16409059, -0.06455426) * go_1(0.0, 0.0);
result += mat4(-0.08290655, -0.35286915, -0.18082355, -0.32229406, 0.1608227, 0.030915622, 0.09207708, 0.02655054, 0.039464593, 0.026095424, 0.052584656, 0.033881903, -0.01751319, -0.0011676399, 0.04002607, 0.1630013) * go_1(0.0, 1.0);
result += mat4(-0.012021132, 0.12163766, -0.07410629, -0.06879096, 0.017859738, -0.039261997, -0.028677614, -0.23610398, -0.15963873, -0.0006119958, 0.11275506, 0.0082659265, 0.05677582, 0.08676638, -0.08669759, -0.10475464) * go_1(1.0, -1.0);
result += mat4(0.12792721, 0.06888765, 0.31803077, 0.26002547, -0.067599155, -0.011822328, -0.2589909, -0.30024147, 0.11076704, 0.15200609, -0.018180368, -0.19146141, 0.22298847, 0.059484895, 0.034478076, 0.15610938) * go_1(1.0, 0.0);
result += mat4(0.0870121, -0.016420847, -0.011579898, 0.097182855, -0.120095566, -0.06843338, -0.043460473, -0.060684606, -0.027540063, -0.008499213, 0.033570655, -0.06866259, 0.01429712, -0.07424434, 0.0009466247, 0.09142678) * go_1(1.0, 1.0);
result += mat4(-0.03781424, 0.04587032, 0.03744051, 0.02712279, -0.051038064, 0.0669144, -0.02640278, 0.12384894, -0.0022533627, -0.010022036, 0.07536463, -0.030489929, 0.09418577, 0.155089, -0.011290433, -0.02102941) * go_2(-1.0, -1.0);
result += mat4(-0.0053278613, -0.07160643, 0.039028414, 0.04123311, -0.10693177, -0.1170874, 0.07230816, -0.033255517, -0.119176835, 0.0786526, -0.11880206, -0.11354601, -0.037539184, 0.14404313, 0.069760695, 0.024738638) * go_2(-1.0, 0.0);
result += mat4(0.03413808, -0.006487654, 0.10006853, 0.22228058, -0.13796462, -0.14042488, 0.04017443, -0.031790894, -0.06673143, 0.009888688, 0.08831443, -0.0045771743, -0.028375361, -0.04704813, 0.07128581, -0.07012518) * go_2(-1.0, 1.0);
result += mat4(-0.06954315, -0.23728988, -0.14192343, -0.08236467, -0.2552115, 0.04102959, -0.06355397, -0.08340241, 0.17617856, 0.20281969, -0.16249381, 0.10843737, -0.04392261, -0.08587206, 0.053069845, -0.15482199) * go_2(0.0, -1.0);
result += mat4(0.124981806, 0.12828638, -0.061472785, -0.20108232, -0.14905351, -0.40766275, -0.35427195, -0.13183996, 0.09307428, -0.07697028, 0.06702549, -0.22656697, 0.019868268, -0.19361132, 0.08784669, 0.20249842) * go_2(0.0, 0.0);
result += mat4(-0.004661343, -0.09333453, -0.24876262, -0.07906779, 0.110697776, -0.37069768, -0.042212646, -0.0046135853, -0.2254257, -0.023392014, 0.031476703, -0.045574382, -0.12675518, -0.076056994, -0.08228006, -0.040303517) * go_2(0.0, 1.0);
result += mat4(0.16182694, 0.0512523, 0.051189836, 0.048962783, -0.05156489, -0.17987493, -0.012037288, 0.06953726, -0.09458492, 0.1610021, -0.004063283, -0.032922342, 0.08995396, 0.1939926, -0.018710036, -0.08153231) * go_2(1.0, -1.0);
result += mat4(-0.064830944, 0.06121252, -0.18886387, -0.12976822, -0.031117212, 0.12219633, 0.19070715, 0.12495262, -0.11994464, -0.24687837, -0.08425294, -0.016920334, -0.13286817, -0.3260188, -0.11776061, 0.1651019) * go_2(1.0, 0.0);
result += mat4(-0.17652592, 0.002499805, -0.030541016, -0.01393431, 0.031418208, 0.08209422, 0.12430871, 0.4387016, -0.108871914, -0.09041422, 0.031226631, -0.1638517, 0.20756467, 0.014476537, -0.012701195, -0.03440563) * go_2(1.0, 1.0);
result += mat4(0.005320072, -0.0032291536, -0.017209187, 0.031944863, -0.2479921, -0.24433962, -0.13832912, 0.07835928, -0.17707248, 0.028202811, -0.19121435, 0.164587, 0.123152815, 0.0050288937, 0.084104605, -0.0380019) * go_3(-1.0, -1.0);
result += mat4(0.16008669, -0.018608516, -0.013778938, 0.033447385, -0.01242472, -0.070916265, 0.026909694, -0.07318777, 0.15158044, 0.12047607, -0.1709358, 0.2031767, 0.0025611701, -0.21457459, 0.2791286, 0.10159932) * go_3(-1.0, 0.0);
result += mat4(0.14320926, 0.020023825, -0.0484187, 0.011563084, -0.2640472, -0.013056275, 0.004234292, -0.095376395, 0.28363484, -0.0058227647, -0.0777649, 0.05238444, 0.41757923, -0.07081097, 0.012567031, -0.13029522) * go_3(-1.0, 1.0);
result += mat4(0.07266207, 0.042793367, -0.08212271, -0.23401663, -0.19457819, 0.4191269, -0.03095442, 0.15339781, -0.28451788, 0.09316364, 0.10231693, -0.22844811, 0.111623526, 0.120017685, 0.18777381, 0.014420896) * go_3(0.0, -1.0);
result += mat4(0.15037206, -0.29763284, 0.2601235, 0.0193363, 0.13686465, 0.009907918, -0.37781665, 0.04916627, 0.14114739, 0.5043813, 0.0447959, -0.029427614, 0.041768756, 0.27211213, 0.14163221, 0.086162075) * go_3(0.0, 0.0);
result += mat4(0.19159287, 0.21363218, 0.15053211, 0.08992885, 0.100828275, 0.09379921, 0.030783929, 0.11664482, -0.059145752, -0.19400764, -0.09351283, -0.016430443, -0.12910964, -0.067078374, 0.11760082, 0.121194765) * go_3(0.0, 1.0);
result += mat4(-0.055059325, 0.09299572, 0.06848913, 0.06334532, -0.1476285, 0.111801244, -0.033960916, 0.06474366, -0.04952303, 0.27885208, -0.052447475, 0.09226763, -0.15024844, -0.0033919013, 0.013498364, 0.09135676) * go_3(1.0, -1.0);
result += mat4(-0.017010042, -0.122343406, -0.19097193, -0.27957183, -0.18206005, 0.102321096, 0.22794476, 0.0439245, -0.23710132, -0.08070259, 0.17377135, 0.23811814, 0.17799385, 0.049567625, 0.1470908, 0.07329385) * go_3(1.0, 0.0);
result += mat4(0.0038071256, 0.19454515, -0.01222965, -0.07390379, -0.0532754, 0.03942833, 0.123840906, 0.023459576, -0.0658742, -0.023957543, -0.14682837, 0.1221027, -0.010986398, -0.066184506, 0.03026491, -0.0638446) * go_3(1.0, 1.0);
result += vec4(-0.06427697, -0.00039365015, 0.011889719, 0.060232002);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_1_tf
//!BIND conv2d_1_tf1
//!SAVE conv2d_2_tf1
//!WIDTH conv2d_1_tf.w
//!HEIGHT conv2d_1_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.012110923, 0.07818654, 0.07964548, 0.11885079, -0.07694473, -0.01378252, 0.006632789, -0.12876098, 0.0069211307, 0.022278586, 0.069553085, 0.16569804, -0.11123615, 0.06125189, -0.11232848, 0.1559266) * go_0(-1.0, -1.0);
result += mat4(-0.3261174, -0.25586754, 0.21129315, 0.3135101, 0.1509055, 0.0044283345, 0.024674175, -0.08000473, 0.01213029, 0.09093019, 0.04942677, 0.09806723, -0.16454464, -0.14433062, -0.058094524, -0.060819894) * go_0(-1.0, 0.0);
result += mat4(0.023174008, 0.02858724, 0.07685972, 0.036857616, -0.10415571, 0.10241035, -0.01893166, 0.02065923, 0.058356714, 0.096426114, -0.03772327, -0.1529002, 0.13740575, -0.048291504, -0.06152548, -0.15199897) * go_0(-1.0, 1.0);
result += mat4(0.029300174, -0.13222043, 0.0139825605, -0.02274408, 0.062944874, 0.028447356, 0.05960515, 0.034447193, 0.03133432, -0.019283533, -0.024591971, -0.0043914663, 0.15245225, 0.006851478, -0.051783554, 0.17453748) * go_0(0.0, -1.0);
result += mat4(-0.09125915, 0.081739366, 0.01196335, 0.23130219, -0.22557035, -0.13537665, 0.0022028848, -0.043430023, 0.22759882, 0.07920754, -0.027986467, -0.14051494, -0.19557038, -0.03585936, -0.4258294, -0.03856216) * go_0(0.0, 0.0);
result += mat4(0.18511422, -0.09368415, 0.1551229, 0.04322566, -0.023400841, -0.02261204, 0.15129441, -0.007954805, -0.10739125, 0.019459398, 0.013128325, 0.018073296, 0.20886365, -0.20662378, -0.03814699, -0.09272838) * go_0(0.0, 1.0);
result += mat4(-0.027352437, -0.039882626, 0.12598103, -0.093930446, 0.030846786, -0.09325075, -0.009084744, -0.024584265, 0.07159868, 0.14162529, 0.19019091, 0.058855128, -0.09880401, -0.01843218, 0.14753596, -0.2449532) * go_0(1.0, -1.0);
result += mat4(0.06565521, 0.09150168, -0.08654865, 0.0829788, -0.07596146, -0.01815166, -0.08786775, -0.03477514, 0.20538878, -0.012766377, 0.020719538, 0.088188395, -0.034300096, 0.29972988, -0.20005241, 0.018425167) * go_0(1.0, 0.0);
result += mat4(0.11713916, 0.024167519, 0.05167596, -0.0027117804, -0.016994188, 0.048177514, -0.012556207, 0.010979094, 0.09098878, 0.028514355, 0.06063336, -0.06624107, 0.012754856, 0.013208708, -0.061374772, -0.0025992664) * go_0(1.0, 1.0);
result += mat4(-0.09053513, 0.03183455, 0.017340872, 0.12934409, -0.022161964, -0.0015361432, -0.049972344, -0.12763855, 0.12779881, -0.04697911, 0.018968226, -0.119873665, 0.05462772, -0.13919477, -0.10226718, -0.2540179) * go_1(-1.0, -1.0);
result += mat4(-0.29912186, -0.09291771, 0.050926663, 0.49361777, 0.21372582, 0.076717265, -0.058968987, -0.1572678, 0.3194591, -0.120582424, 0.03942037, 0.023128232, 0.24321598, 0.07046334, -0.21204855, -0.648296) * go_1(-1.0, 0.0);
result += mat4(0.05366883, -0.020366706, 0.020979457, -0.06893884, 0.04837168, 0.017253762, 0.008874203, -0.020785445, -0.20425391, 0.060179923, 0.046167206, 0.09863377, -0.14381303, 0.038928367, -0.06590863, -0.18408588) * go_1(-1.0, 1.0);
result += mat4(0.07099762, 0.2029403, -0.033945918, 0.15202214, 0.0901113, -0.27336198, -0.17693861, -0.16206753, -0.17642029, 0.09400492, -0.11165698, -0.07863893, -0.16306102, -0.056210615, 0.22173557, 0.013508989) * go_1(0.0, -1.0);
result += mat4(0.08541511, -0.27093616, -0.35273993, -0.48919773, 0.038383547, -0.16013749, 0.012996215, -0.03434873, 0.07024113, -0.28971404, 0.10623425, -0.0019642068, -0.062374946, 0.3291145, 0.22468035, -0.42971882) * go_1(0.0, 0.0);
result += mat4(0.020427933, 0.15062793, 0.08308975, -0.025095072, 0.030093266, -0.09649862, -0.03382388, -0.0016017791, 0.105402954, 0.020693144, -0.051065, 0.07704679, 0.02864139, -0.00135146, 0.03762216, 0.029277142) * go_1(0.0, 1.0);
result += mat4(0.01700994, 0.12214317, 0.06749582, 0.07354159, -0.093085855, -0.065021954, 0.010773045, -0.00095128635, -0.045384295, -0.072611265, -0.043900184, 0.049471326, 0.029131187, 0.03180158, -0.13313527, 0.05280797) * go_1(1.0, -1.0);
result += mat4(0.14751251, -0.15087761, 0.09932281, -0.099232934, -0.062390897, 0.112391844, -0.09159478, 0.15856399, 0.034708973, 0.01819943, -0.02730164, -0.13562973, -0.05687333, -0.0114601655, 0.07025971, 0.02496533) * go_1(1.0, 0.0);
result += mat4(-0.0117268525, -0.026162883, 0.07481553, 0.13420302, 0.029870516, 0.07405776, -0.06379041, 0.09631234, -0.07754842, 0.035888605, 0.0034764851, -0.040771756, -0.092022054, -0.034230903, -0.02281844, -0.0028173258) * go_1(1.0, 1.0);
result += mat4(-0.059846643, 0.016772347, -0.02287152, 0.07036337, -0.024946844, 0.09826078, -0.068491876, 0.20852126, 0.073890835, -0.058288682, 0.013093785, -0.05776076, 0.0516503, 0.052794468, 0.10837015, 0.038539834) * go_2(-1.0, -1.0);
result += mat4(-0.16391893, -0.008062687, -0.35022175, 0.2510062, -0.15820411, 0.048403125, 0.024878092, 0.037888516, -0.035924178, -0.068953894, -0.025386479, 0.24405715, -0.018495679, -0.051277515, 0.14754932, -0.031538483) * go_2(-1.0, 0.0);
result += mat4(-0.038429607, -0.047140498, -0.018157095, -0.029318782, -0.04094171, -0.11870087, 0.11214255, 0.07142628, 0.021007229, -0.005681072, 0.1662777, 0.10829575, 0.112268396, 0.03567479, -0.06738845, 0.0032037434) * go_2(-1.0, 1.0);
result += mat4(-0.032217573, 0.2102397, -0.20617546, -0.07920811, 0.12918773, 0.054486286, -0.13656865, 0.05806265, 0.01963165, 0.049910642, 0.15538268, 0.10724465, -0.09697837, -0.03070673, -0.0071386313, -0.11899626) * go_2(0.0, -1.0);
result += mat4(0.130827, 0.0051715383, -0.07212691, 0.45726067, 0.2773031, 0.2973666, 0.3951691, 0.01333662, -0.14561643, 0.04508669, 0.121690124, 0.13326228, -0.22579186, 0.058161184, 0.09281702, -0.00079749606) * go_2(0.0, 0.0);
result += mat4(-0.00771113, 0.09912341, -0.41895548, -0.06705759, 0.029148718, 0.052991726, 0.18665347, -0.031787418, 0.23053595, 0.09444956, 0.10691037, -0.06325714, -0.05335701, 0.1917427, -0.0065284846, 0.032622546) * go_2(0.0, 1.0);
result += mat4(-0.056801565, -0.019131258, -0.0939022, -0.08130343, -0.11051993, 0.0035269214, -0.047361933, -0.0543875, 0.10854369, 0.06445185, 0.016828364, -0.022595318, 0.1450623, 0.033027507, -0.020425137, 0.16169788) * go_2(1.0, -1.0);
result += mat4(-0.08747717, 0.07770065, 0.018155783, 0.07160794, 0.09860347, -0.04329888, -0.0043579484, -0.2014418, -0.060260013, 0.0036374568, -0.17566042, -0.2268221, 0.001273691, -0.2609373, -0.19417606, -0.04102927) * go_2(1.0, 0.0);
result += mat4(-0.086845055, -0.114253804, -0.13433142, -0.025941795, -0.0155711295, -0.13578776, 0.12059696, -0.08760523, -0.0057348222, 0.12164273, 0.07270617, -0.06352636, 0.08894258, 0.04140841, 0.1230304, -0.030357126) * go_2(1.0, 1.0);
result += mat4(0.03320213, 0.015911903, -0.06288296, -0.121976145, 0.2713457, 0.13913193, -0.092420585, 0.105714336, 0.10294281, -0.04591945, -0.11767934, 0.032249406, -0.06506192, -0.04639334, 0.08137017, -0.031746846) * go_3(-1.0, -1.0);
result += mat4(0.13717805, 0.0071242675, -0.077256985, -0.14974317, -0.08467893, -0.20126395, -0.06240603, 0.09554399, -0.075844854, 0.28380412, 0.046030026, 0.053188596, 0.50943077, 0.1179795, 0.32203588, -0.06712207) * go_3(-1.0, 0.0);
result += mat4(-0.18528835, 0.0016975187, -0.0041140947, 0.11234392, -0.34049067, -0.056880493, -0.04325441, 0.09905571, 0.10978758, 0.009608353, -0.10801905, -0.04071131, -0.09096832, -0.12350487, 0.011801418, 0.22521795) * go_3(-1.0, 1.0);
result += mat4(0.040283076, -0.034117915, -0.026142653, -0.06058959, 0.12511659, 0.4131219, 0.59190845, 0.39758852, 0.16032091, -0.5975032, -0.14516282, 0.115154505, 0.03874097, 0.18462797, 0.22934213, 0.05285643) * go_3(0.0, -1.0);
result += mat4(-0.17804009, 0.33769128, -0.14572927, -0.029545018, 0.3897, -0.055615567, 0.15232995, 0.48788264, -0.21422523, 0.03397293, 0.0337794, -0.19830915, -0.022457365, -0.35096076, 0.42616987, -0.19268763) * go_3(0.0, 0.0);
result += mat4(-0.13191561, -0.18337126, 0.017879983, -0.070472844, -0.09409196, -0.025770849, -0.060219247, 0.10869267, -0.17341033, -0.09199785, -0.0667796, -0.093538545, -0.21300837, 0.030474098, -0.04540468, 0.041321553) * go_3(0.0, 1.0);
result += mat4(-0.0998177, -0.08669185, -0.0090886615, 0.0021083376, 0.08900095, 0.5062186, 0.45537788, 0.029077586, -0.1001008, -0.0077697043, -0.0096318, 0.11706454, 0.07401959, -0.00650215, 0.06092762, 0.037442297) * go_3(1.0, -1.0);
result += mat4(-0.18500404, 0.0024998419, -0.11761331, -0.026825588, 0.27255726, 0.093010515, 0.3281413, -0.051473666, -0.050259475, -0.17258662, -0.23394547, 0.104795866, 0.035074063, -0.061560635, 0.05975411, -0.094255395) * go_3(1.0, 0.0);
result += mat4(-0.023440497, -0.021479638, 0.0036277648, 0.004972212, 0.02416659, -0.09856867, -0.03971455, -0.27094853, 0.026615402, -0.0047890246, -0.13755885, 0.16591635, -0.0016293586, 0.133207, 0.047790572, 0.029041538) * go_3(1.0, 1.0);
result += vec4(-0.0063728676, -0.029053684, -0.052831043, 0.006475641);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!SAVE conv2d_3_tf
//!WIDTH conv2d_2_tf.w
//!HEIGHT conv2d_2_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.0431447, 0.047972627, 0.09522898, 0.19048582, 0.0015511789, 0.1182684, -0.065335006, 0.061233886, -0.02451869, 0.065670215, -0.015341636, 0.06836347, 0.10215459, 0.17516296, 0.0857072, 0.072732896) * go_0(-1.0, -1.0);
result += mat4(0.10117189, 0.049022958, -0.016017418, -0.12119866, 0.089112304, 0.016286526, -0.025251161, 0.03239003, -0.0783818, -0.086096615, -0.13673106, -0.15934734, -0.51308054, -0.061430074, -0.16208844, 0.2227776) * go_0(-1.0, 0.0);
result += mat4(-0.011567444, 0.025550444, -0.018439503, -0.015003767, 0.11606929, -0.11613111, -0.040906087, -0.015202219, 0.03932618, -0.1106059, 0.03703376, 0.018548314, -0.12761284, -0.038109995, -0.23577367, 0.20272344) * go_0(-1.0, 1.0);
result += mat4(0.025444161, -0.075270735, 0.10999789, 0.16305386, 0.016178958, -0.074034974, 0.1177035, -0.077481024, -0.047774278, -0.029782977, 0.23137823, -0.2389453, 0.033015423, -0.10381626, -0.16437943, 0.20906886) * go_0(0.0, -1.0);
result += mat4(-0.098473966, 0.11013442, -0.18486807, 0.1907086, -0.17564997, -0.08509439, -0.42472756, -0.17446618, 0.3440862, 0.12719585, -0.12213955, -0.02246555, 0.18982963, 0.20809166, -0.36067408, 0.51116616) * go_0(0.0, 0.0);
result += mat4(-0.019805575, 0.07812505, 0.061653323, -0.08379226, 0.026396899, 0.009063019, -0.10845824, 0.0827647, 0.045301896, -0.07748021, -0.07435832, 0.14860612, -0.077515624, 0.010588131, -0.22704287, 0.26849246) * go_0(0.0, 1.0);
result += mat4(-0.02884339, -0.09512523, -0.038564682, 0.08862835, 0.041666254, -0.10532901, 0.040582962, -0.10063983, -0.15736029, -0.03644334, -0.005061672, 0.04302295, -0.046482194, -0.05262547, 0.05110866, 0.03204655) * go_0(1.0, -1.0);
result += mat4(-0.005932702, 0.033263832, 0.0044865874, -0.02328917, 0.056534443, -0.14084046, 0.022353357, 0.015087431, -0.2734596, -0.026544483, 0.06297078, 0.11277746, 0.06127936, 0.02466357, -0.04970561, 0.02098484) * go_0(1.0, 0.0);
result += mat4(0.013603583, 0.036264602, 0.10985147, 0.01532773, -0.09012781, 0.1132652, -0.17016481, 0.025332611, -0.077462606, 0.02990799, -0.10627784, -0.006231141, -0.089164406, -0.051507175, -0.043900985, 0.09049239) * go_0(1.0, 1.0);
result += mat4(-0.15391691, 0.1915742, 0.014101639, -0.022153432, 0.06291936, -0.017871676, -0.016763045, -0.14741553, -0.011252563, -0.20720159, -0.030648025, -0.0142307645, 0.010291614, -0.09243969, -0.052940153, 0.0061574522) * go_1(-1.0, -1.0);
result += mat4(0.032283742, 0.030768922, 0.1070225, -0.027818602, 0.10032608, 0.0061178426, -0.03561339, -0.26687133, 0.14369439, -0.11362691, -0.08980895, 0.066520914, 0.33414948, 0.006998835, 0.09193012, -0.2857383) * go_1(-1.0, 0.0);
result += mat4(-0.059588976, -0.02046844, -0.042585023, 0.031939838, 0.12796514, -0.06155685, 0.03540324, 0.009929082, -0.0039611827, 0.10790477, 0.049435645, -0.083034374, 0.23874004, -0.07460337, -0.020173345, -0.2006587) * go_1(-1.0, 1.0);
result += mat4(-0.13217632, 0.052319963, -0.026713084, -0.0051368694, -0.10380872, -0.28659084, 0.0044393227, 0.005174543, -0.05092618, -0.07092548, -0.027397033, -0.01609789, 0.13699281, -0.14706929, 0.17737861, -0.23746766) * go_1(0.0, -1.0);
result += mat4(0.19268502, 0.14133929, -0.1305119, -0.4034132, 0.057504695, -0.24550998, -0.081932545, 0.45489246, -0.29331785, 0.19625074, 0.063166246, 0.15158689, 0.6715147, -0.4610189, 0.08921431, 0.17761138) * go_1(0.0, 0.0);
result += mat4(0.044718128, -0.011809122, 0.024131307, -0.30093196, -0.05607289, 0.047759805, 0.004210022, 0.098192796, 0.030430846, 0.008207501, 0.12266905, -0.10549182, 0.11584339, -0.091016166, -0.08635591, -0.13889709) * go_1(0.0, 1.0);
result += mat4(-0.19226642, 0.07147627, -0.14759602, 0.4041079, 0.0744628, -0.19612685, 0.1498252, -0.06273549, 0.017959936, 0.10858338, -0.14985329, 0.062042814, -0.13240446, -0.24362786, 0.113626175, -0.15332204) * go_1(1.0, -1.0);
result += mat4(0.08383099, -0.13935047, -0.25981048, 0.16491203, 0.07513876, -0.28346774, 0.19722275, -0.044425573, 0.020889329, -0.22140723, 0.025403097, -0.09183192, 0.014202567, -0.18666178, 0.062913105, -0.047674105) * go_1(1.0, 0.0);
result += mat4(-0.1862771, 0.25878942, -0.043018065, 0.22144824, 0.016088247, 0.12113542, -0.11965952, -0.01587184, 0.07830932, -0.16069177, 0.13421321, 0.018718706, 0.09548377, 0.018543294, 0.013614677, -0.1054485) * go_1(1.0, 1.0);
result += mat4(-0.2121733, -0.015635416, 0.027564054, -0.085904464, 0.064805664, -0.070543915, 0.08966146, -0.06359783, 0.01131311, 0.046913184, -0.09809833, -0.092063695, -0.087217696, 0.012411829, 0.0045399712, 0.027389864) * go_2(-1.0, -1.0);
result += mat4(-0.19307798, 0.09449126, 0.084036835, 0.30262446, 0.011706106, 0.029800637, 0.04612629, 0.006186647, 0.11228541, 0.055147965, 0.17659879, -0.023410015, 0.19965266, -0.06684007, -0.081968054, -0.052410994) * go_2(-1.0, 0.0);
result += mat4(-0.058564443, 0.08252549, 0.058217794, 0.0864448, -0.25663558, 0.080260284, -0.0010294432, 0.05830051, -0.07684524, 0.1820709, 0.04438993, 0.019178499, -0.12425012, -0.04596089, -0.010032888, -0.0012803525) * go_2(-1.0, 1.0);
result += mat4(-0.43352658, 0.15262963, 0.25620222, 0.22428556, 0.09667152, 0.0037820593, -0.07951691, -0.11553085, 0.12982155, 0.17988266, -0.14283511, 0.074744284, 0.03604327, 0.00452661, -0.12865154, -0.020020623) * go_2(0.0, -1.0);
result += mat4(0.06850602, -0.18057181, 0.2093389, -0.07333886, 0.28406742, -0.048766967, 0.18114483, 0.47292945, -0.2340266, -0.06862712, 0.28263155, 0.3150323, -0.054724697, -0.16958356, 0.27928987, -0.19666018) * go_2(0.0, 0.0);
result += mat4(0.03281329, 0.0038649621, -0.07108877, 0.10791149, 0.15235375, -0.3083721, 0.168294, 0.10379698, 0.029038485, 0.16282903, 0.04483725, -0.018684763, 0.108186625, 0.027885616, -0.019351846, 0.1623065) * go_2(0.0, 1.0);
result += mat4(-0.110499054, 0.31347123, 0.030852, 0.01631416, -0.1466389, 0.080429435, -0.18689284, 0.10667815, 0.20645237, -0.18004708, -0.10570413, -0.15435064, -0.019000605, -3.126077e-06, 0.037761535, -0.015040956) * go_2(1.0, -1.0);
result += mat4(-0.023364332, -0.023399066, 0.2712722, 0.049637552, -0.10222765, -0.2698945, 0.20991959, 0.04921932, 0.21510898, -0.0751939, -0.19781734, -0.28162366, -0.041881047, 0.0065111094, -0.04102195, 0.0982682) * go_2(1.0, 0.0);
result += mat4(-0.032176614, 0.019144032, -0.08985387, 0.091637276, 0.1012352, 0.0003583357, 0.07897295, -0.09531175, -0.001155058, 0.074372366, -0.026186578, 0.07283374, 0.06052053, 0.009307753, -0.03874333, -0.06228009) * go_2(1.0, 1.0);
result += mat4(-0.022224072, -0.15717922, -0.1406057, -0.05941157, -0.028769474, -0.21226564, -0.036570027, 0.22266355, 0.14120889, 0.014577123, 0.10216447, 0.018429281, 0.056729726, -0.055834044, 0.058146577, -0.11999068) * go_3(-1.0, -1.0);
result += mat4(0.009995364, -0.020045493, -0.0057422677, 0.0643022, 0.016475432, -0.030856136, 0.042140726, 0.15077904, -0.32955253, 0.0694449, 0.17931722, 0.3439302, -0.12484157, -0.10958869, -0.15755124, -0.09755644) * go_3(-1.0, 0.0);
result += mat4(-0.008314924, 0.07704758, 0.043228816, -0.08110893, 0.099286236, -0.053224478, 0.22877018, -0.189486, -0.00798416, 0.018341504, 0.10734141, 0.0752633, -0.042524844, -0.086395286, 0.14299925, 0.026488977) * go_3(-1.0, 1.0);
result += mat4(-0.052531082, 0.19139186, 0.12205995, -0.2573172, 0.15157184, 0.0073150825, 0.089774385, 0.06604469, -0.16528498, -0.002511137, 0.14287429, -0.07819732, 0.025014274, 0.15338829, 0.0761692, -0.02803716) * go_3(0.0, -1.0);
result += mat4(-0.21000335, 0.15277153, 0.08546171, 0.2816124, -0.16559112, -0.11068559, 0.47053605, -0.009787771, -0.0013089112, -0.06985127, 0.44743782, 0.25142467, -0.32670796, 0.044035822, -0.12545367, -0.2996084) * go_3(0.0, 0.0);
result += mat4(-0.11526387, 0.15654811, 0.099616654, 0.15473685, 0.21278231, 0.046207245, 0.117993094, -0.26825273, -0.12539764, 0.14013724, 0.17357737, -0.05387817, 0.076738276, -0.13339446, 0.15005626, -0.2108176) * go_3(0.0, 1.0);
result += mat4(-0.0008846504, -0.05998622, -0.028892396, 0.04784136, 0.0104263965, 0.10899508, -0.073364735, 0.077516064, -0.074248806, -0.21749993, -0.26203, 0.041161157, 0.09366407, -0.026498007, 0.0122177545, 0.03892727) * go_3(1.0, -1.0);
result += mat4(0.04349908, 0.13671173, 0.2242545, -0.028021423, -0.03802222, 0.0052366396, -0.010709643, 0.031290106, 0.06291333, -0.024909683, -0.15439379, -0.04502091, 0.2062182, -0.5983536, -0.09670497, -0.38446042) * go_3(1.0, 0.0);
result += mat4(-0.008962513, 0.13044207, 0.04964221, 0.012250417, 0.012129821, 0.019985713, -0.06421885, 0.009168735, -0.044516414, 0.071368866, -0.006634213, 0.06497366, 0.08578495, -0.10586125, 0.06628038, -0.14006054) * go_3(1.0, 1.0);
result += vec4(0.056541316, 0.041788545, -0.036094554, -0.021763096);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!SAVE conv2d_3_tf1
//!WIDTH conv2d_2_tf.w
//!HEIGHT conv2d_2_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.0647927, 0.053666476, -0.14723225, 0.027874574, -0.0003166473, 0.07337155, -0.061972085, -0.012667777, -0.17071614, 0.091927536, -0.051160213, 0.21336353, 0.13854574, 0.09582817, 0.032316446, 0.13838023) * go_0(-1.0, -1.0);
result += mat4(-0.0398984, 0.108049214, 0.093780346, -0.022015186, -0.15188989, -0.1381083, 0.2998843, 0.21623154, -0.08862326, 0.025862623, 0.06895634, 0.13529755, 0.06957801, -0.0011681129, 0.105972745, -0.04722446) * go_0(-1.0, 0.0);
result += mat4(-0.026321493, -0.04828038, -0.012545767, -0.005490858, -0.054038163, 0.075943105, -0.11526662, 0.022242405, -0.03543104, -0.12451852, -0.14911178, 0.013503498, 0.08773292, 0.09695139, -0.013498657, -0.27424073) * go_0(-1.0, 1.0);
result += mat4(0.018575635, -0.11321618, -0.07853153, 0.04104883, 0.0018416744, 0.11579002, 0.03685964, -0.031546146, -0.1755398, 0.23517849, -0.08095411, 0.031999595, -0.18542038, -0.26171613, -0.20567231, -0.05683613) * go_0(0.0, -1.0);
result += mat4(0.1538556, 0.21723682, 0.12131733, -0.15308167, 0.103326, -0.006956118, 0.043583486, -0.23811384, -0.103285454, 0.05543916, -0.37894246, 0.32072112, 0.22651967, 0.03516268, 0.34612176, 0.23688535) * go_0(0.0, 0.0);
result += mat4(0.040021293, 0.0029912095, 0.04885362, 0.061496444, 0.016926387, -0.118446946, 0.038948335, -0.0934512, -0.25194243, -0.054018084, -0.07149527, 0.017903058, 0.0845516, 0.33802906, 0.11953944, -0.081294954) * go_0(0.0, 1.0);
result += mat4(-0.09558082, -0.36974236, -0.07524102, 0.11131445, 0.047626104, 0.12854609, -0.10264962, -0.044669047, -0.05572307, 0.34475142, -0.16806377, -0.0037204176, 0.03400533, -0.04047774, 0.024379745, 0.09056291) * go_0(1.0, -1.0);
result += mat4(-0.039392482, 0.2553437, 0.11705501, 0.03219211, 0.073977776, -0.16610906, -0.032796364, -0.054669864, -0.07123178, 0.00079619256, -0.36920992, -0.029054813, 0.12830003, 0.004987549, 0.08724278, -0.029499404) * go_0(1.0, 0.0);
result += mat4(0.021272454, -0.063295126, 0.011779576, 0.103093, -0.011095461, 0.027948728, -0.014605259, -0.04723974, -0.05334346, -0.044831257, -0.07296399, -0.03314197, -0.01687865, -0.09261895, -0.06128567, 0.092708185) * go_0(1.0, 1.0);
result += mat4(0.0077418387, 0.00871427, 0.060824487, 0.1093608, -0.021077013, -0.057341542, -0.04769576, -0.08144089, 0.0212823, -0.06731425, -0.04134463, -0.0016761447, -0.03402026, 0.036424547, 0.11689576, -0.14946719) * go_1(-1.0, -1.0);
result += mat4(0.18536687, 0.020073935, 0.17041959, 0.024790209, 0.08397728, -0.13884324, 0.013950321, -0.055075396, -0.09317963, -0.05723721, -0.060491834, 0.0017911601, -0.109154835, 0.010338362, -0.1982491, -0.21752335) * go_1(-1.0, 0.0);
result += mat4(0.031852514, 0.031424347, 0.07817056, 0.07770759, 0.019805199, -0.091223724, 0.11914662, 0.1673029, -0.018734453, 0.16275099, 0.23245652, 0.36139074, -0.1396047, -0.14774057, 0.13756078, -0.123794965) * go_1(-1.0, 1.0);
result += mat4(-0.034937833, 0.20777488, 0.10104809, -0.035140667, 0.2536575, 0.010970045, 0.16896339, -0.081219964, -0.062478427, -0.0010431948, -0.027980985, 0.11446318, -0.127309, 0.21002083, 0.044436257, -0.16986957) * go_1(0.0, -1.0);
result += mat4(0.06309646, -0.042341243, 0.36642808, 0.18653205, 0.06973023, 0.06315932, -0.323688, 0.25672218, 0.042820994, 0.13792914, -0.12892757, -0.09220378, -0.18939693, 0.03862022, -0.17376114, -0.24673308) * go_1(0.0, 0.0);
result += mat4(-0.02130602, -0.35428852, -0.011634983, -3.9823462e-05, 0.110818714, -0.2981158, 0.060209107, 0.012538829, -0.0744833, -0.050204318, -0.12676497, -0.031484153, -0.28799182, 0.22338839, -0.070876874, -0.02102363) * go_1(0.0, 1.0);
result += mat4(-0.07929991, 0.014598492, 0.23034762, 0.024872296, 0.07480494, -0.17139243, -0.014421178, 0.056448363, -0.028626937, -0.022152562, 0.044871796, -0.048653606, 0.009350802, 0.019022083, -0.08554845, -0.0922645) * go_1(1.0, -1.0);
result += mat4(-0.027405115, 0.1831188, 0.28516722, 0.19882526, 0.27299204, -0.06910511, 0.03244419, -0.0031333128, 0.061055277, -0.114398144, 0.03729459, -0.07840815, -0.37776002, -0.24129418, -0.54815483, -0.2702045) * go_1(1.0, 0.0);
result += mat4(0.053723935, 0.13472083, 0.09563273, 0.19009806, -0.18722993, -0.25939655, -0.016197463, -0.067061596, 0.1647598, 0.061905228, 0.06191816, -0.018582113, -0.07218153, 0.11278394, 0.05478068, -0.104871586) * go_1(1.0, 1.0);
result += mat4(0.0036616288, -0.045782693, -0.226954, -0.05043515, -0.078096785, -0.036197383, 0.09269631, 0.016823346, -0.0060579977, -0.041455746, 0.09032774, -0.09217121, 0.058089796, 0.060311552, 0.033079024, 0.022586476) * go_2(-1.0, -1.0);
result += mat4(0.0436363, -0.079482526, 0.0027447809, 0.039558932, 0.13275702, 6.898711e-05, -0.21961488, -0.11315821, 0.0076181027, -0.025279062, -0.15829584, -0.063141204, 0.062049046, 0.13117202, -0.02435016, 0.109555416) * go_2(-1.0, 0.0);
result += mat4(-0.010148116, 0.056620967, -0.015910713, -0.07370375, 0.1529919, 0.005792597, 0.02771225, -0.17027487, 0.096740395, 0.063347995, 0.17823112, 0.054105148, 0.04995114, -0.28613812, 0.06369567, 0.15978208) * go_2(-1.0, 1.0);
result += mat4(-0.13688345, 0.16967694, -0.061759472, 0.013682004, -0.1290496, 0.07167547, -0.065592445, -0.17897636, 0.057080988, 0.035630587, 0.09140394, -0.08695068, 0.16807681, 0.014749346, 0.07875138, 0.034913708) * go_2(0.0, -1.0);
result += mat4(-0.098915346, -0.31459075, -0.10892429, 0.1557498, -0.19764107, -0.26881596, -0.03589311, 0.45288458, -0.34171388, 0.12675741, 0.18415868, -0.19770056, 0.29025507, -0.15812592, 0.09685835, 0.0027761247) * go_2(0.0, 0.0);
result += mat4(0.06425249, -0.01169722, 0.06379363, 0.053835012, -0.07356561, -0.06367294, 0.108630784, -0.14137438, 0.08536725, -0.03209748, 0.07250959, -0.014214082, 0.07170588, -0.25647813, 0.1092683, 0.18791042) * go_2(0.0, 1.0);
result += mat4(-0.023783233, 0.14261739, 0.102011986, -0.03633555, -0.05032627, 0.09378387, 0.11764051, 0.1353335, 0.032817088, -0.1352964, -0.00667997, -0.13388929, 0.022861317, 0.0037358075, 0.018605746, -0.0009892831) * go_2(1.0, -1.0);
result += mat4(0.22419162, -0.23105696, -0.09900454, -0.15831396, 0.12398773, 0.097933106, -0.13189293, 0.1330756, -0.19673057, -0.037342317, -0.13462654, -0.08974021, 0.030326528, -0.0815862, -0.118352115, 0.009187904) * go_2(1.0, 0.0);
result += mat4(-0.012130391, -0.06408448, 0.13710785, -0.06678414, -0.09970725, -0.14895032, -0.02366641, 0.029581001, -0.07101809, 0.09414698, 0.018300869, 0.009139046, -0.0027311493, -0.2359952, -0.011602826, -0.007582444) * go_2(1.0, 1.0);
result += mat4(-0.15473361, -0.06868751, -0.030721204, -0.08650113, 0.071349874, -0.08177769, 0.1611948, 0.18305337, -0.0144878505, 0.10975452, -0.026968453, -0.04909913, -0.059665974, 0.056036238, -0.11623168, -0.10584912) * go_3(-1.0, -1.0);
result += mat4(-0.096973225, 0.054132458, -0.010600018, 0.089397885, -0.0031138035, 0.037452973, 0.041115325, 0.1924831, 0.14759748, 0.032560788, -0.082884625, 0.0324635, -0.083511285, -0.050381303, 0.025589975, -0.0981257) * go_3(-1.0, 0.0);
result += mat4(-0.09183111, 0.034952193, -0.048511654, 0.020719057, 0.1863456, 0.01902738, 0.14455654, -0.008500172, 0.16385981, -0.07806569, -0.031216217, -0.17002788, -0.08882952, 0.07335293, -0.2223089, 0.01706056) * go_3(-1.0, 1.0);
result += mat4(-0.08361569, 0.046698716, -0.016646344, 0.09351987, 0.0054158634, -0.13641126, -0.12396605, 0.011380122, 0.040951792, -0.11222528, -0.0031548145, -0.0022303525, 0.0350846, -0.03280425, -0.09972476, -0.113325305) * go_3(0.0, -1.0);
result += mat4(-0.19961461, -0.27561286, -0.12783135, -0.062596925, 0.005870981, -0.24796526, 0.18717633, -0.16945636, -0.076396205, -0.08411448, 0.13751988, 0.21014418, -0.008655945, -0.09848541, -0.14536901, -0.2132181) * go_3(0.0, 0.0);
result += mat4(0.14118621, 0.20831147, -0.020545695, 0.008340737, 0.016840864, -0.16912372, -0.121718146, 0.15108089, -0.19803092, -0.07827729, -0.047639225, -0.12277847, 0.04974115, -0.09349339, -0.2756667, -0.19581003) * go_3(0.0, 1.0);
result += mat4(-0.0036992705, 0.16539848, 0.022026122, 0.07740234, -0.035687633, -0.004568715, 0.017408118, -0.09757294, -0.094941914, -0.3381112, -0.12724453, 0.025583982, -0.18571027, 0.047607586, -0.0704089, -0.055323426) * go_3(1.0, -1.0);
result += mat4(0.13821335, 0.028168043, 0.09990671, -0.032266147, -0.067236245, 0.11512147, -0.112986445, -0.10818019, -0.10062181, 0.21276556, 0.01681818, 0.069806606, 0.09628121, 0.06456379, 0.10394843, -0.02343886) * go_3(1.0, 0.0);
result += mat4(0.041937463, 0.072631165, 0.045366894, -0.0046993676, 0.03946691, 0.121010706, -0.030089365, -0.007266469, 0.0092267515, 0.14853416, -0.033248078, -0.027284347, -0.10031526, 0.15864117, -0.16782752, -0.18466589) * go_3(1.0, 1.0);
result += vec4(0.07722432, -0.025165567, 0.034291282, -0.09902708);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!SAVE conv2d_4_tf
//!WIDTH conv2d_3_tf.w
//!HEIGHT conv2d_3_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.004729794, -0.0124398535, -0.08538641, -0.058604605, 0.008671952, 0.25604513, 0.020800482, 0.24144122, -0.028920606, -0.04705229, 0.030192787, 0.0010597534, 0.017666103, 0.0041322373, 0.20027764, 0.08919112) * go_0(-1.0, -1.0);
result += mat4(0.0001626656, 0.05816014, -0.0060765734, 0.08811165, 0.35835367, -0.016291425, -0.56892496, 0.083845764, 0.15026698, -0.15916558, 0.08069463, -0.3931291, -0.0123534845, -0.111639686, -0.14637001, -0.08171439) * go_0(-1.0, 0.0);
result += mat4(-0.114976816, 0.023376396, 0.13855027, 0.07438716, -0.069991484, 0.20377779, 0.23929878, -0.040769435, 0.018832395, 0.005638609, -0.091848075, 0.027843866, 0.023744943, -0.06620523, -0.11678267, 0.0844119) * go_0(-1.0, 1.0);
result += mat4(0.0035854098, -0.08432094, -0.17799544, -0.10041983, 0.25605857, 0.021009786, 0.030499447, -0.09928291, 0.052178737, -0.08286175, -0.057888374, 0.024606042, 0.046342995, 0.13875343, 0.11279266, 0.19826262) * go_0(0.0, -1.0);
result += mat4(-0.016232021, -0.21539623, 0.0936961, 0.021143785, 0.094262615, 0.049040064, 0.40978724, 0.15347758, 0.08884813, -0.24887115, -0.14756748, -0.5020875, 0.112477, 0.1466549, -0.33418837, 0.5769466) * go_0(0.0, 0.0);
result += mat4(-0.16832942, -0.07354198, -0.12081261, -0.055348314, 0.39716053, 0.25583258, 0.09870877, 0.2151021, -0.025700683, -0.1801462, -0.04616654, -0.02782245, -0.054461803, -0.00042802413, -0.00163228, -0.004240747) * go_0(0.0, 1.0);
result += mat4(-0.05193433, -0.0018198475, -0.17647028, -0.19462106, 0.1538165, 0.054894235, 0.12183955, 0.07340974, -0.0019901982, 0.0357373, -0.07597063, -0.06681543, -0.00090057997, -0.053894397, -0.010301875, -0.16553953) * go_0(1.0, -1.0);
result += mat4(-0.30873474, -0.2836045, 0.057037193, -0.5016378, 0.11952749, 0.102353275, 0.2351629, -0.14635189, -0.019398788, -0.08776502, 0.021669978, -0.089918956, -0.2187901, -0.1180891, -0.049789533, -0.16109149) * go_0(1.0, 0.0);
result += mat4(-0.078335494, -0.08867304, 0.03349591, -0.1000293, -0.20235832, 0.22917585, -0.09905303, 0.08381748, 0.014350217, -0.14478815, -0.027479894, -0.026432173, -0.10309177, -0.09860884, -0.019177807, -0.06963025) * go_0(1.0, 1.0);
result += mat4(0.008169383, 0.12532842, -0.23369955, 0.077973194, 0.09076616, -0.021277165, 0.1721421, -0.26914293, -0.014729218, -0.023279984, -0.057670787, 0.003598546, -0.015225789, -0.0115396585, -0.26196182, -0.10724508) * go_1(-1.0, -1.0);
result += mat4(0.16542235, 0.06589374, 0.07410237, 0.26753154, -0.3356288, 0.3096256, 0.07112498, -0.0992165, 0.15020338, -0.11021673, 0.18803611, 0.12918204, 0.109007336, -0.031968266, 0.057093572, 0.035949256) * go_1(-1.0, 0.0);
result += mat4(0.065006174, 0.031055925, 0.0390232, -0.01678507, -0.21553491, 0.14171642, -0.19541772, -0.033691674, -0.06241631, 0.07497651, 0.024557155, 0.056778047, -0.060191352, -0.0261998, 0.07493729, -0.0699132) * go_1(-1.0, 1.0);
result += mat4(-0.008541382, 0.020270415, -0.027760057, -0.040962905, -0.26732433, 0.34379438, -0.23012447, 0.0051356517, -0.04059567, 0.0972959, 0.039965224, -0.14796777, -0.0016924662, -0.116963714, -0.026353523, -0.29799464) * go_1(0.0, -1.0);
result += mat4(0.03329303, -0.12663862, -0.0004959157, -0.11162377, 0.26238343, 0.43260252, -0.16504994, 0.10727678, -0.22505566, 0.43474057, 0.43304008, 0.05143919, 0.40494493, 0.08689636, -0.035733614, 0.25727916) * go_1(0.0, 0.0);
result += mat4(0.12175736, -0.014467151, -0.17461288, -0.18480565, -0.26439998, 0.307935, -0.058916792, -0.014292711, -0.0569471, 0.10751278, -0.04134206, 0.1847734, -0.07519831, -0.033909313, -0.05001451, -0.136606) * go_1(0.0, 1.0);
result += mat4(0.1424893, -0.026820501, 0.19645774, -0.0011315406, -0.14680974, 0.07662838, 0.21108222, 0.13260938, 0.17923595, -0.085527614, 0.08217639, 0.06579479, 0.05985784, -0.09016323, 0.11172888, 0.111903176) * go_1(1.0, -1.0);
result += mat4(0.19842595, 0.0093640275, 0.10433465, 0.13341904, -0.082806975, 0.22555825, -0.1315717, 0.11907785, 0.24012424, 0.47776055, 0.1835734, 0.17483878, 0.079803735, 0.01155073, -0.21146573, -0.16484722) * go_1(1.0, 0.0);
result += mat4(0.15064004, 0.021381427, 0.18301587, 0.21225913, 0.054995645, 0.03212186, 0.052798916, -0.048424408, 0.03609021, 0.0964704, -0.059469886, -0.05133066, -0.08157349, 0.051145166, -0.09107608, -0.1362262) * go_1(1.0, 1.0);
result += mat4(0.090521574, -0.014747857, -0.081675015, -0.118686825, 0.04848682, -0.033071827, 0.008534588, 0.023765508, 0.16849907, -0.21797262, -0.17049783, -0.07824179, -0.033794608, 0.052612655, 0.095820345, -0.07262317) * go_2(-1.0, -1.0);
result += mat4(0.22816367, -0.13772108, -0.036353834, -0.47638395, -0.0530902, 0.14089061, 0.076203234, 0.18006112, 0.121814854, -0.20750527, 0.08266107, -0.28634354, 0.14301859, -0.13458411, 0.00501663, -0.039783802) * go_2(-1.0, 0.0);
result += mat4(-0.103384845, -0.14389835, 0.08275834, -0.068423435, 0.22643796, -0.02966374, -0.2847584, 0.037081387, 0.02349005, -0.19353923, -0.00095957273, -0.13623689, -0.073120415, 0.03941467, 0.21864155, -0.014019576) * go_2(-1.0, 1.0);
result += mat4(-0.082576886, 0.17085212, 0.08971252, -0.04213377, -0.032548156, 0.022137715, 0.08399252, -0.0011743539, -0.09410863, -0.41728264, -0.20709297, -0.18933547, 0.027059928, 0.09743364, 0.2504647, -0.041173562) * go_2(0.0, -1.0);
result += mat4(-0.20924084, 0.291118, 0.029851688, 0.16953468, 0.02936709, 0.12213576, 0.22944322, 0.108747594, 0.0001881129, -0.27398208, -0.009702691, 0.15449248, -0.9472944, -0.26114875, -0.28161275, -0.3495961) * go_2(0.0, 0.0);
result += mat4(-0.12994622, -0.2758638, -0.1091727, -0.0968308, -0.14323105, 0.035175014, -0.08023811, 0.006023802, -0.031529594, -0.1486306, -0.3398172, -0.23240276, -0.29163983, 0.173475, 0.18809283, 0.22197202) * go_2(0.0, 1.0);
result += mat4(0.048254848, -0.083444916, -0.014334202, 0.060992356, -0.023099286, -0.09492961, 0.05592045, 0.0026059286, 0.08998117, -0.108810075, -0.053304546, 0.045926623, 0.068255246, 0.099023566, 0.01595483, 0.1336309) * go_2(1.0, -1.0);
result += mat4(0.21916585, 0.2837387, 0.14624594, 0.18843961, -0.06747584, 0.054924384, -0.082568415, 0.05011459, 0.014297759, -0.3884833, -0.054417178, -0.18970548, 0.088336475, -0.030646667, -0.2980552, -0.030035203) * go_2(1.0, 0.0);
result += mat4(-0.02748568, -0.011897529, -0.2370837, -0.016740574, -0.0282112, 0.050353892, -0.10761107, -0.00036999505, 0.037646662, -0.17742962, 0.06489219, -0.158852, -0.08016933, 0.07808515, -0.105895035, 0.079869986) * go_2(1.0, 1.0);
result += mat4(-0.0058994526, -0.037170693, 0.2574696, 0.06199102, -0.04497728, -0.10667442, -0.15183865, 0.0212881, -0.030842574, 0.073473394, 0.010764398, -0.00084518327, -0.03893014, -0.009649613, 0.07443129, 0.15108284) * go_3(-1.0, -1.0);
result += mat4(0.11325495, -0.096435815, -0.097331434, -0.049700152, -0.17231967, 0.047090057, -0.019111065, 0.104790315, -0.15004838, 0.13950798, 0.055996202, -0.070548095, 0.047154237, -0.007650949, -0.053611025, -0.012242293) * go_3(-1.0, 0.0);
result += mat4(0.12787002, -0.04958212, 0.053988468, 0.0017896162, 0.049493514, -0.009475431, -0.0022641935, 0.03933694, -0.005174597, 0.043754533, -0.1432976, 0.037084177, -0.04601288, -0.032077815, -0.059897035, 0.12584484) * go_3(-1.0, 1.0);
result += mat4(0.019409029, 0.10492923, 0.268368, 0.12597778, -0.17733063, -0.0085961, -0.27136415, -0.049664587, 0.012515404, -0.21444482, -0.39275557, -0.12297177, 0.06800057, 0.19228315, 0.06245887, 0.35772634) * go_3(0.0, -1.0);
result += mat4(-0.16317715, 0.2288402, -0.23235172, 0.22230752, -0.1646375, 0.13366091, 0.16681044, -0.17399235, 0.33997267, -0.3179832, -0.34756508, 0.39843196, -0.10748536, 0.322923, 0.23339489, 0.08684083) * go_3(0.0, 0.0);
result += mat4(0.02835275, 0.12314228, 0.24030593, 0.30856124, 0.055735108, -0.044914473, 0.0031432225, 0.07469899, 0.1778018, 0.107083894, -0.023706734, -0.15501897, 0.0943098, -0.034707237, -0.18622099, 0.05257965) * go_3(0.0, 1.0);
result += mat4(0.042839274, 0.12597966, 0.08979042, -0.0647561, -0.050434645, 0.049438696, -0.20008127, -0.05572608, 0.046238814, 0.12622325, -0.019017145, -0.13960391, -0.040050175, 0.14298008, -0.20270552, 0.13391526) * go_3(1.0, -1.0);
result += mat4(-0.0073277587, 0.10606624, -0.08940439, -0.09656414, 0.12387374, -0.0013147948, 0.23607181, -0.00037969893, 0.050353236, -0.17266603, 0.27796733, -0.09877832, 0.02711225, 0.096394345, 0.07457944, 0.21541388) * go_3(1.0, 0.0);
result += mat4(-0.18612787, -0.00027517386, -0.17136407, -0.06413671, 0.025629476, -0.04570916, 0.0008431566, -0.03419168, 0.08123608, 0.09465922, 0.11975521, 0.1269741, 0.08413221, 0.12125001, 0.04727287, 0.072378494) * go_3(1.0, 1.0);
result += vec4(0.04244928, -0.014280219, 0.017129054, -0.08807801);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!SAVE conv2d_4_tf1
//!WIDTH conv2d_3_tf.w
//!HEIGHT conv2d_3_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.01973856, -0.05053795, 0.015545361, 0.10867395, 0.33441806, 0.14731607, 0.6793983, -0.21394718, -0.00846322, 0.09146322, -0.07427475, -0.078477465, -0.090998545, 0.133366, 0.105515696, -0.13784988) * go_0(-1.0, -1.0);
result += mat4(-0.05404873, 0.09784018, -0.1337389, -0.18082313, 0.13461179, -0.3816801, 0.12209786, 0.08176651, 0.10461896, -0.43315184, 0.017470734, 0.20423968, -0.03941875, -0.101959296, -0.09440259, 0.09154717) * go_0(-1.0, 0.0);
result += mat4(0.17229515, -0.06907825, -0.008382803, -0.16671611, -0.01576541, 0.03985307, 0.08209482, -0.11707446, -0.11793074, 0.13702396, -0.02013158, 0.07302033, -0.022301994, -0.11464677, 0.036753565, -0.093276784) * go_0(-1.0, 1.0);
result += mat4(-0.017650167, 0.009475923, -0.17856382, 0.15925962, 0.06434641, -0.15568036, 0.038135886, 0.18855911, -0.04427734, 0.1878215, 0.10856261, 0.0041275816, -0.12046199, 0.13610138, 0.3741596, -0.12934728) * go_0(0.0, -1.0);
result += mat4(-0.24631616, 0.0169485, -0.035534818, 0.37795424, -0.08546174, 0.07817259, 0.42897213, -0.47965595, -0.0146556785, -0.20510523, -0.18889453, 0.06476019, 0.1021008, -0.35398817, -0.031071864, -0.21416448) * go_0(0.0, 0.0);
result += mat4(0.32810766, 0.050585747, -0.17658374, -0.13881154, 0.16417882, -0.21286008, -0.106835455, -0.1722344, -0.14151084, 0.08962986, 0.057395387, -0.01623662, 0.02570415, 0.15626897, -0.12687978, 0.080729105) * go_0(0.0, 1.0);
result += mat4(-0.050597478, -0.018753758, -0.036346875, -0.017908493, 0.058593344, 0.008303028, 0.05254987, -0.06635018, -0.022532012, 0.029511122, 0.026682215, -0.054647952, 0.069466785, -0.08892492, 0.025351115, -0.023130694) * go_0(1.0, -1.0);
result += mat4(0.2412473, -0.16138165, -0.15117447, 0.11851003, -0.096868426, 0.082690425, 0.27923304, 0.11590443, 0.19363573, -0.15770023, -0.066793665, 0.011681678, 0.14037277, -0.112065665, -0.048159517, 0.009453693) * go_0(1.0, 0.0);
result += mat4(0.1580054, -0.0060506654, 0.05267837, -0.09178131, -0.09107123, 0.23191126, 0.21108283, -0.070422985, 0.024321035, 0.06131459, 0.066626504, 0.032481454, 0.044402298, 0.1390604, -0.14432502, 0.040869843) * go_0(1.0, 1.0);
result += mat4(0.10264861, 0.013504324, 0.012482852, -0.1781206, -0.12799414, -0.27026084, -0.123830505, 0.098105, -0.039127555, 0.09367889, 0.122323096, 0.1416734, 0.044763107, -0.21801683, -0.14018978, 0.17646866) * go_1(-1.0, -1.0);
result += mat4(0.017453065, 0.11498537, -0.10998983, -0.3116098, -0.3099762, 0.5024706, 0.051817298, 0.03170681, -0.18937826, 0.07946567, -0.11978771, -0.09523745, -0.0033551592, -0.11768945, 0.08932359, -0.06689581) * go_1(-1.0, 0.0);
result += mat4(0.1507582, -0.013266159, -0.073085934, -0.07252967, -0.06301927, -0.13218755, 0.12984878, -0.13678701, 0.023422396, 0.082123175, 0.006906731, -0.004018426, -0.15813835, 0.13711788, 0.016018609, 0.13443229) * go_1(-1.0, 1.0);
result += mat4(-0.06960673, 0.16156524, -0.1374069, -0.05803206, -0.077960715, -0.10676749, 0.26282015, 0.03521529, 0.058099385, -0.014738148, 0.0011174522, 0.24279532, -0.023991548, -0.108812414, -0.08886019, 0.20584475) * go_1(0.0, -1.0);
result += mat4(-0.08043308, 0.063343, 0.055290066, -0.15991378, -0.08096304, -0.23888679, 0.019161629, 0.38381267, 0.3672934, -0.119608454, -0.43623593, -0.46014485, -0.5323366, 0.1318621, 0.087373205, -0.05535459) * go_1(0.0, 0.0);
result += mat4(0.20640239, -0.1369444, -0.21677823, 0.08202178, 0.10515278, 0.06810837, 0.073207974, 0.23623931, 0.102422275, -0.05016664, -0.0039228587, -0.1810343, -0.2235563, -0.1246854, 0.1428113, -0.10609135) * go_1(0.0, 1.0);
result += mat4(-0.031941894, -0.08905056, 0.21501167, 0.11244667, -0.011811734, 0.21630247, 0.07589472, -0.040489636, -0.11824066, -0.11520391, -0.10075633, -0.035642453, 0.062144946, 0.0073282206, 0.14119269, -0.060479023) * go_1(1.0, -1.0);
result += mat4(-0.29382935, -0.056808118, 0.051812876, -0.061358813, -0.08344258, 0.124203674, 0.037964176, -0.01961274, -0.000951725, 0.50005037, -0.24176972, 0.06487161, -0.15469861, 0.04336187, 0.17826353, 0.040010225) * go_1(1.0, 0.0);
result += mat4(0.02044482, -0.0879271, -0.01053958, -0.31148303, 0.07497373, -0.11548258, -0.1666126, 0.02369657, -0.058044076, 0.010801491, -0.005933901, -0.08910467, 0.007953008, 0.03761974, -0.029501524, 0.16816042) * go_1(1.0, 1.0);
result += mat4(0.1779597, -0.10213089, 0.29942423, -0.016642543, -0.015537001, -0.04676146, 0.09585872, -0.0055750017, -0.014361908, -0.20667697, -0.11348746, 0.13081487, -0.10437329, 0.14328459, 0.11648822, -0.09163837) * go_2(-1.0, -1.0);
result += mat4(0.019033967, -0.12420627, -0.07748253, 0.43203858, -0.109799065, 0.07605535, 0.060791396, -0.24517195, -0.15674245, 0.21267459, 0.10665515, -0.073150024, -0.1358355, 0.0054066703, -0.16434059, -0.06031853) * go_2(-1.0, 0.0);
result += mat4(-0.18834068, 0.26840356, -0.12937617, 0.16103932, -0.0062331813, -0.13630053, -0.013911821, 0.022389365, -0.044232946, -0.056454606, 0.022426741, 0.18010215, 0.041900013, 0.03375041, -0.11376866, -0.010313381) * go_2(-1.0, 1.0);
result += mat4(0.12497669, -0.31161824, 0.097568035, 0.19443443, -0.05056519, -0.0031457904, 0.1055554, -0.083650924, 0.07630523, -0.34177595, -0.093093194, 0.20701368, -0.030962149, -0.054470222, -0.23853977, 0.004326528) * go_2(0.0, -1.0);
result += mat4(0.34370202, 0.085750066, -0.16071722, -0.54335934, -0.35595295, -0.050744478, -0.17405547, 0.008628697, -0.007086256, 0.23164117, 0.340156, 0.5475976, -0.15292351, 0.28019544, 0.038059216, 0.0044727) * go_2(0.0, 0.0);
result += mat4(-0.08231968, -0.0052294536, 0.07451547, 0.22278999, -0.3305531, 0.0017458396, 0.10818422, -0.21325395, -0.08807993, -0.110342845, 0.10082142, -0.051594347, 0.24192205, -0.18042035, -0.0095462985, -0.08757798) * go_2(0.0, 1.0);
result += mat4(0.096379586, 0.021887815, -0.05097233, -0.06797989, -0.026171045, 0.022944937, -0.015915364, 0.037667938, 0.17216732, -0.014889412, 0.07343887, 0.028236505, 0.0015047621, 0.1355103, -0.09918284, -0.07673695) * go_2(1.0, -1.0);
result += mat4(-0.25385055, 0.15163356, 0.0030003798, 0.18464413, 0.05611221, 0.099498056, -0.07128191, 0.042955168, 0.027493173, 0.07440157, 0.07814497, 0.096160784, 0.13571084, 0.056412842, -0.031997006, -0.16073681) * go_2(1.0, 0.0);
result += mat4(-0.21634746, 0.025153082, -0.064477116, 0.0005679147, -0.0029436245, 0.12794618, 0.024849026, 0.03018052, 0.11723976, 0.059955597, -0.013594654, 0.09091745, 0.04775348, 0.21260159, -0.07463213, -0.06727042) * go_2(1.0, 1.0);
result += mat4(-0.12166018, 0.024545137, 0.08611618, -0.17627168, 0.09042604, -0.14157623, -0.22147785, 0.09100581, 0.11078359, 0.031410985, -0.17170976, 0.09532806, -0.059569277, 0.09392676, 0.11784347, -0.21471368) * go_3(-1.0, -1.0);
result += mat4(0.1483187, -0.2217563, 0.12032977, 0.14932398, 0.27428308, -0.04568031, 0.12670338, 0.09586169, 0.06700745, 0.005126449, 0.0027694793, -0.033667028, 0.06447861, -0.08585174, -0.05509812, -0.11358761) * go_3(-1.0, 0.0);
result += mat4(-0.22750492, 0.032906335, -0.029479047, 0.11580199, -0.05812372, -0.032269973, 0.05219915, 0.041658226, 0.010897959, 0.065550454, 0.0076911976, -0.045743827, 0.11614996, -0.10393113, -0.0012606392, -0.034367524) * go_3(-1.0, 1.0);
result += mat4(0.09350742, 0.09561609, 0.3735968, 0.031685118, -0.042026598, 0.17006761, -0.3910107, 0.16984761, 0.25679177, 0.036610503, -0.13772772, 0.11101589, -0.1137049, 0.07211461, 0.18065079, -0.12324793) * go_3(0.0, -1.0);
result += mat4(-0.020749722, 0.14413361, -0.061903823, -0.21550268, 0.31306142, -0.11532895, 0.029482557, 0.03282164, -0.09800627, -0.20765196, 0.33030233, 0.075725295, 0.49252015, 0.042455837, -0.07264194, -0.10401895) * go_3(0.0, 0.0);
result += mat4(-0.22697076, -0.15738785, 0.09740376, -0.072098814, -0.06638972, 0.12336611, 0.0073687397, 0.048267826, 0.06717852, -0.027047804, -0.123397194, 0.17829034, 0.04215185, 0.066311836, -0.061742183, -0.046373066) * go_3(0.0, 1.0);
result += mat4(0.041311592, 0.2813485, 0.055084586, -0.01823069, 0.08105147, -0.087944716, -0.10135052, -0.02653456, 0.063169874, -0.1351186, 0.06722432, -0.016406318, 0.08666922, 0.0555909, 0.12086502, -0.17224412) * go_3(1.0, -1.0);
result += mat4(0.26026788, -0.18303715, 0.029279215, -0.12858874, 0.027197823, 0.0919464, 0.00849638, 0.10547888, -0.12952055, -0.14414985, 0.1903315, 0.05004528, -0.12657289, 0.038008716, -0.036606666, -0.054025438) * go_3(1.0, 0.0);
result += mat4(0.069167465, 0.2699947, -0.11137602, -0.05888806, -0.107324794, -0.07598601, 0.06042177, 0.0064530694, -0.039780665, -0.076666445, -0.00846108, -0.06165907, -0.06978219, -0.19108103, -0.040026028, -0.120319635) * go_3(1.0, 1.0);
result += vec4(-0.14375664, -0.0056876075, 0.052177623, 0.07152566);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_4_tf
//!BIND conv2d_4_tf1
//!SAVE conv2d_5_tf
//!WIDTH conv2d_4_tf.w
//!HEIGHT conv2d_4_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.15667982, -0.31441393, 0.29112124, -0.15737213, 0.022372838, 0.10690639, -0.12019085, -0.051941186, -0.30367845, 0.02612279, 0.2372532, 0.2021648, -0.20481086, -0.003770439, 0.14981231, 0.066780254) * go_0(-1.0, -1.0);
result += mat4(0.03270688, -0.42270073, 0.044317324, 0.15907793, 0.14681059, -0.2934784, 0.24933252, -0.067273855, 0.07752533, -0.23194817, 0.0686707, 0.08999225, 0.121678345, -0.12916678, 0.012397381, 0.012315053) * go_0(-1.0, 0.0);
result += mat4(-0.10090412, -0.20792678, 0.11076032, -0.02938975, -0.1944187, -0.2003259, 0.04438032, 0.36946484, -0.019868722, -0.15830222, 0.042811528, 0.015641417, 0.113098525, 0.080257006, 0.011135628, -0.2877629) * go_0(-1.0, 1.0);
result += mat4(0.15482685, 0.06579119, 0.28301102, 0.23729764, 0.15990537, 0.4529694, 0.107880585, 0.10668121, -0.42430598, -0.2631025, 0.10513542, -0.036242936, -0.09827965, -0.0069260495, -0.11689201, -0.041436482) * go_0(0.0, -1.0);
result += mat4(0.08472191, -0.13051608, 0.047930017, 0.36831668, 0.1164478, 0.21384816, 0.22062506, 0.2094167, 0.48668453, 0.32302913, 0.36268055, -0.091801375, -0.079141125, -0.26613805, -0.16608004, 0.03810683) * go_0(0.0, 0.0);
result += mat4(-0.13474251, -0.04824603, 0.23303726, -0.116136365, 0.0056330245, 0.15829784, 0.0012259148, 0.12648389, 0.038680512, 0.05131116, 0.024099711, 0.4555406, 0.0035716395, 0.11633299, 0.094744846, -0.2457627) * go_0(0.0, 1.0);
result += mat4(-0.0576871, -0.04037522, 0.16857862, 0.0031084458, -0.027274646, -0.18154246, 0.13337846, 0.035422433, -0.0030749738, -0.17288287, 0.019983152, -0.31871706, -0.03280405, 0.06825421, -0.1563798, 0.05031885) * go_0(1.0, -1.0);
result += mat4(-0.066631876, 0.012560506, 0.1690693, -0.018248236, 0.0450104, 0.016296914, -0.14910112, -0.16191053, 0.5078224, -0.017615631, 0.15226597, -0.13373777, 0.20148668, 0.060258996, 0.13215344, 0.18430072) * go_0(1.0, 0.0);
result += mat4(0.12976126, -0.072738245, 0.053067926, 0.09752956, -0.04716214, 0.04136464, 0.014162617, -0.06621296, -0.09617736, 0.057469178, 0.01280261, -0.042976785, -0.12570308, 0.006027807, 0.031038594, 0.06569918) * go_0(1.0, 1.0);
result += mat4(-0.12655424, -0.41563693, -0.030971345, -0.06357555, -0.14121394, -0.15667427, 0.14398985, 0.05995984, 0.0821605, 0.12462943, 0.007492498, -0.0030187522, -0.22804567, -0.10487421, 0.13180672, -0.13978589) * go_1(-1.0, -1.0);
result += mat4(-0.075991526, 0.12352044, -0.17844258, 0.010614991, -0.18293494, 0.25009897, -0.080779895, 0.21548378, 0.22215544, 0.048670914, -0.057372037, 0.078176, 0.17490411, 0.004919551, 0.059619516, 0.12660357) * go_1(-1.0, 0.0);
result += mat4(-0.06282951, 0.10929357, 0.026720649, -0.15939257, 0.17107709, -0.04334904, -0.03047162, -0.101681694, 0.03118431, 0.19994627, 0.025729552, 0.035035726, -0.0012207883, -0.08618888, 0.061205562, 0.009940555) * go_1(-1.0, 1.0);
result += mat4(-0.23581573, 0.08002133, -0.15170844, 0.08872338, -0.25767094, -0.09273545, 0.18153891, 0.2544269, -0.084598936, -0.089766875, -0.14610913, 0.002247754, 0.1802837, -0.019625561, 0.30239686, -0.032793984) * go_1(0.0, -1.0);
result += mat4(0.5223286, 0.10347663, 0.4000593, 0.25440502, -0.07646958, -0.31940606, 0.053407036, -0.09356492, 0.2738851, 0.23945184, -0.2907089, -0.45822915, 0.13415676, 0.17187089, 0.08731114, -0.27670014) * go_1(0.0, 0.0);
result += mat4(0.059273496, -0.107137166, 0.12087539, 0.179237, -0.021209063, -0.02548005, 0.061256204, 0.033822674, 0.54491127, -0.2475085, 0.08055858, -0.4071213, -0.045093834, 0.07161349, 0.08219979, -0.31735933) * go_1(0.0, 1.0);
result += mat4(-0.29527053, 0.021469543, 0.07202354, -0.07103959, 0.03990857, 0.2490762, -0.19419849, -0.13916986, -0.05325315, 0.12922864, -0.041463424, -0.031249814, 0.073991664, -0.09723187, 0.35132217, 0.024760868) * go_1(1.0, -1.0);
result += mat4(0.09606787, -0.0951808, -0.0059865676, -0.052033573, -0.3118038, 0.4432636, -0.12943317, 0.09484738, 0.10621756, -0.10550469, 0.11264014, 0.1402276, -0.012679125, -0.08809835, 0.029994955, -0.15121669) * go_1(1.0, 0.0);
result += mat4(0.123397775, 0.048338536, -0.00975707, -0.103767075, -0.041053303, -0.07228534, 0.046792876, 0.0668788, 0.29554394, 0.012451002, 0.19568972, 0.112091154, 0.10882395, -0.0995439, 0.051324263, 0.24967718) * go_1(1.0, 1.0);
result += mat4(0.2699648, 0.17300771, -0.16056584, 0.1099392, 0.11674778, -0.19811755, 0.111880325, -0.06075038, -0.095849104, -0.04510651, -0.04180761, -0.0052786698, 0.11037549, -0.24115366, 0.018509468, -0.07819484) * go_2(-1.0, -1.0);
result += mat4(0.10981622, 0.044488225, 0.050722387, -0.3146652, -0.0013019707, -0.24084032, -0.10475088, 0.026944289, 0.1592903, 0.33087498, 0.061839584, -0.043863457, -0.06904603, -0.08635262, 0.088630445, -0.15485142) * go_2(-1.0, 0.0);
result += mat4(-0.06810522, 0.19927117, -0.08130387, 0.11612667, -0.015104349, -7.738651e-05, -0.06419643, -0.14813533, 0.026650215, 0.015038833, 0.08161237, 0.058321163, 0.015005185, -0.16189656, 0.024501886, 0.1927279) * go_2(-1.0, 1.0);
result += mat4(0.31858218, 0.11962043, -0.20560326, -0.13190113, 0.02138715, -0.057066392, -0.085771754, -0.124566585, 0.044749223, 0.13687828, 0.1195792, 0.14021616, 0.26204133, 0.05119197, -0.13980037, 0.050747477) * go_2(0.0, -1.0);
result += mat4(-0.21238558, -0.0734057, -0.2036023, -0.34308743, -0.29370925, 0.2393742, -0.37877437, 0.036869828, -0.17053255, -0.26900926, -0.23330869, 0.32902205, -0.4882585, 0.27430108, -0.033711653, 0.15501487) * go_2(0.0, 0.0);
result += mat4(0.23487025, 0.085289046, -0.14281847, 0.12543266, 0.15871634, -0.13858907, 0.14810285, -0.0239261, 0.1286852, 0.07754033, 0.01072327, -0.14313328, 0.05480442, -0.12195059, 0.11341822, 0.08224607) * go_2(0.0, 1.0);
result += mat4(0.19490337, 0.023521842, -0.24548791, 0.0035114093, -0.07937166, -0.07674376, 0.08365873, -0.003286068, 0.023862893, 0.009626835, 0.032829892, 0.0078141205, 0.053484406, -0.08297165, 0.09303188, 0.004273738) * go_2(1.0, -1.0);
result += mat4(-0.0032906602, 0.13636959, 0.027821168, 0.06270053, 0.024775786, -0.077529594, 0.03799126, 0.030000908, 0.031749167, 0.04360487, 0.004448846, -0.17835903, -0.30834544, 0.013150946, -0.13758293, -0.03296242) * go_2(1.0, 0.0);
result += mat4(-0.14166978, 0.034131095, 0.049779188, 0.09453289, -0.011406557, -0.07020709, -0.0031981543, -0.03443845, -0.00010218944, 0.0855161, -0.10951453, 0.042758763, 0.1718446, -0.1577923, 0.0410027, -0.04992991) * go_2(1.0, 1.0);
result += mat4(0.1219178, 0.105126485, -0.041097324, -0.08110963, -0.04857337, -0.11544925, -0.14572923, 0.092435546, 0.091857366, 0.15425235, -0.020324683, -0.05764375, -0.020458939, -0.10527823, -0.085554086, 0.16358297) * go_3(-1.0, -1.0);
result += mat4(-0.12372687, -0.009976829, 0.14252265, -0.1321053, -0.05965866, -0.1393898, -0.017603246, -0.02714342, -0.16824952, -0.23083204, -0.012299022, -0.06689838, -0.015830487, 0.21299921, -0.11637202, 0.0074968333) * go_3(-1.0, 0.0);
result += mat4(-0.01979935, -0.182785, -0.015397454, 0.14175794, -0.011465284, 0.11285164, -0.036115747, 0.07150463, -0.083641894, -0.10221778, -0.13871445, 0.099696055, 0.04603662, -0.06463785, -0.007984529, -0.0032940735) * go_3(-1.0, 1.0);
result += mat4(0.072830334, -0.057334073, 0.09086239, 0.13039105, 0.06350303, 0.17130788, -0.2181585, -0.09137403, -0.31397742, -0.019071499, -0.017274613, 0.13762084, 0.10195637, -0.021455176, 0.04011394, -0.08029658) * go_3(0.0, -1.0);
result += mat4(-0.26982597, -0.40265098, -0.4151411, 0.038557775, -0.095602125, 0.3503172, -0.029988842, -0.03484708, 0.095536314, -0.0030311556, 0.31589827, 0.52763534, -0.12629713, -0.24356791, 0.0059487303, 0.42298427) * go_3(0.0, 0.0);
result += mat4(0.054166105, 0.18827972, -0.081673265, -0.06720384, 0.09375001, 0.22173035, -0.14050071, 0.108400136, -0.15553835, -0.08716729, -0.037366748, 0.10971073, -0.02560103, -0.26702073, -0.05201882, 0.2432563) * go_3(0.0, 1.0);
result += mat4(0.16196893, 0.0889265, -0.09887943, -0.042956755, -0.054403376, -0.123823255, 0.045847844, 0.017027669, 0.00539936, -0.112265736, 0.050549984, -0.104931094, -0.06883012, -0.25745714, 0.11155538, -0.15363649) * go_3(1.0, -1.0);
result += mat4(-0.22157209, 0.18200903, -0.13290548, 0.026721261, -0.06066069, -0.18150693, 0.08768983, 0.037362453, -0.1073367, -0.070236765, -0.41223463, -0.168915, -0.15517351, -0.13949952, -0.13307643, -0.15935421) * go_3(1.0, 0.0);
result += mat4(-0.026589906, 0.0930502, 0.05195435, 0.06301585, -0.01107014, -0.019382332, 0.027223695, -0.004045145, -0.15238355, -0.0345132, 0.06355168, 0.0011230056, 0.16690113, 0.0017829507, -0.0023939044, -0.09471834) * go_3(1.0, 1.0);
result += vec4(0.024455175, 0.01669877, -0.066231176, 0.036848705);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_4_tf
//!BIND conv2d_4_tf1
//!SAVE conv2d_5_tf1
//!WIDTH conv2d_4_tf.w
//!HEIGHT conv2d_4_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.01763509, -0.17156707, -0.06841296, -0.026132878, -0.10600523, 0.11245994, 0.121395074, -0.09331501, 0.12764473, 0.0428028, -0.11837395, 0.2092563, -0.04357652, -0.0490096, 0.024701532, 0.10518723) * go_0(-1.0, -1.0);
result += mat4(-0.17130826, -0.31987694, -0.07639005, 0.21362033, 0.058639023, 0.066175915, -0.25344703, -0.07923442, -0.14766373, 0.040518284, -0.031103026, -0.040075514, -0.051108997, -0.28214613, -0.18504949, 0.27544948) * go_0(-1.0, 0.0);
result += mat4(0.030991005, -0.011353306, 0.15237464, 0.15458584, 0.1250524, 0.19959912, 0.14049476, 0.38410887, 0.07378578, -0.017728366, 0.0963528, -0.043756213, -0.039577194, -0.11800575, -0.08392266, -0.07599512) * go_0(-1.0, 1.0);
result += mat4(0.022089608, -0.027317125, 0.051330008, -0.0075439885, 0.021650828, -0.0009390209, -0.12043464, 0.049332134, -0.055557396, -0.053297505, -0.0918705, -0.13089466, -0.10994107, 0.072746456, 0.11496739, -0.05225977) * go_0(0.0, -1.0);
result += mat4(0.29730305, 0.26317745, 0.052159555, -0.32006654, 0.48288685, -0.049926184, -0.08091092, -0.13825637, -0.1485706, -0.288657, -0.41443697, 0.06856032, -0.23809211, -0.12953928, 0.4783034, -0.47557938) * go_0(0.0, 0.0);
result += mat4(0.026139118, -0.23031352, 0.04861487, 0.033556074, 0.2702056, 0.22802536, -0.15385233, 0.1664119, 0.18749923, 0.36927548, -0.011473684, -0.11771165, -0.16859052, -0.4513202, 0.12863952, 0.02482837) * go_0(0.0, 1.0);
result += mat4(0.0073229345, -0.061915245, 0.06710329, 0.0062416573, -0.00555983, 0.14592186, 0.11201052, -0.123630054, 0.32611257, -0.11279885, -0.059449438, 0.2891043, -0.10519016, 0.040108994, -0.012468261, 0.02083298) * go_0(1.0, -1.0);
result += mat4(-0.057483062, 0.08454755, -0.15529329, -0.12572923, 0.2600099, -0.02319978, -0.04037675, 0.11496361, 0.07728194, -0.12908956, -0.025529336, 0.112581626, 0.02971823, 0.11659056, -0.01298622, 0.017061908) * go_0(1.0, 0.0);
result += mat4(0.22417091, -0.00222947, 0.04980858, 0.12260437, -0.025507605, 0.042577885, 0.120813504, -0.048522256, -0.038494784, -0.0072195013, -0.23012944, -0.020850847, -0.078296244, -0.014830018, 0.19759563, -0.10000253) * go_0(1.0, 1.0);
result += mat4(-0.032090195, 0.023757193, -0.08989734, 0.14419042, 0.0112194475, -0.093776144, -0.020197887, 0.29295877, 0.06872183, 0.09511462, -0.03245769, -0.06504889, 0.05132126, 0.00399527, 0.075911656, 0.250893) * go_1(-1.0, -1.0);
result += mat4(-0.3418496, 0.25525784, 0.0018161442, 0.028484365, -0.17573346, -0.12457501, 0.18466166, 0.20209278, 0.10282706, 0.16353399, 0.025052028, -0.059714165, -0.055806916, -0.28651386, 0.112798095, 0.11624314) * go_1(-1.0, 0.0);
result += mat4(-0.018793896, 0.07500149, -0.01728254, -0.1726998, -0.13333, 0.09590344, -0.036537904, -0.11522523, 0.19445558, 0.22680458, 0.12061006, -0.06225618, 0.1127748, 0.28380096, -0.07099846, -0.007440302) * go_1(-1.0, 1.0);
result += mat4(-0.43887648, -0.10018577, -0.29267642, 0.12149727, -0.14333835, 0.04161915, 0.19442867, 0.16506511, 0.09655387, -0.0014398015, 0.13189743, -0.14068556, 0.049408, 0.0829072, 0.2950336, 0.36965907) * go_1(0.0, -1.0);
result += mat4(0.41486958, -0.023498302, -0.37900022, -0.31752598, 0.13758768, -0.18782206, -0.31358528, 0.3330786, -0.4039293, -0.06539036, 0.032599606, 0.10663507, -0.26369813, -0.17365438, 0.20723309, 0.1801556) * go_1(0.0, 0.0);
result += mat4(0.004117444, -0.14894462, 0.14915143, -0.047375835, -0.2609916, -0.10172324, -0.14925237, -0.33830285, 0.12131607, -0.18156646, -0.42382464, -0.052582145, 0.2329045, -0.4576963, 0.13756892, 0.055571318) * go_1(0.0, 1.0);
result += mat4(-0.31689477, 0.017058033, -0.01904924, -0.016893756, -0.011479519, 0.07316262, -0.07086077, 0.08923511, -0.08190091, -0.025866933, -0.06909204, -0.028601022, 0.023224542, 0.03082087, 0.2230426, -0.16713654) * go_1(1.0, -1.0);
result += mat4(0.13457374, 0.110913865, -0.1130815, -0.031438913, -0.55201167, 0.04831016, 0.25107765, -0.014003224, 0.19532952, 0.02062346, 0.04839241, 0.088673405, 0.30325848, -0.20222804, -0.085780576, 0.22512968) * go_1(1.0, 0.0);
result += mat4(0.076354, 0.021940092, -0.16170324, 0.0025543426, -0.0032400405, -0.0046705627, 0.06241069, -0.031247333, 0.098353796, 0.03723474, 0.22971998, -0.017877292, 0.119858086, 0.008041448, 0.2140585, 0.10343376) * go_1(1.0, 1.0);
result += mat4(0.08627595, 0.04532834, 0.027579082, -0.16222088, 0.15583228, -0.14371829, -0.07243855, -0.111895435, -0.14438897, -0.10250594, 0.0034202964, -0.066547595, -0.034390844, -0.021545287, 0.014540157, -0.10215731) * go_2(-1.0, -1.0);
result += mat4(0.19720152, 0.21534947, 0.1130938, -0.011730973, 0.013247983, -0.10344174, -0.1906514, -0.015767017, -0.020093633, -0.26487067, -0.005960781, -0.057149183, 0.030110173, 0.047692046, -0.19308545, -0.25292158) * go_2(-1.0, 0.0);
result += mat4(0.039498243, 0.053682897, -0.01844695, -0.017540915, 0.039454967, -0.27696076, 0.09503274, -0.038958035, 0.17321438, -0.036311295, 0.03123055, 0.02310311, 0.040591653, 0.0054627894, -0.03520426, -0.026101988) * go_2(-1.0, 1.0);
result += mat4(0.055991564, 0.06512919, -0.12532505, 0.024075158, -0.04926237, -0.11701171, 0.026792146, 0.013033238, -0.052847516, -0.01550091, -0.008442071, -0.077945165, -0.033220004, -0.13678443, -0.07040586, 0.121846326) * go_2(0.0, -1.0);
result += mat4(-0.19537796, -0.016634773, 0.10707109, -0.024361614, -0.16002733, -0.44066608, 0.16488662, 0.013152995, 0.22407806, 0.12854017, 0.19028598, -0.08379244, -0.05594235, -0.15909895, 0.511962, 0.39027596) * go_2(0.0, 0.0);
result += mat4(-0.032652248, 0.06004893, 0.011166194, 0.102761306, -0.035113614, -0.29961765, -0.013817978, 0.20938557, 0.08488225, -0.1118558, -0.0375328, -0.035511103, 0.0046933405, 0.20203683, -0.13552529, -0.12685429) * go_2(0.0, 1.0);
result += mat4(0.03054923, 0.08224908, -0.059128158, -0.02583655, -0.02133876, 0.0048713544, 0.10848829, 0.06324404, 0.028332822, -0.011002306, -0.027557913, -0.06072362, 0.1019048, -0.02587316, 0.08563405, -0.08119947) * go_2(1.0, -1.0);
result += mat4(-0.10568117, 0.1075248, 0.19379964, -0.14337265, 0.019374132, -0.0907804, -0.13827625, -0.03628561, 0.014735499, -0.026882607, -0.25948793, 0.034926686, -0.05988073, -0.22735636, 0.053511668, 0.04765336) * go_2(1.0, 0.0);
result += mat4(-0.029848114, 0.09183966, 0.084713496, 0.09422864, 0.069713995, -0.10584984, -0.020899031, 0.059645247, -0.075805016, -0.01828552, 0.06689195, -0.13804196, -0.023465823, -0.034038994, -0.12946706, 0.058709413) * go_2(1.0, 1.0);
result += mat4(0.061918218, 0.038984764, 0.013660938, -0.19340219, -0.014949839, 0.12946278, 0.12725051, 0.13429146, 0.05993008, -0.015394284, 0.011232483, 0.0344157, 0.022161875, -0.023923954, 0.061736204, 0.025963215) * go_3(-1.0, -1.0);
result += mat4(0.048136763, 0.03162042, -0.01967249, 0.06374493, 0.034645267, 0.22403605, 0.036197048, -0.06903216, -0.1024706, -0.0005459356, 0.049185563, 0.16309108, 0.07394778, 0.10351343, 0.28430694, -0.13531347) * go_3(-1.0, 0.0);
result += mat4(-0.14705071, -0.09458433, 0.03063114, 0.07901115, -0.11911086, -0.06428132, -0.013549552, -0.041342866, -0.20770676, -0.15104479, 0.054365363, -0.11652907, 0.05639815, 0.070518605, 0.0017846811, -0.00056205114) * go_3(-1.0, 1.0);
result += mat4(0.27148908, 0.07358356, 0.13644488, -0.13824654, 0.0112991175, -0.021521023, -0.10197379, 0.007816017, -0.13314332, 0.12318473, -0.043214846, -0.15759036, -0.19744353, -0.10267182, -0.28249928, 0.11233295) * go_3(0.0, -1.0);
result += mat4(-0.096474804, 0.17893109, 0.014679829, -0.21218887, -0.24170275, 0.10603527, 0.05375366, -0.059315052, 0.17087384, 0.13633691, -0.37958893, 0.43264794, 0.17829923, 0.06485103, -0.37551817, -0.22082718) * go_3(0.0, 0.0);
result += mat4(-0.30536333, -0.033212308, -0.25232, 0.11730442, -0.11176368, 0.26223183, -0.049025323, -0.01375941, -0.29028055, 0.16842811, -0.035684332, -0.4180911, -0.1611732, 0.07683385, -0.14263596, 0.17508087) * go_3(0.0, 1.0);
result += mat4(0.23580009, 0.025621435, -0.15757325, 0.008123166, -0.021905439, -0.02162503, -0.059497356, -0.01636353, 0.047654126, -0.084423855, -0.033733923, 0.0127116265, -0.059593942, -0.053935718, -0.050729543, 0.013887048) * go_3(1.0, -1.0);
result += mat4(-0.19232626, 0.07915767, -0.05909752, 0.007695347, 0.058876406, 0.057521783, -0.080253534, 0.2011056, -0.27965516, -0.08033169, -0.13025513, 0.12854645, 0.053400308, -0.18445957, -0.18463044, 0.27920377) * go_3(1.0, 0.0);
result += mat4(-0.061806213, -0.020037206, 0.003183183, -0.029844081, -0.039553937, 0.028905323, -0.11367984, -0.097321615, -0.10112643, 0.0039709485, -0.06020118, -0.23871279, -0.077974856, 0.05806996, -0.21440302, 0.11898043) * go_3(1.0, 1.0);
result += vec4(-0.023832673, 0.03702965, -0.04749135, -0.10982549);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_5_tf
//!BIND conv2d_5_tf1
//!SAVE conv2d_6_tf
//!WIDTH conv2d_5_tf.w
//!HEIGHT conv2d_5_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.030931145, 0.013683292, -0.0650242, -0.028732346, 0.120067924, -0.029404473, 0.0038229884, -0.14631765, 0.041900825, -0.076596744, -0.11096378, -0.27100095, 0.0052598766, -0.05929686, -0.06816563, -0.086864315) * go_0(-1.0, -1.0);
result += mat4(-0.043620087, -0.16360405, 0.006527374, 0.15706524, 0.08338088, -0.19027525, 0.22595987, -0.054963548, 0.01825031, -0.03149212, 0.025471251, 0.06429379, -0.011633275, -0.079389006, -0.0030728737, 0.17345747) * go_0(-1.0, 0.0);
result += mat4(-0.011275288, -0.10668036, 0.05718997, 0.010336089, 0.33393976, -0.2029354, 0.075444475, -0.092244044, 0.07605498, 0.20125951, 0.10493973, -0.12306946, 0.03658231, 0.08233366, -0.12205888, -0.116969004) * go_0(-1.0, 1.0);
result += mat4(-0.0070305974, 0.105127215, 0.006041873, 0.26743913, 0.028119443, 0.14823505, -0.28344348, 0.12362866, -0.1215781, 0.08104382, 0.102011785, 0.085380934, 0.061244503, -0.06230063, -0.05353345, 0.1166729) * go_0(0.0, -1.0);
result += mat4(0.08945733, 0.4101902, -0.06404005, 0.040728435, 0.13076581, -0.20805469, -0.10897316, -0.14924604, 0.10090762, 0.015475414, 0.26346552, 0.12096677, -0.20199244, 0.2780031, 0.18515368, 0.35105625) * go_0(0.0, 0.0);
result += mat4(0.07463155, 0.26932517, -0.06768551, 0.10470878, -0.1423996, 0.013550665, -0.06167201, -0.1022994, -0.3107166, -0.15609552, 0.1695213, -0.1277181, 0.12582655, -0.1596128, 0.015612055, -0.19826376) * go_0(0.0, 1.0);
result += mat4(0.011745468, 0.006471601, 0.008110513, 0.025831396, 0.1272883, -0.221959, 0.11993834, -0.007903633, 0.009993582, -0.10170755, 0.026594637, -0.027883623, 0.030666083, -0.036415886, 0.007469573, 0.0674783) * go_0(1.0, -1.0);
result += mat4(-0.022760388, -0.10911659, -0.012589904, -0.046462692, 0.36987287, 0.71668935, -0.04466556, 0.12082762, 0.0026539841, 0.07070946, -0.00020439121, -0.13925348, 0.08672072, 0.20075354, -0.066352285, 0.14655356) * go_0(1.0, 0.0);
result += mat4(-0.081081845, -0.21956222, 0.06781787, -0.106362104, -0.03016425, -0.010460211, -0.009725996, -0.009805538, 0.07037355, 0.19254607, 0.038890257, 0.29580075, -0.10355764, 0.12613009, 0.02485986, -0.031927988) * go_0(1.0, 1.0);
result += mat4(-0.13882205, 0.21770848, 0.015392157, 0.010310204, 0.008225721, 0.07457836, 0.09984027, -0.25452816, 0.2193511, -0.22262146, -0.12950355, 0.026151875, 0.022114651, -0.030566849, 0.034688126, 0.03047327) * go_1(-1.0, -1.0);
result += mat4(0.0363441, 0.19290726, -0.1143055, 0.30871987, -0.05780708, 0.082128406, -0.115280904, 0.07636388, 0.48947453, -0.29715258, 0.146737, -0.3275992, -0.055972476, -0.09991753, 0.17435446, 0.10917291) * go_1(-1.0, 0.0);
result += mat4(0.026389305, 0.054523308, -0.028950177, 0.06913328, -0.18626037, 0.08829993, 0.10407121, 0.001246911, 0.103938825, -0.3117343, -0.045564886, 0.07316613, 0.0027089121, 0.099437356, -0.046500806, -0.0927284) * go_1(-1.0, 1.0);
result += mat4(0.051037624, -0.2068234, 0.061572235, -0.3345198, 0.16960172, -0.30289862, -0.002583443, 0.39312238, 0.08246557, 0.16374862, -0.31902805, -0.13205275, -0.032050006, 0.01670186, 0.13852347, 0.120012194) * go_1(0.0, -1.0);
result += mat4(-0.67096996, -0.06274476, 0.18575665, 0.80282855, 0.23201196, -0.0054729837, 0.050396994, -0.42014772, 0.34904522, 0.26281372, 0.24697208, 0.55475426, 0.49850988, -0.06581312, -0.0068906257, -0.15741143) * go_1(0.0, 0.0);
result += mat4(-0.04252036, -0.28224963, 0.009723064, 0.116357096, 0.2992567, -0.26702902, -0.05648925, 0.12729199, -0.37574205, 0.54211813, -0.25248805, -0.13023548, 0.18903324, -0.5182459, 0.0141203115, -0.19444294) * go_1(0.0, 1.0);
result += mat4(-0.0017735233, -0.010132458, -0.040924776, -0.13767008, 0.20757031, -0.06509882, -0.09756446, 0.018974079, 0.090851985, -0.010158765, -0.03999607, -0.12055641, 0.03629025, -0.018645551, -0.05506811, -0.014202848) * go_1(1.0, -1.0);
result += mat4(0.16203491, 0.011118734, -0.18486023, -0.024290733, -0.3673846, -0.20295864, 0.23055002, -0.1555852, -0.02706522, 0.03262891, 0.008724611, -0.03760652, -0.20946771, -0.01951837, 0.16955496, 0.11690098) * go_1(1.0, 0.0);
result += mat4(0.0783421, 0.22656651, -0.15715368, -0.024174158, 0.020260733, 0.032390315, -0.029133298, 0.086601086, 0.13871798, -0.12525433, 0.16097449, 0.058946393, 0.029865682, 0.08508385, 0.040569812, -0.09402932) * go_1(1.0, 1.0);
result += mat4(-0.05063873, 0.11269313, -0.057484943, -0.13579641, 0.047973365, -0.07103839, -0.07838756, -0.0028928046, -0.019466015, 0.018428024, 0.010016324, -0.057396665, -0.19495595, 0.034307264, -0.022888038, 0.08112259) * go_2(-1.0, -1.0);
result += mat4(-0.09790086, 0.10613111, 0.06611674, 0.19356097, -0.00073371036, -0.019078335, 0.076719105, -0.016212497, -0.3283475, -0.07547389, -0.08140701, 0.3185625, -0.25060275, 0.16820994, -0.123497784, 0.43272668) * go_2(-1.0, 0.0);
result += mat4(-0.06365342, 0.11186735, -0.17493224, -0.04207358, 0.0003117533, 0.034089327, -3.067692e-05, -0.03422754, 0.16267666, 0.054771993, 0.048384454, -0.041866794, 0.0036008756, 0.0021496525, 0.20258942, -0.06297619) * go_2(-1.0, 1.0);
result += mat4(0.03578836, 0.08763908, -0.22370125, -0.32465744, 0.019142643, 0.011316954, 0.17920344, 0.031633645, 0.03766343, -0.116487674, -0.05281752, -0.018965483, 0.049297336, -0.34511214, 0.42598158, 0.051361635) * go_2(0.0, -1.0);
result += mat4(0.26638633, -0.33628765, 0.04437907, 0.09616201, -0.020049393, 0.2560829, -0.027108455, 0.255752, 0.3666511, 0.052277412, -0.46667686, 0.48482272, 0.51302284, -0.06941614, -0.17967525, -0.07889891) * go_2(0.0, 0.0);
result += mat4(0.18503937, 0.088710256, 0.2083147, -0.20758459, -0.036416974, 0.018303726, 0.03729963, -0.035969947, -0.2685231, -0.42169708, -0.039593916, -0.02642618, 0.29050872, -0.25723743, -0.111259766, 0.15001127) * go_2(0.0, 1.0);
result += mat4(-0.026473878, -0.07241443, 0.022400148, -0.03214132, 0.0859297, -0.0036677981, -0.07039137, 0.03703108, 0.042322673, -0.01222808, -0.08151938, 0.033109214, -0.048737407, 0.25929528, -0.40535828, -0.123594694) * go_2(1.0, -1.0);
result += mat4(0.10233285, 0.22455986, -0.13368733, 0.033236265, -0.052114893, -0.11709317, 0.009709581, 0.19201641, -0.02973698, 0.032114245, -0.09771862, 0.085680574, 0.15827927, -0.15042172, 0.21833214, -0.13262676) * go_2(1.0, 0.0);
result += mat4(-0.08460587, -0.09473209, 0.019323658, -0.057233352, 0.0019434267, -0.14437936, 0.034232683, 0.0030602294, -0.023598112, 0.10692026, -0.09960999, 0.005887181, 0.014738836, -0.32473162, -0.10886747, -0.08365826) * go_2(1.0, 1.0);
result += mat4(0.10900178, 0.00080280803, -0.14009437, -0.053074867, -0.07811151, -0.03456029, -0.104943685, 0.016918905, -0.11335709, 0.079421654, 0.13481963, 0.037818357, -0.027339859, 0.05856774, -0.044562265, 0.03908084) * go_3(-1.0, -1.0);
result += mat4(0.07628258, -0.23815769, 0.2840278, -0.3541637, -0.044292126, -0.09310441, -0.1335055, -0.031899665, -0.11981227, 0.24012394, -0.041896038, -0.10168982, 0.20248915, -0.10036763, -0.044115108, 0.08520525) * go_3(-1.0, 0.0);
result += mat4(0.07234102, -0.119480744, -0.01401321, -0.025182616, -0.031284854, -0.050089385, 0.014808948, 0.038662236, -0.18539418, 0.017342187, 0.023812262, 0.13428104, 0.020824855, -0.07433546, 0.054307282, 0.08511016) * go_3(-1.0, 1.0);
result += mat4(-0.11046813, -0.04663274, 0.33497185, 0.023273284, -0.24681108, 0.116665915, 0.12045893, 0.13306482, -0.039098527, 0.04747061, 0.042796664, 0.053514794, 0.011861975, -0.048702, 0.008408589, -0.09497112) * go_3(0.0, -1.0);
result += mat4(0.34634927, 0.37973458, -0.79267627, -0.7362719, 0.35489878, -0.07635863, 0.24082923, -0.27480397, -0.3236968, -0.25523046, 0.05118527, -0.040529836, -0.6000509, 0.39020586, 0.27632973, 0.5141453) * go_3(0.0, 0.0);
result += mat4(0.16761221, -0.033125393, 0.00561569, 0.083019435, -0.101278506, 0.07810264, 0.12060661, 0.16048536, 0.14257826, -0.15996903, 0.018831912, -0.094429865, -0.22227801, 0.426937, -0.054677445, 0.05067348) * go_3(0.0, 1.0);
result += mat4(0.02233958, 0.02608942, -0.045318656, 0.06509929, 0.035911568, 0.025316885, 0.0840986, 0.08326237, 0.048455603, -0.13630742, 0.07230253, -0.047261715, -0.092630014, 0.04786565, 0.10354939, -0.07094341) * go_3(1.0, -1.0);
result += mat4(-0.1463382, -0.14900577, 0.2835977, -0.106733374, -0.11554754, -0.168429, -0.1411373, -0.20654152, -0.06388508, 0.039648015, 0.08543832, -0.13253337, 0.017264463, -0.06346233, -0.10823598, 0.067361064) * go_3(1.0, 0.0);
result += mat4(0.04419582, 0.039152585, 0.06222691, 0.05757103, 0.012084537, 0.051425997, -0.061130576, 0.16752882, 0.07497411, 0.13495837, -0.15585983, -0.02050144, -0.08555421, -0.09147339, 0.025115604, 0.05948922) * go_3(1.0, 1.0);
result += vec4(0.00590038, 0.03082865, 0.002111702, -0.03330112);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16
//!HOOK MAIN
//!BIND conv2d_5_tf
//!BIND conv2d_5_tf1
//!SAVE conv2d_6_tf1
//!WIDTH conv2d_5_tf.w
//!HEIGHT conv2d_5_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.009029573, 0.029218858, 0.029705316, -0.019268971, -0.0023235187, -0.072589695, 0.1424836, 0.09049359, 0.04342995, 0.18134294, 0.018145641, 0.14789368, 0.050923645, 0.06524081, 0.036812488, 0.11108108) * go_0(-1.0, -1.0);
result += mat4(-0.026506428, 0.016968496, 0.015961196, 0.010030791, -0.3141888, -0.06769598, -0.23920257, -0.031002127, -0.07351358, -0.19290134, -0.24282931, -0.18831016, -0.0928966, 0.075177215, -0.19699521, -0.05810917) * go_0(-1.0, 0.0);
result += mat4(-0.017991852, -0.079427645, 0.035970494, -0.017095685, -0.27197137, -0.20046075, 0.2616644, 0.021876303, -0.077394076, -0.04978692, 0.20363241, -0.013741705, -0.032103598, 0.14403099, 0.01442474, 0.048115995) * go_0(-1.0, 1.0);
result += mat4(-0.16939245, -0.001777, 0.026244136, -0.14122388, -0.056853324, 0.54357284, -0.19769607, -0.03187079, 0.04559263, -0.16048127, 0.12830622, 0.1442168, 0.006611398, -0.01618195, 0.012860053, -0.16539487) * go_0(0.0, -1.0);
result += mat4(0.13116026, -0.006161343, 0.7209969, 0.18338475, 0.3099777, 0.6500026, 0.3883795, -0.021434233, 0.31667513, 0.008917659, 0.14124091, -0.22335114, 0.12198921, -0.16449445, 0.08773425, 0.30054978) * go_0(0.0, 0.0);
result += mat4(-0.10413989, -0.10316161, 0.04342709, -0.021252686, 0.120892406, 0.37798002, -0.35963747, 0.021069285, 0.37587845, -0.08159587, 0.011139747, 0.2501104, -0.094568014, 0.037900843, -0.025109999, -0.030106556) * go_0(0.0, 1.0);
result += mat4(0.09680291, -0.040868275, 0.051731605, 0.089064725, -0.56098557, -0.38148618, -0.017037416, 0.08508287, -0.019247344, 0.019857002, -0.03512887, 0.031057188, -0.09648583, -0.04474188, 0.028748507, -0.11880965) * go_0(1.0, -1.0);
result += mat4(-0.010236943, 0.04257042, -0.08202597, -0.004203426, -0.26801527, -0.11716526, -0.017402772, -0.05819106, -0.13394608, 0.0234606, -0.15404865, -0.06801164, -0.0047627664, -0.1975249, 0.09420144, 0.23249897) * go_0(1.0, 0.0);
result += mat4(0.107361935, 0.07373787, 0.06242962, 0.05236332, -0.028867323, 0.025924044, -0.042526353, -0.0015729597, -0.1323144, -0.4040712, 0.023919407, -0.09535502, 0.049100045, 0.081110805, 0.08946112, 0.058505684) * go_0(1.0, 1.0);
result += mat4(0.13236825, -0.04468476, -0.04426802, 0.031087106, -0.09093992, -0.07470971, -0.01591504, 0.05924266, -0.21910913, 0.065537, -0.18358919, -0.02533145, -0.1512009, -0.04953928, 0.015540006, -0.0043442883) * go_1(-1.0, -1.0);
result += mat4(-0.14016777, -0.1086958, 0.16316028, 0.050777458, 0.23148167, 0.04944809, -0.10599886, -0.10447021, -0.40729257, -0.10926556, 0.069055155, 0.110635415, 0.108922414, -0.1716362, 0.10743909, -0.102534756) * go_1(-1.0, 0.0);
result += mat4(0.017795928, -0.066930935, 0.09396082, 0.092585504, 0.14223933, 0.059458215, 0.072033696, -0.04507726, -0.19956456, 0.1251282, -0.31733638, -0.10465904, 0.08546377, 0.048638333, 0.031372465, -0.08720661) * go_1(-1.0, 1.0);
result += mat4(0.108719654, -0.092161916, -0.014724377, 0.20068261, -0.24350016, 0.2113636, -0.07483714, -0.45665312, -0.25134233, 0.2753893, -0.11324696, -0.04472, 0.1576102, -0.045395147, 0.06013951, -0.12507361) * go_1(0.0, -1.0);
result += mat4(0.546225, -0.281897, 0.19477816, -0.116612464, -0.3145171, -0.41660902, 0.333625, 0.35902345, 0.48333502, 0.4662005, 0.10222491, -0.15314859, -0.3036888, 0.22849742, 0.20740797, 0.41399437) * go_1(0.0, 0.0);
result += mat4(0.007284074, 0.0393942, -0.31192186, -0.15687793, -0.289214, -0.015956698, -0.24718472, -0.1637855, -0.00765037, 0.26677555, 0.20215511, 0.37790874, -0.22096673, 0.25287116, -0.2446764, -0.13610223) * go_1(0.0, 1.0);
result += mat4(-0.16734968, 0.16721225, -0.053508647, -0.041097626, 0.062356673, 0.07812319, -0.263546, -0.39739034, 0.003389846, 0.12676363, -0.13175991, -0.19019242, -0.011847587, -0.007580052, -0.023946386, 0.046034034) * go_1(1.0, -1.0);
result += mat4(-0.17047611, 0.13298693, -0.07506747, -0.045542978, 0.33571973, 0.20192616, 0.30674616, 0.25668672, -0.24134545, 0.031693842, -0.009647641, 0.040534843, 0.03159419, -0.1100516, 0.11371316, 0.06098735) * go_1(1.0, 0.0);
result += mat4(-0.05518961, 0.19402988, -0.09646874, -0.059196774, -0.0073436056, -0.1381309, 0.06868669, 0.061328378, -0.1480867, -0.15774113, -0.022572191, 0.122521356, -0.04067007, -0.10145177, 0.13006335, -0.099452734) * go_1(1.0, 1.0);
result += mat4(0.06962972, 0.07768411, 0.021085173, 0.108355984, -0.03132525, 0.10220273, -0.11626593, -0.14104277, 0.018778645, -0.024237925, 0.048783034, 0.09074447, 0.4120426, -0.01948466, 0.073218934, 0.055681944) * go_2(-1.0, -1.0);
result += mat4(-0.22553118, -0.12923603, -0.22068842, -0.35037905, 0.005709937, -0.09528472, 0.08718399, 0.13200706, 0.17220478, 0.096844435, -0.30439013, -0.14122063, 0.15733318, -0.1014675, 0.33836862, 0.042193163) * go_2(-1.0, 0.0);
result += mat4(0.15826897, -0.034870047, 0.09295099, -0.17674965, -0.042326324, 0.06680338, -0.074267656, -0.0631393, -0.11267909, -0.19795708, 0.22005288, 0.35703793, 0.033995766, -0.12663686, -0.02449896, -0.123250045) * go_2(-1.0, 1.0);
result += mat4(0.021434195, 0.058398597, 0.04828315, -0.0016824572, -0.04291545, -0.0744907, -0.07698706, -0.15937585, -0.18852457, -0.17966963, 0.023800725, 0.025979731, -0.51412296, -0.018316887, -0.23076254, -0.12298674) * go_2(0.0, -1.0);
result += mat4(0.16054317, -0.0002730893, -0.54173076, -0.62443435, 0.04300197, -0.08529622, 0.15392275, 0.15742144, 0.025834514, -0.2800517, -0.17600477, 0.0020806703, -0.3010582, 0.45233512, 0.25595665, 0.103661336) * go_2(0.0, 0.0);
result += mat4(-0.024034392, -0.43800178, 0.28606912, -0.20908915, 0.078471914, -0.030501373, -0.059055753, 0.050494444, 0.063274644, -0.025071034, 0.17561312, -0.100698635, -0.25631955, 0.039981876, -0.18506624, 0.08366402) * go_2(0.0, 1.0);
result += mat4(-0.1413656, 0.03589635, -0.020917566, 0.017598262, 0.020156413, -0.018854238, 0.027228508, -0.03806087, -0.021715842, 0.071974196, -0.040065665, 0.08459291, -0.23530225, 0.16599682, -0.2772327, 0.10041177) * go_2(1.0, -1.0);
result += mat4(-0.055056706, 0.1286236, -0.11890451, -0.1790546, 0.16517544, -0.040448934, 0.12548013, 0.017075695, 0.07185459, -0.13236302, 0.19354409, 0.12767012, 0.31120765, 0.16378082, -0.036915366, -0.19724306) * go_2(1.0, 0.0);
result += mat4(-0.02225051, 0.033263147, 0.003279449, 0.08826271, -0.047833472, 6.574577e-05, 0.13721916, 0.04801998, -0.014958419, 0.08791209, -0.08076282, 0.024002168, -0.18028922, 0.23835851, -0.23309888, -0.119310364) * go_2(1.0, 1.0);
result += mat4(0.044960875, 0.18821983, 0.027640678, 0.013462449, 0.19011214, 0.21559924, -0.03329638, 0.07234414, 0.030880248, -0.11273214, 0.102028474, 0.12203351, 0.035855662, 0.008828778, 0.007218363, -0.012421797) * go_3(-1.0, -1.0);
result += mat4(-0.09450626, 0.025191775, -0.10738468, 0.16237053, 0.073676676, 0.12488881, -0.048748355, 0.007877263, 0.3572506, -0.07911043, 0.14684045, 0.0015310893, -0.33411503, -0.1151223, 0.004201752, 0.017775744) * go_3(-1.0, 0.0);
result += mat4(-0.10607509, -0.008143826, -0.08448629, -0.27557802, 0.0046665915, 0.008158659, 0.030826218, 0.020516023, 0.2333065, -0.017463414, -0.041772116, -0.03027809, -0.028166672, -0.080471426, 0.048199337, 0.08341059) * go_3(-1.0, 1.0);
result += mat4(-0.14640257, -0.18334304, -0.061674733, 0.0008892598, -0.2374775, -0.2721524, -0.040371176, 0.26362613, 0.19872928, -0.11246391, 0.0842288, 0.11188515, 0.0045209546, -0.04250933, -0.0738212, -0.069005966) * go_3(0.0, -1.0);
result += mat4(-0.08760266, 0.4816288, -0.21241407, 0.22734411, -0.1783721, -0.26842996, 0.099888, -0.2867675, 0.085521065, -0.3780281, -0.018543908, -0.039699722, 0.75688565, -0.5333645, 0.47567275, 0.09518891) * go_3(0.0, 0.0);
result += mat4(-0.04072665, 0.05998423, -0.48314768, -0.29495844, 0.10358383, -0.09816629, 0.028586809, -0.047708735, 0.008320228, 0.04089551, -0.18359782, -0.27615002, 0.12414414, -0.072417594, 0.25932562, 0.30268723) * go_3(0.0, 1.0);
result += mat4(0.14481631, 0.06484443, -0.09898657, -0.06553556, 0.25750044, -0.07265585, 0.12903488, -0.022347894, -0.04693863, -0.000107379274, 0.030295763, -0.0325354, 0.086214684, -0.021326948, 0.039682828, -0.034843277) * go_3(1.0, -1.0);
result += mat4(-0.031971477, -0.25145087, 0.03931631, 0.14262606, -0.06044626, 0.22820354, -0.10506207, 0.18064679, 0.0069641788, 0.01477993, -0.003626875, 0.118767865, 0.109416224, -0.002998205, 0.035680585, 0.07843882) * go_3(1.0, 0.0);
result += mat4(0.03375426, -0.059815384, 0.11632834, -0.12411481, 0.022583738, 0.02544465, -0.054889992, -0.07031964, -0.10140042, 0.16750422, -0.1448294, -0.09316004, 0.035582513, -0.026138382, -0.031955894, 0.040148776) * go_3(1.0, 1.0);
result += vec4(-0.03573331, 0.032919675, 0.011109369, 0.008329268);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x1x1x112
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_1_tf
//!BIND conv2d_1_tf1
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_4_tf
//!BIND conv2d_4_tf1
//!BIND conv2d_5_tf
//!BIND conv2d_5_tf1
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!SAVE conv2d_last_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0))
#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0))
#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0))
#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0))
#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0))
#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0))
#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0))
#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.11498094, -0.053904895, -0.11520678, -0.05479549, 0.028396055, 0.032767884, 0.052479446, 0.05257866, -0.25706592, -0.3454966, -0.24713765, -0.2854201, -0.10287636, 0.0023146886, -0.09190338, -0.011193905) * g_0;
result += mat4(-0.05461422, 0.008780496, -0.07738697, -0.032230727, -0.047554165, -0.025061952, -0.051897213, -0.009545297, -0.14548294, -0.15184018, -0.01313442, -0.015299784, -0.0007883845, -0.12866738, -0.15260352, -0.27081275) * g_1;
result += mat4(0.11007706, 0.035344437, 0.11020841, 0.0425353, 0.1613199, 0.18417408, 0.09274313, 0.11943135, 0.106862, 0.079875536, 0.0937752, 0.068030775, 0.029093558, -0.06441164, 0.06467169, -0.021989612) * g_2;
result += mat4(0.049548414, -0.012455486, 0.07185561, 0.021865537, 0.020969186, -0.03374196, -0.024260623, -0.07739141, 0.07164591, 0.12741035, 0.0379913, 0.076403245, 0.07049977, 0.0744538, 0.0062989634, 0.01818882) * g_3;
result += mat4(-0.12511204, -0.010836819, 0.13709816, 0.22472954, 0.21280868, -0.006484726, 0.17554289, -0.009977173, 0.078398876, 0.20698707, 0.13432744, 0.29740283, -0.24750128, -0.32757792, -0.19807857, -0.2537023) * g_4;
result += mat4(-0.27207088, -0.1385644, -0.2166476, -0.07687419, -0.20300622, -0.29678395, -0.13135734, -0.20851587, 0.0361364, 0.011243289, -0.06845459, -0.11796941, 0.11575868, 0.070215136, -0.10295678, -0.12281369) * g_5;
result += mat4(0.13619795, -0.0019436983, -0.12701888, -0.25933513, -0.20134166, 0.00062823144, -0.076756015, 0.11002947, 0.0059049693, -0.18756741, -0.0718802, -0.2589954, 0.23413423, 0.30107784, 0.14445266, 0.18920745) * g_6;
result += mat4(0.1494216, 0.0587532, 0.05478662, -0.039123338, 0.23322394, 0.29950607, 0.24384268, 0.27843767, -0.16094431, -0.04705998, -0.016345032, 0.028868208, -0.102872886, -0.04659664, 0.104105346, 0.14305067) * g_7;
result += mat4(-0.001037014, 0.010001526, -0.0052278573, 0.024779709, 0.06857274, 0.067640975, 0.085439384, 0.09242789, -0.066597246, -0.055928994, 0.0015658981, 0.016131008, -0.03524695, -0.018364554, -0.047754433, -0.014295886) * g_8;
result += mat4(-0.042207, 0.02835915, -0.1404656, -0.08563323, -0.030979915, -0.0673764, 0.10733943, 0.057902794, 0.00022424995, -0.0023634837, -0.10778953, -0.10202357, -0.020368295, -0.019088887, -0.06875738, -0.08504131) * g_9;
result += mat4(-0.00043458896, 0.00045652856, -0.02016843, -0.020062413, -0.08740103, -0.042085808, -0.10644177, -0.09226477, 0.11212161, -0.00048174805, 0.021872435, -0.05868698, 0.0333954, 0.058184672, 0.05532576, 0.07621587) * g_10;
result += mat4(0.054245148, 0.001020329, 0.09106849, 0.05303779, 0.009889632, 0.01309413, -0.09187347, -0.08618193, -0.011621187, 0.016222361, 0.061095525, 0.060885344, 0.078050986, 0.0111776795, 0.08829944, 0.032022282) * g_11;
result += mat4(0.01643529, 0.02285545, -0.03498564, 0.00769657, -0.0042474116, 0.015836312, -0.025771018, -0.0016368, -0.008897948, -0.012588166, -0.01416411, -0.003578984, 0.025991246, 0.021237152, 0.017450012, 0.025172485) * g_12;
result += mat4(0.014568868, 0.017796224, -0.036679734, -0.03138748, 0.019457601, -0.027607411, -0.004529679, -0.038048342, -0.054055385, -0.03876025, 0.041948095, 0.005869784, 0.02439633, 0.05177997, 0.016000897, 0.0057169925) * g_13;
result += mat4(-0.03021866, 0.017678728, -0.01371109, 0.013548159, -0.0038099394, -0.014066414, 0.028093752, 0.0027308422, -0.010615999, 0.012673458, -0.03028171, -0.016818244, -0.06530097, -0.018845048, -0.0072947564, -0.0038243714) * g_14;
result += mat4(-0.019006258, -0.007847591, 0.03690709, 0.06714211, 0.0073993434, -0.009766907, -0.0021441753, -0.01308625, 0.06658726, 0.06701995, -0.027305668, -0.016032105, -0.028976806, -0.0036668575, -0.0027825525, 0.0105632655) * g_15;
result += mat4(0.028945107, -0.0014701135, 0.048950657, -0.01923516, -0.0014054152, 0.002650635, -0.005300331, 0.004860559, 0.011158468, 0.005940625, -0.012095051, 0.0041518128, -0.020433836, -0.025870577, -0.0007547932, -0.026509356) * g_16;
result += mat4(-0.004545374, 0.04264545, 0.021741537, 0.029115127, 0.04225599, -0.0055392785, 0.026570829, -0.031795148, -0.008307126, 0.020176455, 0.010904648, 0.017765503, -0.10806103, -0.01776947, 0.00070428237, -0.06356262) * g_17;
result += mat4(-0.05663172, 0.05908046, -0.03837452, 0.06636983, -0.007960516, -0.06384041, 0.023125881, -0.030108837, 0.0038054318, -0.023263922, 0.020264054, -0.0062937695, 0.031630237, 0.020909082, 0.03594235, 0.035879835) * g_18;
result += mat4(-0.0050448794, 0.033650696, -0.002830413, 0.035174295, -0.024521282, 0.013054315, -0.020833842, 0.037953895, 0.08249671, 0.024239466, -0.012758333, -0.027316988, 0.051040914, 0.0005025873, 0.039778862, 0.0024668393) * g_19;
result += mat4(0.017232442, 0.022482058, 0.020233413, 0.024337437, 0.07986929, 0.06234036, 0.12662584, -0.05271183, -0.009718745, -0.0046989853, -0.0030333172, -0.04034237, -0.0113442, 0.022746231, -0.035293855, -0.009433693) * g_20;
result += mat4(0.015766997, 0.013647276, -0.029327558, 0.039106004, -0.010398323, -0.032851525, 0.02908329, -0.003789618, 0.12963496, 0.010851003, 0.1126276, -0.049255487, 0.06867432, 0.07970792, 0.017840397, -0.026481882) * g_21;
result += mat4(-0.058729574, -0.07886952, 0.033267397, 0.02755372, -0.0172006, 0.012404398, -0.0230168, -0.015059758, -0.09239916, -0.029533267, -0.043251917, 0.0035152994, 0.022931995, 0.101714484, -0.044946067, 0.094993) * g_22;
result += mat4(-0.04708704, -0.032475296, -0.03228093, -0.08810475, 0.013745045, 0.027828002, -0.031922746, 0.022986397, -0.061620213, -0.03694645, -0.055026993, 0.0031291894, -0.028799903, -0.0025357977, -0.03441407, 0.0028600092) * g_23;
result += mat4(0.058981724, -0.10447273, -0.088705614, 0.16546178, -0.023549391, -0.008831522, -0.018411588, 0.029640056, -0.068086684, -0.05414636, -0.029401174, 0.036180343, -0.031988926, -0.047249753, 0.008162177, 0.00548062) * g_24;
result += mat4(0.05287462, -0.030657746, 0.02821435, 0.037005343, 0.03534311, -0.15614955, 0.07085459, -0.11997641, -0.009156166, -0.021968868, -0.054147746, -0.07307657, -0.006428544, -0.017528288, 0.012614676, 0.037840024) * g_25;
result += mat4(-0.021977803, 0.047799855, 0.02660416, -0.07292106, 0.045195807, -0.0056674764, 0.10824326, -0.112114795, 0.1447127, -0.0119616175, 0.0011661504, -0.04553905, 0.13048342, 0.14574122, -0.105522245, -0.102792375) * g_26;
result += mat4(-0.16397473, 0.15785863, -0.06666504, -0.01682913, 0.06070918, 0.070222184, 0.037701584, 0.026657054, -0.0835267, -0.009457008, 0.13232987, 0.13508691, -0.056414206, -0.06818828, 0.079076104, 0.032249212) * g_27;
result += vec4(-0.10795144, -0.09953324, -0.055413827, -0.03875493);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x1x1x112
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_1_tf
//!BIND conv2d_1_tf1
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_4_tf
//!BIND conv2d_4_tf1
//!BIND conv2d_5_tf
//!BIND conv2d_5_tf1
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!SAVE conv2d_last_tf1
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0))
#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0))
#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0))
#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0))
#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0))
#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0))
#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0))
#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.024905335, -0.0020974763, 0.02695263, 0.00016802056, -0.024053082, -0.02133723, -0.031614035, -0.031826317, 0.120421864, 0.10555479, 0.08609448, 0.116875134, 0.046175968, 0.04224941, 0.059216674, 0.035143953) * g_0;
result += mat4(0.059397914, 0.016519934, 0.07189327, 0.047407165, 0.04808963, 0.02792908, 0.057017103, 0.034324065, 0.14228246, 0.11275426, 0.088058695, 0.059600517, 0.02063494, 0.052596953, 0.047207687, 0.08789091) * g_1;
result += mat4(-0.013453174, 0.008474715, -0.017593835, 0.009218917, 0.070580654, 0.040542338, 0.08812338, 0.074653216, -0.016356857, 0.015809007, -0.008739107, 0.0097674895, -0.018381525, -0.007775341, -0.040571664, -0.011188163) * g_2;
result += mat4(-0.026196122, -0.034825727, -0.042998232, -0.033436514, -0.01678153, -0.004592797, -0.010311677, 0.0008815291, -0.08899181, -0.10274026, -0.066960976, -0.082430154, -0.057137426, -0.07554528, -0.030993424, -0.050372377) * g_3;
result += mat4(0.022921838, -0.010479244, -0.050794605, -0.073633075, -0.053708922, 0.009594084, -0.071259, -0.01054356, 0.005165821, -0.08024963, -0.049251772, -0.09581235, 0.17995799, 0.09743011, 0.13533138, 0.11643848) * g_4;
result += mat4(0.09727046, 0.07292666, 0.06820908, 0.041535784, -0.0049705, 0.0048759184, -0.035702795, -0.015944308, -0.010730028, 0.018847652, 0.06466244, 0.086318985, -0.05661574, -0.040698618, 0.010839972, 0.0027009705) * g_5;
result += mat4(-0.04628466, 0.010060396, 0.02609333, 0.08664702, 0.057045907, 0.033591177, 0.02186063, -0.024303377, 0.006569828, 0.08025825, 0.016128821, 0.10180713, -0.12228169, -0.112990454, -0.078443415, -0.09126021) * g_6;
result += mat4(-0.12733299, -0.087755, -0.07374111, -0.044979006, -0.025347412, -0.004083168, 0.023782173, 0.02900392, -0.017815407, -0.041119996, -0.057978686, -0.13521095, 0.08364004, 0.06950181, 0.023554614, 0.008043734) * g_7;
result += mat4(0.009062775, -0.003570175, -0.007378757, -0.0018487388, 0.01145638, 0.05217187, -0.008250244, 0.008433307, -0.056756936, -0.044681005, -0.08096105, -0.08033185, -0.023784965, -0.01859799, 0.013042476, 0.021188647) * g_8;
result += mat4(-0.0071619656, -0.012498299, -0.05144986, -0.078112476, -0.034992415, -0.017038302, -0.04464615, -0.044504963, 0.024249, -0.004297534, 0.03674578, 0.03090718, 0.04698553, 0.008344952, 0.057619847, -0.0338724) * g_9;
result += mat4(-0.011845145, -0.0045043705, -1.6646482e-06, -0.0038495932, -0.01992515, 0.004827126, 0.019493148, 0.00862289, 0.10151322, 0.0021909082, 0.09940764, 0.03728846, 0.027824005, 0.04358071, 0.014909185, 0.036326095) * g_10;
result += mat4(0.022513246, 0.028257169, 0.0102195935, 0.03301329, 0.052253865, -0.0021944977, 0.08247392, 0.03256867, -0.040685873, -0.0052207555, -0.0451257, -0.054165114, 0.01647699, 0.0028809097, -0.015233776, -0.0008741886) * g_11;
result += mat4(0.017371105, 0.01597189, -0.052552313, -0.008554715, -0.0023150423, 0.006076517, -0.012868931, 0.0039361073, -0.007524978, -0.004284313, -0.021520883, -0.010327569, 0.02543678, 0.008725823, -0.0073885336, 0.005528395) * g_12;
result += mat4(0.019192757, 0.016561812, 0.0027538154, 0.0013078215, 0.007916496, -0.042525183, -0.013173432, -0.05265476, -0.062195376, -0.011255499, 0.020898128, 0.021532273, -0.001524097, 0.034835674, -0.004051403, -0.0292426) * g_13;
result += mat4(-0.049191684, -9.43322e-06, -0.009106849, 0.012845289, -0.019482708, -0.011163468, 0.0034011535, -0.007062845, -0.006469714, 0.03177786, -0.033006195, -0.0006813464, -0.053963087, 0.00085209147, 0.02734121, 0.034086403) * g_14;
result += mat4(-0.03232248, -0.004037002, -0.010319106, 0.030889064, 0.019604538, 0.0020888883, 0.010277864, 0.000661223, 0.057915937, 0.030683514, 0.00042533095, -0.013019287, -0.015896408, 0.0038484468, -0.0042103594, 0.02174542) * g_15;
result += mat4(0.032975145, 0.0011456647, 0.04913679, -0.017063798, 0.0117176045, 0.007440557, 0.0020480808, 0.009415731, 0.027573857, 0.015140836, -0.01679426, -0.006124731, -0.03206279, -0.029842237, -0.010428016, -0.028513178) * g_16;
result += mat4(-0.00506859, 0.055869613, 0.010164368, 0.027031485, 0.042289548, -0.0054258504, 0.032214936, -0.029970925, -0.0058315448, 0.022889478, 0.01681123, 0.02985076, -0.111186065, -0.02202099, 0.0030994313, -0.062343158) * g_17;
result += mat4(-0.060951103, 0.06079555, -0.0396464, 0.070911355, -0.011480358, -0.06803282, 0.01637355, -0.043100975, -0.00423709, -0.028337711, 0.021635853, 0.0014857082, 0.030084312, 0.018155476, 0.043694943, 0.038795974) * g_18;
result += mat4(-0.0060662925, 0.029721662, -0.008117774, 0.034551267, -0.024477571, 0.018841071, -0.027095588, 0.034495078, 0.082398005, 0.008998768, -0.016399248, -0.043801688, 0.05936684, 0.006066549, 0.045399766, 3.5319943e-05) * g_19;
result += mat4(0.019259382, 0.02494012, 0.029301709, 0.028329274, 0.09122267, 0.06900443, 0.1412115, -0.043169618, -0.01627418, -0.004989528, -0.0042651827, -0.04556752, -0.023623291, 0.013007996, -0.04483056, -0.015727345) * g_20;
result += mat4(0.016332543, 0.016384754, -0.030676385, 0.045312885, -0.0100853555, -0.032632045, 0.031514473, -0.0070776115, 0.13642761, 0.0023589598, 0.12214136, -0.062155515, 0.08240989, 0.08894205, 0.03325406, -0.016589595) * g_21;
result += mat4(-0.06494277, -0.08158925, 0.030425413, 0.019835634, -0.012624623, 0.013942616, -0.030527417, -0.021668324, -0.09444672, -0.033064254, -0.044167448, 0.0011024752, 0.03210801, 0.12662941, -0.03912534, 0.1112649) * g_22;
result += mat4(-0.04716062, -0.03751481, -0.031030515, -0.09067383, 0.0077815712, 0.02169541, -0.035285182, 0.02290573, -0.0704085, -0.03916127, -0.058103334, 0.004915147, -0.0333844, -0.011548617, -0.031151932, -0.00043817286) * g_23;
result += mat4(0.05976319, -0.107285, -0.097245865, 0.17706421, -0.021453341, -0.0047738464, -0.017621001, 0.033400454, -0.07225561, -0.05599672, -0.027600193, 0.038664024, -0.03762786, -0.052429967, 0.0104017975, 0.007116869) * g_24;
result += mat4(0.06014114, -0.029824806, 0.03209269, 0.04392036, 0.031300627, -0.16249833, 0.06878509, -0.12658615, -0.012383169, -0.025043553, -0.06527381, -0.08149099, -0.014006842, -0.018669648, 0.014510818, 0.042045828) * g_25;
result += mat4(-0.023342922, 0.047104675, 0.029629575, -0.082307704, 0.04035797, -0.0013049254, 0.11085582, -0.11031226, 0.14778149, -0.016699014, -0.00634342, -0.055320874, 0.14306462, 0.15896587, -0.110229075, -0.1069649) * g_26;
result += mat4(-0.17449625, 0.15787153, -0.06711028, -0.023110518, 0.06862914, 0.074063435, 0.042682912, 0.029800726, -0.08768606, -0.009814701, 0.14180017, 0.14780663, -0.05672417, -0.074305914, 0.07873489, 0.028458012) * g_27;
result += vec4(0.06026231, 0.040204916, 0.037672628, 0.023496555);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x1x1x112
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_1_tf
//!BIND conv2d_1_tf1
//!BIND conv2d_2_tf
//!BIND conv2d_2_tf1
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_4_tf
//!BIND conv2d_4_tf1
//!BIND conv2d_5_tf
//!BIND conv2d_5_tf1
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!SAVE conv2d_last_tf2
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0))
#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0))
#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0))
#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0))
#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0))
#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0))
#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0))
#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.1765669, 0.14268716, 0.19186598, 0.15799578, 0.016374417, 0.018578433, 0.0039475, 0.0046772263, 0.39840183, 0.36909792, 0.35409746, 0.37422222, -0.108508386, -0.1331279, -0.10336035, -0.14776541) * g_0;
result += mat4(-0.057757027, -0.14071062, -0.025283009, -0.09397916, -0.09031894, -0.14219165, -0.08299535, -0.13970287, -0.12259208, -0.14382727, -0.22002274, -0.25016093, -0.048906635, 0.06620249, 0.016965045, 0.1295978) * g_1;
result += mat4(-0.16748372, -0.13718611, -0.18565705, -0.15029612, -0.080749065, -0.09955825, 0.032431383, 0.023855643, -0.2748885, -0.23232168, -0.29121292, -0.26405892, 0.16556135, 0.18657646, 0.1424068, 0.18855052) * g_2;
result += mat4(0.10960496, 0.10851629, 0.095003806, 0.11053746, 0.09885307, 0.14437789, 0.13191165, 0.17365928, 0.16558935, 0.15473324, 0.21136154, 0.19976667, -0.07267957, -0.11469687, -0.029134216, -0.06817615) * g_3;
result += mat4(0.10202856, 0.04216857, -0.03959349, -0.09849683, -0.1576996, -0.049997438, -0.1579918, -0.058789205, 0.029792828, -0.07311781, -0.045432188, -0.11312683, 0.24257647, 0.16204113, 0.17869382, 0.16024388) * g_4;
result += mat4(0.17193612, 0.12692013, 0.13177487, 0.0796725, 0.0797928, 0.08952722, -0.012468046, 0.011071511, -0.068559825, -0.024852324, 0.0526428, 0.07917346, -0.085534215, -0.09591339, 0.04615827, 0.024577664) * g_5;
result += mat4(-0.14653449, -0.067267366, -0.002524394, 0.086243175, 0.13660401, 0.08039592, 0.09179008, 0.022573143, -0.024744196, 0.09120211, 0.017654825, 0.14114714, -0.16093308, -0.14538004, -0.09950235, -0.111152865) * g_6;
result += mat4(-0.188637, -0.12968326, -0.1200479, -0.06537649, -0.12589337, -0.106242515, -0.02788782, -0.025949068, 0.04948153, 0.02222735, -0.025291357, -0.12379292, 0.11074645, 0.11902375, -0.00056989543, -0.0024386419) * g_7;
result += mat4(0.018286629, 0.0072215167, 0.00037828335, 0.0047001047, 0.011478272, 0.041745186, -0.015742473, -0.002282524, -0.03440817, -0.02196847, -0.07838253, -0.07993771, -0.010155526, -0.017590692, 0.027141469, 0.029741213) * g_8;
result += mat4(0.016512005, 0.004950637, -0.0238836, -0.05587327, -0.03164328, -0.009499985, -0.059880238, -0.061794154, 0.023154303, -0.013266373, 0.04701534, 0.0415862, 0.06357814, 0.033057794, 0.08389772, 0.00035060212) * g_9;
result += mat4(-0.016403968, -0.012538788, -0.0015746636, -0.004771009, -0.021361275, -0.009695242, 0.020548422, -0.0024130535, 0.07796766, -0.01516671, 0.09961382, 0.042754963, 0.017363647, 0.03729065, -0.004795824, 0.01550197) * g_10;
result += mat4(-0.0028093113, 0.011869523, -0.02216933, 0.011177349, 0.033342455, -0.021146454, 0.07830085, 0.032490104, -0.03281833, 0.0060484232, -0.04081057, -0.04945058, -0.0056189033, -0.010636801, -0.041949317, -0.025739705) * g_11;
result += mat4(0.012979897, 0.016758928, -0.049062215, -0.0035748442, 0.0085972, 0.0036381132, -0.0055621094, 0.0041307937, -0.0008907763, -0.0034079372, -0.025680453, -0.015531803, 0.012816766, 0.009977763, -0.016416566, 0.0034859509) * g_12;
result += mat4(0.021753248, 0.016452711, 0.009833835, 0.0065052663, 0.0014061348, -0.046160888, -0.0132271005, -0.05051269, -0.05746351, -0.0012690664, 0.017191738, 0.018192926, -0.008879476, 0.026354216, -0.012801991, -0.029587373) * g_13;
result += mat4(-0.04220692, -0.0015560482, -0.0019648245, 0.013402305, -0.018259782, -0.0036008905, 0.0035650074, -0.0019178417, 0.00051580026, 0.027355857, -0.017914988, 0.004937948, -0.046335887, 0.00013612259, 0.030293299, 0.030688645) * g_14;
result += mat4(-0.036683388, -0.0031274238, -0.026074665, 0.021684237, 0.022639066, 0.0022493738, 0.011508554, -0.0006385944, 0.04890418, 0.020119468, 0.004167364, -0.008356099, -0.008598796, 0.0089028, -0.0029575853, 0.016687104) * g_15;
result += mat4(0.027207986, 0.0011099194, 0.042383645, -0.015179333, 0.014744431, 0.006148344, 0.005165422, 0.0070196544, 0.030286826, 0.016620956, -0.01611366, -0.00667594, -0.029524863, -0.024751091, -0.013321004, -0.025199674) * g_16;
result += mat4(0.0027477827, 0.054622147, 0.010154094, 0.025437292, 0.031773083, -0.01055473, 0.022864206, -0.029010754, -0.0029999653, 0.025018329, 0.015316208, 0.027188798, -0.10096525, -0.017268656, 0.0012529213, -0.062078856) * g_17;
result += mat4(-0.053670805, 0.057336535, -0.037418038, 0.06443577, -0.016027879, -0.058168363, 0.007034215, -0.03390141, -0.0019346164, -0.027947908, 0.021723913, -0.0018286633, 0.030507812, 0.018293543, 0.042917266, 0.033528328) * g_18;
result += mat4(-0.004559579, 0.029667616, -0.001870353, 0.0378995, -0.017147437, 0.020192018, -0.021574946, 0.031568103, 0.07487145, 0.0032376775, -0.018893708, -0.041981626, 0.054478757, 0.0061423797, 0.041280247, 0.000878061) * g_19;
result += mat4(0.017076394, 0.023647636, 0.029403262, 0.029923365, 0.08866472, 0.060613394, 0.1314274, -0.04490231, -0.016304834, -0.0062647443, -0.0031828512, -0.03989252, -0.024330825, 0.00741213, -0.04075287, -0.01615817) * g_20;
result += mat4(0.017866978, 0.017720113, -0.02846163, 0.040761847, -0.0063438355, -0.02347501, 0.029564403, -0.0029562064, 0.12505588, -0.0073986333, 0.11250363, -0.06179967, 0.07854423, 0.08546533, 0.034743227, -0.010757377) * g_21;
result += mat4(-0.06416677, -0.08344284, 0.030138884, 0.017635904, -0.012087523, 0.014205202, -0.03221233, -0.023834767, -0.091186255, -0.028958676, -0.04724334, 0.00013161585, 0.027391518, 0.1249978, -0.045047652, 0.10737729) * g_22;
result += mat4(-0.04326348, -0.03543181, -0.029558217, -0.08582413, 0.007812453, 0.014296562, -0.028779754, 0.018517692, -0.063755795, -0.036619596, -0.050809663, 0.005431336, -0.029205568, -0.011827915, -0.031110523, -0.005648626) * g_23;
result += mat4(0.05499293, -0.10000709, -0.0943537, 0.16143042, -0.019952895, -0.0039807972, -0.014841254, 0.0320363, -0.065173544, -0.049425576, -0.023904482, 0.03759679, -0.03207411, -0.047782745, 0.01352581, 0.008140566) * g_24;
result += mat4(0.055923894, -0.025134467, 0.029583648, 0.04096879, 0.027551858, -0.14995384, 0.06467113, -0.11633077, -0.01563784, -0.026909819, -0.06292879, -0.078409635, -0.009081105, -0.015533088, 0.019585673, 0.04334208) * g_25;
result += mat4(-0.021717606, 0.042464726, 0.02743202, -0.07388838, 0.03460472, 0.0038285658, 0.099842004, -0.098247, 0.13276267, -0.020793032, -0.008603039, -0.051913783, 0.12959045, 0.14735717, -0.10888226, -0.10263746) * g_26;
result += mat4(-0.16819532, 0.141579, -0.062480718, -0.021918943, 0.06348125, 0.06849444, 0.03888676, 0.027375204, -0.08194279, -0.012574497, 0.13523251, 0.13739482, -0.047547445, -0.058767617, 0.07009549, 0.028136581) * g_27;
result += vec4(0.069033325, 0.040207114, 0.027286075, 0.0065334598);
return result;
}
//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Depth-to-Space
//!HOOK MAIN
//!BIND MAIN
//!BIND conv2d_last_tf
//!BIND conv2d_last_tf1
//!BIND conv2d_last_tf2
//!SAVE MAIN
//!WIDTH conv2d_last_tf.w 2 *
//!HEIGHT conv2d_last_tf.h 2 *
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
vec4 hook() {
vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size);
ivec2 i0 = ivec2(f0 * vec2(2.0));
float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x];
vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size);
ivec2 i1 = ivec2(f1 * vec2(2.0));
float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x];
vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size);
ivec2 i2 = ivec2(f2 * vec2(2.0));
float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x];
float c3 = c2;
return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DTD_x2.glsl
+612
View File
@@ -0,0 +1,612 @@
// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Luma
//!HOOK MAIN
//!BIND HOOKED
//!SAVE LINELUMA
//!COMPONENTS 1
float get_luma(vec4 rgba) {
return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba);
}
vec4 hook() {
return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!SAVE MMKERNEL
//!COMPONENTS 1
#define L_tex LINELUMA_tex
#define SIGMA 1.0
float gaussian(float x, float s, float m) {
return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0));
}
float lumGaussian(vec2 pos, vec2 d) {
float s = SIGMA * HOOKED_size.y / 1080.0;
float kernel_size = s * 2.0 + 1.0;
float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0);
float gn = gaussian(0.0, s, 0.0);
g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0);
gn += gaussian(1.0, s, 0.0) * 2.0;
for (int i=2; float(i)<kernel_size; i++) {
g += (L_tex(pos - (d * float(i))).x + L_tex(pos + (d * float(i))).x) * gaussian(float(i), s, 0.0);
gn += gaussian(float(i), s, 0.0) * 2.0;
}
return g / gn;
}
vec4 hook() {
return vec4(lumGaussian(HOOKED_pos, vec2(HOOKED_pt.x, 0)));
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!BIND MMKERNEL
//!SAVE MMKERNEL
//!COMPONENTS 1
#define L_tex MMKERNEL_tex
#define SIGMA 1.0
float gaussian(float x, float s, float m) {
return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0));
}
float lumGaussian(vec2 pos, vec2 d) {
float s = SIGMA * HOOKED_size.y / 1080.0;
float kernel_size = s * 2.0 + 1.0;
float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0);
float gn = gaussian(0.0, s, 0.0);
g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0);
gn += gaussian(1.0, s, 0.0) * 2.0;
for (int i=2; float(i)<kernel_size; i++) {
g += (L_tex(pos - (d * float(i))).x + L_tex(pos + (d * float(i))).x) * gaussian(float(i), s, 0.0);
gn += gaussian(float(i), s, 0.0) * 2.0;
}
return g / gn;
}
vec4 hook() {
return vec4(min(LINELUMA_tex(HOOKED_pos).x - lumGaussian(HOOKED_pos, vec2(0, HOOKED_pt.y)), 0.0));
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND MMKERNEL
//!SAVE MMKERNEL
//!COMPONENTS 1
#define L_tex MMKERNEL_tex
#define SIGMA 0.4
float gaussian(float x, float s, float m) {
return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0));
}
float lumGaussian(vec2 pos, vec2 d) {
float s = SIGMA * HOOKED_size.y / 1080.0;
float kernel_size = s * 2.0 + 1.0;
float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0);
float gn = gaussian(0.0, s, 0.0);
g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0);
gn += gaussian(1.0, s, 0.0) * 2.0;
for (int i=2; float(i)<kernel_size; i++) {
g += (L_tex(pos - (d * float(i))).x + L_tex(pos + (d * float(i))).x) * gaussian(float(i), s, 0.0);
gn += gaussian(float(i), s, 0.0) * 2.0;
}
return g / gn;
}
vec4 hook() {
return vec4(lumGaussian(HOOKED_pos, vec2(HOOKED_pt.x, 0)));
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND MMKERNEL
//!SAVE MMKERNEL
//!COMPONENTS 1
#define L_tex MMKERNEL_tex
#define SIGMA 0.4
float gaussian(float x, float s, float m) {
return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0));
}
float lumGaussian(vec2 pos, vec2 d) {
float s = SIGMA * HOOKED_size.y / 1080.0;
float kernel_size = s * 2.0 + 1.0;
float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0);
float gn = gaussian(0.0, s, 0.0);
g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0);
gn += gaussian(1.0, s, 0.0) * 2.0;
for (int i=2; float(i)<kernel_size; i++) {
g += (L_tex(pos - (d * float(i))).x + L_tex(pos + (d * float(i))).x) * gaussian(float(i), s, 0.0);
gn += gaussian(float(i), s, 0.0) * 2.0;
}
return g / gn;
}
vec4 hook() {
return vec4(lumGaussian(HOOKED_pos, vec2(0, HOOKED_pt.y)));
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND MMKERNEL
#define STRENGTH 1.8 //Line darken proportional strength, higher is darker.
vec4 hook() {
float c = (MMKERNEL_tex(HOOKED_pos).x) * STRENGTH;
//This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709)
//Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB.
return HOOKED_tex(HOOKED_pos) + c;
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Luma
//!HOOK MAIN
//!BIND HOOKED
//!SAVE LINELUMA
//!COMPONENTS 1
float get_luma(vec4 rgba) {
return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba);
}
vec4 hook() {
return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!SAVE LUMAD
//!COMPONENTS 2
#define L_tex LINELUMA_tex
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l c r]
//[bl b br]
float l = L_tex(HOOKED_pos + vec2(-d.x, 0)).x;
float c = L_tex(HOOKED_pos).x;
float r = L_tex(HOOKED_pos + vec2(d.x, 0)).x;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (-l + r);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (l + c + c + r);
//Computes the luminance's gradient
return vec4(xgrad, ygrad, 0, 0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!SAVE LUMAD
//!COMPONENTS 1
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l cc r]
//[bl b br]
float tx = LUMAD_tex(HOOKED_pos + vec2(0, -d.y)).x;
float cx = LUMAD_tex(HOOKED_pos).x;
float bx = LUMAD_tex(HOOKED_pos + vec2(0, d.y)).x;
float ty = LUMAD_tex(HOOKED_pos + vec2(0, -d.y)).y;
//float cy = LUMAD_tex(HOOKED_pos).y;
float by = LUMAD_tex(HOOKED_pos + vec2(0, d.y)).y;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (tx + cx + cx + bx) / 8.0;
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (-ty + by) / 8.0;
//Computes the luminance's gradient
float norm = sqrt(xgrad * xgrad + ygrad * ygrad);
return vec4(pow(norm, 0.7));
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!SAVE LUMADG
//!COMPONENTS 1
#define L_tex LUMAD_tex
#define SIGMA (HOOKED_size.y / 1080.0) * 2.0
#define KERNELSIZE (SIGMA * 2.0 + 1.0)
float gaussian(float x, float s, float m) {
return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0));
}
float lumGaussian(vec2 pos, vec2 d) {
float g = (L_tex(pos).x) * gaussian(0.0, SIGMA, 0.0);
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, SIGMA, 0.0);
for (int i=2; float(i)<KERNELSIZE; i++) {
g = g + (L_tex(pos - (d * float(i))).x + L_tex(pos + (d * float(i))).x) * gaussian(float(i), SIGMA, 0.0);
}
return g;
}
vec4 hook() {
return vec4(lumGaussian(HOOKED_pos, vec2(HOOKED_pt.x, 0)));
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!BIND LUMADG
//!SAVE LUMAD
//!COMPONENTS 1
#define L_tex LUMADG_tex
#define SIGMA (HOOKED_size.y / 1080.0) * 2.0
#define KERNELSIZE (SIGMA * 2.0 + 1.0)
float gaussian(float x, float s, float m) {
return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0));
}
float lumGaussian(vec2 pos, vec2 d) {
float g = (L_tex(pos).x) * gaussian(0.0, SIGMA, 0.0);
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, SIGMA, 0.0);
for (int i=2; float(i)<KERNELSIZE; i++) {
g = g + (L_tex(pos - (d * float(i))).x + L_tex(pos + (d * float(i))).x) * gaussian(float(i), SIGMA, 0.0);
}
return g;
}
vec4 hook() {
float g = lumGaussian(HOOKED_pos, vec2(0, HOOKED_pt.y));
return vec4(g);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!SAVE LUMAD2
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l c r]
//[bl b br]
float l = LUMAD_tex(HOOKED_pos + vec2(-d.x, 0)).x;
float c = LUMAD_tex(HOOKED_pos).x;
float r = LUMAD_tex(HOOKED_pos + vec2(d.x, 0)).x;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (-l + r);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (l + c + c + r);
//Computes the luminance's gradient
return vec4(xgrad, ygrad, 0, 0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD2
//!SAVE LUMAD2
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l cc r]
//[bl b br]
float tx = LUMAD2_tex(HOOKED_pos + vec2(0, -d.y)).x;
float cx = LUMAD2_tex(HOOKED_pos).x;
float bx = LUMAD2_tex(HOOKED_pos + vec2(0, d.y)).x;
float ty = LUMAD2_tex(HOOKED_pos + vec2(0, -d.y)).y;
//float cy = LUMAD2_tex(HOOKED_pos).y;
float by = LUMAD2_tex(HOOKED_pos + vec2(0, d.y)).y;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (tx + cx + cx + bx) / 8.0;
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (-ty + by) / 8.0;
//Computes the luminance's gradient
return vec4(xgrad, ygrad, 0, 0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!BIND LUMAD2
//!SAVE MAINTEMPTHIN
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
#define STRENGTH 0.4 //Strength of warping for each iteration
#define ITERATIONS 1 //Number of iterations for the forwards solver, decreasing strength and increasing iterations improves quality at the cost of speed.
#define L_tex HOOKED_tex
vec4 hook() {
vec2 d = HOOKED_pt;
float relstr = HOOKED_size.y / 1080.0 * STRENGTH;
vec2 pos = HOOKED_pos;
for (int i=0; i<ITERATIONS; i++) {
vec2 dn = LUMAD2_tex(pos).xy;
vec2 dd = (dn / (length(dn) + 0.01)) * d * relstr; //Quasi-normalization for large vectors, avoids divide by zero
pos -= dd;
}
return L_tex(pos);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Luma
//!HOOK MAIN
//!BIND HOOKED
//!BIND MAINTEMPTHIN
//!COMPONENTS 1
//!SAVE MAINTEMP
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
float get_luma(vec4 rgba) {
return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba);
}
vec4 hook() {
return vec4(get_luma(MAINTEMPTHIN_tex(HOOKED_pos)), 0.0, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND MAINTEMP
//!SAVE MMKERNEL
//!COMPONENTS 3
#define L_tex MAINTEMP_tex
float max3v(float a, float b, float c) {
return max(max(a, b), c);
}
float min3v(float a, float b, float c) {
return min(min(a, b), c);
}
vec2 minmax3(vec2 pos, vec2 d) {
float a = L_tex(pos - d).x;
float b = L_tex(pos).x;
float c = L_tex(pos + d).x;
return vec2(min3v(a, b, c), max3v(a, b, c));
}
float lumGaussian7(vec2 pos, vec2 d) {
float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136;
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477;
g = g + (L_tex(pos).x) * 0.38774;
return g;
}
vec4 hook() {
return vec4(lumGaussian7(HOOKED_pos, vec2(HOOKED_pt.x, 0)), minmax3(HOOKED_pos, vec2(HOOKED_pt.x, 0)), 0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND MMKERNEL
//!SAVE MMKERNEL
//!COMPONENTS 3
#define L_tex MMKERNEL_tex
float max3v(float a, float b, float c) {
return max(max(a, b), c);
}
float min3v(float a, float b, float c) {
return min(min(a, b), c);
}
vec2 minmax3(vec2 pos, vec2 d) {
float a0 = L_tex(pos - d).y;
float b0 = L_tex(pos).y;
float c0 = L_tex(pos + d).y;
float a1 = L_tex(pos - d).z;
float b1 = L_tex(pos).z;
float c1 = L_tex(pos + d).z;
return vec2(min3v(a0, b0, c0), max3v(a1, b1, c1));
}
float lumGaussian7(vec2 pos, vec2 d) {
float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136;
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477;
g = g + (L_tex(pos).x) * 0.38774;
return g;
}
vec4 hook() {
return vec4(lumGaussian7(HOOKED_pos, vec2(0, HOOKED_pt.y)), minmax3(HOOKED_pos, vec2(0, HOOKED_pt.y)), 0);
}
//!DESC Anime4K-v3.2-Upscale-DTD-x2
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND MAINTEMPTHIN
//!BIND MAINTEMP
//!BIND MMKERNEL
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
#define STRENGTH 0.5 //De-blur proportional strength, higher is sharper. However, it is better to tweak BLUR_CURVE instead to avoid ringing.
#define BLUR_CURVE 0.8 //De-blur power curve, lower is sharper. Good values are between 0.3 - 1. Values greater than 1 softens the image;
#define BLUR_THRESHOLD 0.1 //Value where curve kicks in, used to not de-blur already sharp edges. Only de-blur values that fall below this threshold.
#define NOISE_THRESHOLD 0.004 //Value where curve stops, used to not sharpen noise. Only de-blur values that fall above this threshold.
#define L_tex MAINTEMP_tex
vec4 hook() {
float c = (L_tex(HOOKED_pos).x - MMKERNEL_tex(HOOKED_pos).x) * STRENGTH;
float t_range = BLUR_THRESHOLD - NOISE_THRESHOLD;
float c_t = abs(c);
if (c_t > NOISE_THRESHOLD) {
c_t = (c_t - NOISE_THRESHOLD) / t_range;
c_t = pow(c_t, BLUR_CURVE);
c_t = c_t * t_range + NOISE_THRESHOLD;
c_t = c_t * sign(c);
} else {
c_t = c;
}
float cc = clamp(c_t + L_tex(HOOKED_pos).x, MMKERNEL_tex(HOOKED_pos).y, MMKERNEL_tex(HOOKED_pos).z) - L_tex(HOOKED_pos).x;
//This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709)
//Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB.
return MAINTEMPTHIN_tex(HOOKED_pos) + cc;
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_DoG_x2.glsl
+157
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// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Luma
//!HOOK MAIN
//!BIND HOOKED
//!SAVE LINELUMA
//!COMPONENTS 1
float get_luma(vec4 rgba) {
return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba);
}
vec4 hook() {
return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!SAVE GAUSS_X2
//!COMPONENTS 3
#define L_tex LINELUMA_tex
float max3v(float a, float b, float c) {
return max(max(a, b), c);
}
float min3v(float a, float b, float c) {
return min(min(a, b), c);
}
vec2 minmax3(vec2 pos, vec2 d) {
float a = L_tex(pos - d).x;
float b = L_tex(pos).x;
float c = L_tex(pos + d).x;
return vec2(min3v(a, b, c), max3v(a, b, c));
}
float lumGaussian7(vec2 pos, vec2 d) {
float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136;
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477;
g = g + (L_tex(pos).x) * 0.38774;
return g;
}
vec4 hook() {
return vec4(lumGaussian7(HOOKED_pos, vec2(HOOKED_pt.x, 0)), minmax3(HOOKED_pos, vec2(HOOKED_pt.x, 0)), 0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND GAUSS_X2
//!SAVE GAUSS_X2
//!COMPONENTS 3
#define L_tex GAUSS_X2_tex
float max3v(float a, float b, float c) {
return max(max(a, b), c);
}
float min3v(float a, float b, float c) {
return min(min(a, b), c);
}
vec2 minmax3(vec2 pos, vec2 d) {
float a0 = L_tex(pos - d).y;
float b0 = L_tex(pos).y;
float c0 = L_tex(pos + d).y;
float a1 = L_tex(pos - d).z;
float b1 = L_tex(pos).z;
float c1 = L_tex(pos + d).z;
return vec2(min3v(a0, b0, c0), max3v(a1, b1, c1));
}
float lumGaussian7(vec2 pos, vec2 d) {
float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136;
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477;
g = g + (L_tex(pos).x) * 0.38774;
return g;
}
vec4 hook() {
return vec4(lumGaussian7(HOOKED_pos, vec2(0, HOOKED_pt.y)), minmax3(HOOKED_pos, vec2(0, HOOKED_pt.y)), 0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Apply
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!BIND GAUSS_X2
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
#define STRENGTH 0.6 //De-blur proportional strength, higher is sharper. However, it is better to tweak BLUR_CURVE instead to avoid ringing.
#define BLUR_CURVE 0.6 //De-blur power curve, lower is sharper. Good values are between 0.3 - 1. Values greater than 1 softens the image;
#define BLUR_THRESHOLD 0.1 //Value where curve kicks in, used to not de-blur already sharp edges. Only de-blur values that fall below this threshold.
#define NOISE_THRESHOLD 0.001 //Value where curve stops, used to not sharpen noise. Only de-blur values that fall above this threshold.
#define L_tex LINELUMA_tex
vec4 hook() {
float c = (L_tex(HOOKED_pos).x - GAUSS_X2_tex(HOOKED_pos).x) * STRENGTH;
float t_range = BLUR_THRESHOLD - NOISE_THRESHOLD;
float c_t = abs(c);
if (c_t > NOISE_THRESHOLD && c_t < BLUR_THRESHOLD) {
c_t = (c_t - NOISE_THRESHOLD) / t_range;
c_t = pow(c_t, BLUR_CURVE);
c_t = c_t * t_range + NOISE_THRESHOLD;
c_t = c_t * sign(c);
} else {
c_t = c;
}
float cc = clamp(c_t + L_tex(HOOKED_pos).x, GAUSS_X2_tex(HOOKED_pos).y, GAUSS_X2_tex(HOOKED_pos).z) - L_tex(HOOKED_pos).x;
//This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709)
//Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB.
return HOOKED_tex(HOOKED_pos) + cc;
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_Original_x2.glsl
+277
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// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Luma
//!HOOK MAIN
//!BIND HOOKED
//!SAVE LINELUMA
//!COMPONENTS 1
float get_luma(vec4 rgba) {
return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba);
}
vec4 hook() {
return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-X
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!SAVE LUMAD
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l c r]
//[bl b br]
float l = LINELUMA_tex(HOOKED_pos + vec2(-d.x, 0.0)).x;
float c = LINELUMA_tex(HOOKED_pos).x;
float r = LINELUMA_tex(HOOKED_pos + vec2(d.x, 0.0)).x;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (-l + r);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (l + c + c + r);
//Computes the luminance's gradient
return vec4(xgrad, ygrad, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-Y
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!SAVE LUMAD
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
/* --------------------- SETTINGS --------------------- */
//Strength of edge refinement, good values are between 0.2 and 4
#define REFINE_STRENGTH 1.0
/* --- MODIFY THESE SETTINGS BELOW AT YOUR OWN RISK --- */
//Bias of the refinement function, good values are between 0 and 1
#define REFINE_BIAS 0.0
//Polynomial fit obtained by minimizing MSE error on image
#define P5 ( 11.68129591)
#define P4 (-42.46906057)
#define P3 ( 60.28286266)
#define P2 (-41.84451327)
#define P1 ( 14.05517353)
#define P0 (-1.081521930)
/* ----------------- END OF SETTINGS ----------------- */
float power_function(float x) {
float x2 = x * x;
float x3 = x2 * x;
float x4 = x2 * x2;
float x5 = x2 * x3;
return P5*x5 + P4*x4 + P3*x3 + P2*x2 + P1*x + P0;
}
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l cc r]
//[bl b br]
float tx = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).x;
float cx = LUMAD_tex(HOOKED_pos).x;
float bx = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).x;
float ty = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).y;
//float cy = LUMAD_tex(HOOKED_pos).y;
float by = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).y;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (tx + cx + cx + bx);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (-ty + by);
//Computes the luminance's gradient
float sobel_norm = clamp(sqrt(xgrad * xgrad + ygrad * ygrad), 0.0, 1.0);
float dval = clamp(power_function(clamp(sobel_norm, 0.0, 1.0)) * REFINE_STRENGTH + REFINE_BIAS, 0.0, 1.0);
return vec4(sobel_norm, dval, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-X
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!SAVE LUMAMM
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
if (LUMAD_tex(HOOKED_pos).y < 0.1) {
return vec4(0.0);
}
//[tl t tr]
//[ l c r]
//[bl b br]
float l = LUMAD_tex(HOOKED_pos + vec2(-d.x, 0.0)).x;
float c = LUMAD_tex(HOOKED_pos).x;
float r = LUMAD_tex(HOOKED_pos + vec2(d.x, 0.0)).x;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (-l + r);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (l + c + c + r);
return vec4(xgrad, ygrad, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-Y
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!BIND LUMAMM
//!SAVE LUMAMM
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
if (LUMAD_tex(HOOKED_pos).y < 0.1) {
return vec4(0.0);
}
//[tl t tr]
//[ l cc r]
//[bl b br]
float tx = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).x;
float cx = LUMAMM_tex(HOOKED_pos).x;
float bx = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).x;
float ty = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).y;
//float cy = LUMAMM_tex(HOOKED_pos).y;
float by = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).y;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (tx + cx + cx + bx);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (-ty + by);
float norm = sqrt(xgrad * xgrad + ygrad * ygrad);
if (norm <= 0.001) {
xgrad = 0.0;
ygrad = 0.0;
norm = 1.0;
}
return vec4(xgrad/norm, ygrad/norm, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Apply
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!BIND LUMAMM
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
vec4 hook() {
vec2 d = HOOKED_pt;
float dval = LUMAD_tex(HOOKED_pos).y;
if (dval < 0.1) {
return HOOKED_tex(HOOKED_pos);
}
vec4 dc = LUMAMM_tex(HOOKED_pos);
if (abs(dc.x + dc.y) <= 0.0001) {
return HOOKED_tex(HOOKED_pos);
}
float xpos = -sign(dc.x);
float ypos = -sign(dc.y);
vec4 xval = HOOKED_tex(HOOKED_pos + vec2(d.x * xpos, 0.0));
vec4 yval = HOOKED_tex(HOOKED_pos + vec2(0.0, d.y * ypos));
float xyratio = abs(dc.x) / (abs(dc.x) + abs(dc.y));
vec4 avg = xyratio * xval + (1.0 - xyratio) * yval;
return avg * dval + HOOKED_tex(HOOKED_pos) * (1.0 - dval);
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DoG_x2.glsl
+142
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// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-DoG-x2-Luma
//!HOOK MAIN
//!BIND HOOKED
//!SAVE LINELUMA
//!COMPONENTS 1
float get_luma(vec4 rgba) {
return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba);
}
vec4 hook() {
return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-DoG-x2-Kernel-X
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!SAVE GAUSS_X2
//!COMPONENTS 3
#define L_tex LINELUMA_tex
float max3v(float a, float b, float c) {
return max(max(a, b), c);
}
float min3v(float a, float b, float c) {
return min(min(a, b), c);
}
vec2 minmax3(vec2 pos, vec2 d) {
float a = L_tex(pos - d).x;
float b = L_tex(pos).x;
float c = L_tex(pos + d).x;
return vec2(min3v(a, b, c), max3v(a, b, c));
}
float lumGaussian7(vec2 pos, vec2 d) {
float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136;
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477;
g = g + (L_tex(pos).x) * 0.38774;
return g;
}
vec4 hook() {
return vec4(lumGaussian7(HOOKED_pos, vec2(HOOKED_pt.x, 0)), minmax3(HOOKED_pos, vec2(HOOKED_pt.x, 0)), 0);
}
//!DESC Anime4K-v3.2-Upscale-DoG-x2-Kernel-Y
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND GAUSS_X2
//!SAVE GAUSS_X2
//!COMPONENTS 3
#define L_tex GAUSS_X2_tex
float max3v(float a, float b, float c) {
return max(max(a, b), c);
}
float min3v(float a, float b, float c) {
return min(min(a, b), c);
}
vec2 minmax3(vec2 pos, vec2 d) {
float a0 = L_tex(pos - d).y;
float b0 = L_tex(pos).y;
float c0 = L_tex(pos + d).y;
float a1 = L_tex(pos - d).z;
float b1 = L_tex(pos).z;
float c1 = L_tex(pos + d).z;
return vec2(min3v(a0, b0, c0), max3v(a1, b1, c1));
}
float lumGaussian7(vec2 pos, vec2 d) {
float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136;
g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477;
g = g + (L_tex(pos).x) * 0.38774;
return g;
}
vec4 hook() {
return vec4(lumGaussian7(HOOKED_pos, vec2(0, HOOKED_pt.y)), minmax3(HOOKED_pos, vec2(0, HOOKED_pt.y)), 0);
}
//!DESC Anime4K-v3.2-Upscale-DoG-x2-Apply
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!BIND GAUSS_X2
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
#define STRENGTH 0.8 //De-blur proportional strength, higher is sharper.
#define L_tex LINELUMA_tex
vec4 hook() {
float c = (L_tex(HOOKED_pos).x - GAUSS_X2_tex(HOOKED_pos).x) * STRENGTH;
float cc = clamp(c + L_tex(HOOKED_pos).x, GAUSS_X2_tex(HOOKED_pos).y, GAUSS_X2_tex(HOOKED_pos).z) - L_tex(HOOKED_pos).x;
//This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709)
//Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB.
return HOOKED_tex(HOOKED_pos) + cc;
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_M.glsl
+1079
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shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_S.glsl
+612
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@@ -0,0 +1,612 @@
// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf
//!WIDTH MAIN.w
//!HEIGHT MAIN.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off)))
vec4 hook() {
vec4 result = mat4(0.21797048, -0.212819, 0.04459435, -0.04423212, 0.33138385, -0.17247623, -0.120917134, 0.23732775, 0.19597639, -0.33451796, -0.021611832, -0.017377583, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(-0.12904494, -0.01359655, -0.40096298, 0.32336384, 0.25585845, 0.23335338, -0.4461792, 0.6704216, -0.13310009, 0.05402756, -0.5437191, 0.32286412, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(0.062060427, 0.07804567, -0.016457668, 0.25662076, -0.1567372, -0.04152728, 0.15387323, -0.12621297, 0.097600766, 0.023655256, 0.052513056, 0.30542207, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(-0.18701962, -0.4233291, -0.086120665, -0.16739355, -0.63525766, -0.6932253, -0.1777197, -0.5140771, -0.19856504, -0.4475936, 0.12013144, -0.11179723, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.21761869, 0.65340257, 0.25189772, -0.20664653, 0.05614669, 0.81569123, 0.26439375, -0.22282092, -0.20241423, 0.71137106, 0.041106064, -0.558707, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.014729233, -0.09996152, 0.22300848, -0.04927536, -0.08988005, -0.12005097, -0.04899431, -0.18048033, -0.17237821, -0.03483246, 0.33783346, 0.22711775, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(-0.010091276, -0.11388358, 0.15959989, 0.16021152, 0.353214, -0.3420636, 0.39659426, 0.14725044, 0.048077144, -0.06667417, 0.047712438, 0.1991372, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(-0.17764397, 0.014430492, -0.009073561, 0.052957222, -0.26687172, 0.21589288, 0.29830712, 0.15975259, -0.3100123, -0.03535766, 0.18167259, 0.07284526, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(0.22984034, 0.11556983, -0.26964244, -0.31616172, 0.059412085, 0.10849835, -0.3704685, -0.16312528, 0.3656624, 0.11611945, -0.3790553, -0.4223729, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(-0.035786826, -3.2876174e-05, -0.029245647, 0.0141837);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_tf
//!SAVE conv2d_2_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.02899383, 0.12331602, 0.1755303, 0.14228395, -0.23719487, 0.28783783, -0.15755224, 0.16501419, 0.09971766, -0.112085044, 0.15989542, 0.013457646, -0.21386063, -0.10184436, 0.2920392, 0.11544854) * go_0(-1.0, -1.0);
result += mat4(-0.09577094, 0.052495796, 0.5072853, -0.16720837, -0.030821526, -0.13200149, 0.061197, 0.09785798, 0.097248554, -0.056709435, -0.12684566, 0.25153175, 0.12550084, 0.5723225, -0.061046973, 0.2737185) * go_0(-1.0, 0.0);
result += mat4(0.14275773, 0.3116807, 0.020866666, -0.029567914, 0.054051064, -0.018836629, 0.16237853, 0.23302408, 0.23014219, -0.20245266, -0.040263597, 0.10550008, -0.1419676, -0.07544839, -0.04724355, 0.06713984) * go_0(-1.0, 1.0);
result += mat4(-0.36056906, 0.21647012, -0.21559654, -0.1321654, 0.26311335, -0.35098836, 0.08977303, -0.2912846, -0.03221502, -0.33539286, 0.55078757, 0.14826211, 0.12334663, 0.031169238, 0.0626983, 0.13543329) * go_0(0.0, -1.0);
result += mat4(0.032711882, 0.53162986, 0.1736962, 0.22126123, 0.13229683, 0.12998195, -0.08843839, 0.3830243, -0.29015037, -0.13158421, 0.2987182, 0.0039998284, -0.4924434, -0.34931743, 0.3501415, -0.015819922) * go_0(0.0, 0.0);
result += mat4(0.039777573, -0.039639533, -0.27015024, -0.33144557, -0.11338446, -0.19242573, 0.48813564, -0.24602202, 0.120988116, -0.12362437, 0.23984735, -0.33717445, 0.14359151, -0.09583342, -0.015998919, -0.19725454) * go_0(0.0, 1.0);
result += mat4(0.17751572, -0.14914338, -0.24518701, 0.22713365, 0.10613938, 0.12027283, 0.1582502, 0.011725502, -0.02418084, 0.106176965, 0.10111444, 0.07009088, 0.017611375, 0.369643, -0.21788761, -0.15093188) * go_0(1.0, -1.0);
result += mat4(0.0863035, -0.43148708, 0.0994751, 0.17801163, -0.42566994, -0.2744198, -0.028655952, -0.2481176, -0.26144302, -0.26753834, 0.11043684, -0.48341632, 0.41320416, 0.25118062, -0.31461874, 0.36563694) * go_0(1.0, 0.0);
result += mat4(-0.04845539, -0.2790916, -0.1626853, 0.18036526, 0.2368911, -0.5688802, 0.05240968, -0.034105603, -0.14011742, -0.37861058, -0.096871816, -0.27824572, 0.41195226, 0.23514003, 0.12282304, 0.28447765) * go_0(1.0, 1.0);
result += mat4(-0.13261828, -0.13148594, 0.05470859, -0.114724025, 0.17642413, -0.05585294, 0.44086194, -0.10915775, -0.23456413, -0.18385538, -0.4193869, 0.2708079, 0.03720121, 0.15744475, 0.092449814, -0.0922205) * go_1(-1.0, -1.0);
result += mat4(-0.14146912, 0.386554, -0.15197717, 0.1682067, -0.33229175, 0.18661757, 0.142476, -0.05811066, -0.12433686, 0.20817612, 0.17710523, 0.24227881, -0.3699883, -0.14644128, -0.066485085, -0.010829679) * go_1(-1.0, 0.0);
result += mat4(0.02267665, -0.21349631, 0.05916224, 0.07111888, -0.3317847, -0.044436328, -0.08067249, -0.13602455, -0.2652356, -0.13666181, 0.022768881, -0.21616152, 0.10042784, 0.13159652, -0.062913835, -0.12882891) * go_1(-1.0, 1.0);
result += mat4(-0.21270499, 0.14776433, 0.26771793, 0.41242316, -0.22445452, 0.3885536, -0.36809587, 0.09838256, 0.030300573, -0.016225152, -0.41985163, -0.32797396, 0.3021247, -0.2566993, 0.24282119, 0.071926266) * go_1(0.0, -1.0);
result += mat4(-0.14173156, 0.10360139, 0.03603846, 0.23004, -0.37078354, -0.7556456, 0.43359467, -0.42839774, -0.08143208, -0.061868757, -0.017048405, -0.1806454, 0.07700074, -0.028751602, -0.49057922, -0.07150736) * go_1(0.0, 0.0);
result += mat4(-0.21411006, -0.039522924, -0.11006789, 0.30172586, -0.019509817, 0.34646508, 0.03348711, 0.3949624, 0.09367525, 0.11841692, 0.064099714, 0.30587056, 0.00071666663, 0.09569139, 0.07905173, -0.043038815) * go_1(0.0, 1.0);
result += mat4(-0.1082019, -0.081530154, 0.1997084, 0.0064345463, -0.002075576, 0.0122295255, -0.21594198, -0.20039533, 0.023058774, 0.061136324, -0.043233447, 0.018114857, -0.12538326, -0.008044748, 0.08879177, 0.29855737) * go_1(1.0, -1.0);
result += mat4(0.06425974, -0.162355, -0.07716668, -0.1783711, 0.08560717, 0.42500424, 0.15796345, 0.25115898, 0.39673963, 0.24484198, -0.16364126, 0.45589596, -0.54474986, -0.41130677, 0.15731613, -0.13945425) * go_1(1.0, 0.0);
result += mat4(-0.4015527, -0.22220162, 0.088239804, -0.16343592, -0.05973259, -0.053600565, -0.11719207, 0.340347, 0.07810557, 0.06943392, 0.07088433, 0.36863637, -0.16925047, -0.09059371, -0.086145744, -0.26417965) * go_1(1.0, 1.0);
result += vec4(-0.041068032, 0.02181786, -0.02366552, 0.07215206);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_tf
//!SAVE conv2d_1_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.016554115, 0.41586095, -0.11134646, 0.041401796, -0.032285847, 0.07744446, 0.012422875, 0.08027069, -0.11944374, -0.4644861, -0.1625419, 0.09757052, 0.08459575, -0.32677624, -0.15526624, 0.13285875) * go_0(-1.0, -1.0);
result += mat4(-0.05147117, -0.31841335, -0.07968151, -0.037866592, -0.1438723, 0.21164599, 0.042448167, 0.1660907, -0.03240849, 0.2866945, -0.123190455, -0.2005157, -0.100519955, -0.04109891, -0.14908177, -0.20055951) * go_0(-1.0, 0.0);
result += mat4(-0.33594802, 0.17970876, -0.08458461, 0.22198248, 0.041744266, 0.053618595, -0.64927346, 0.43071616, -0.042823542, 0.36384553, 0.13817975, -0.23117469, -0.009722301, 0.043797005, -0.006320899, -0.056160737) * go_0(-1.0, 1.0);
result += mat4(0.020939048, 0.15744017, -0.18557346, 0.2221421, 0.13683408, -0.17577636, -0.1028824, -0.05909411, -0.11116942, -0.23898265, 0.013275228, -0.10834194, -0.23541391, -0.045599524, 0.13663499, -0.061863456) * go_0(0.0, -1.0);
result += mat4(-0.9347821, -1.0879762, 0.029261602, 0.0058627487, 0.37568024, 0.07800278, 0.22918043, -0.22581682, -0.24621771, 0.0565432, -0.01175261, 0.20289935, -0.18791674, -0.34127015, -0.20261073, 0.24382167) * go_0(0.0, 0.0);
result += mat4(-0.42576772, -0.9465751, 0.36503372, 0.047452617, -0.03021601, 0.19896118, -0.9916106, 0.68441176, -0.097055614, -0.039465737, -0.3072724, 0.3834049, 0.044579748, 0.10185175, -0.07127564, 0.053964186) * go_0(0.0, 1.0);
result += mat4(-0.12718496, -0.20010719, -0.13560185, -0.28841987, -0.18198563, 0.06924996, 0.15375975, 0.007953754, -0.03143177, 0.24778824, -0.41971257, -0.15984616, 0.06914517, -0.15320878, -0.058414314, -0.1829401) * go_0(1.0, -1.0);
result += mat4(-0.05676951, -0.39852038, -0.0008664457, 0.073233515, -0.110736564, -0.12950265, -0.32641715, 0.05254214, -0.0013476483, 0.04590487, -0.6886247, -0.029103741, 0.13570555, -0.06356145, 0.26564398, 0.16304392) * go_0(1.0, 0.0);
result += mat4(-0.14373688, 0.2627747, 0.19523594, -0.04094942, -0.027800431, 0.080428846, -0.21676755, 0.22764, -0.08686052, -0.14352795, 0.012905041, 0.12002593, 0.096998215, -0.0822731, 0.25796455, 0.3244333) * go_0(1.0, 1.0);
result += mat4(0.13717347, -0.2534293, -0.08265135, 0.02238695, 0.061414074, -0.12315743, -0.105848454, -0.0324352, -0.019163579, 0.5106144, 0.111571215, -0.17051223, 0.14541212, 0.26512033, 0.17036803, -0.05180038) * go_1(-1.0, -1.0);
result += mat4(0.10731618, -0.011980742, -0.06125307, -0.043496255, 0.06382452, -0.53873694, -0.21860467, 0.076045096, 0.014617647, -0.12188417, -0.23983037, 0.20181973, -0.03130421, -0.23090406, 0.07917799, 0.11006313) * go_1(-1.0, 0.0);
result += mat4(-0.07749841, -0.17617406, -0.2105074, 0.20204528, 0.31133667, 0.045247886, 0.38000366, -0.23678038, 0.14622565, -0.077519946, 0.04709938, 0.28799757, -0.02295692, 0.021911716, 0.037108235, -0.050266817) * go_1(-1.0, 1.0);
result += mat4(-0.04620016, -0.053893, 0.07671593, -0.08702991, -0.31122503, 0.08491399, 0.39734617, 0.10588835, 0.1706988, -0.0030106953, -0.23740743, 0.119870976, 0.04136371, -0.08475979, -0.26021543, -0.26772037) * go_1(0.0, -1.0);
result += mat4(0.013240527, 0.27298495, 0.061895885, -0.1766251, -0.35479823, -0.5952594, -0.2486822, 0.40527418, 0.017724868, -0.64586586, -0.056991536, -0.22597985, 0.1953091, -0.09300436, 0.28394333, -0.17164071) * go_1(0.0, 0.0);
result += mat4(-0.0437722, 0.20237646, 0.1734046, 0.12661959, 0.3563361, 0.20119205, 0.49104276, -0.62781703, 0.10580526, 0.09021795, 0.2986983, 0.05439145, -0.030656314, -0.06551242, 0.06034035, 0.24646781) * go_1(0.0, 1.0);
result += mat4(0.07150872, 0.2634299, -0.15512806, 0.032365914, -0.04214553, -0.32488832, -0.029638838, -0.11298656, 0.016363487, -0.20394005, 0.13789146, -0.1160082, -0.29543686, 0.056006238, 0.022565948, -0.0209169) * go_1(1.0, -1.0);
result += mat4(-0.08222271, 0.1397535, 0.18386504, -0.029725704, 0.19525485, -0.26657727, 0.3193575, 0.39357802, 0.13274485, 0.063030235, 0.5509124, 0.076320685, -0.24871972, -0.23029849, -0.29287627, 0.0009975942) * go_1(1.0, 0.0);
result += mat4(-0.11978757, -0.115064315, -0.32878634, -0.091591395, 0.011527068, -0.07584138, 0.20703748, -0.16326526, -0.07295838, -0.088844456, 0.0057264403, 0.08162376, -0.17551814, 0.10645812, -0.1522622, -0.18409562) * go_1(1.0, 1.0);
result += vec4(0.022193057, 0.0031918385, 0.04232464, -0.0056721596);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x24
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_2_tf
//!BIND conv2d_1_tf
//!SAVE conv2d_3_tf
//!WIDTH conv2d_tf.w
//!HEIGHT conv2d_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_1 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_2 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.5713254, 0.59251165, -0.14328027, 0.3463698, -0.6896771, -0.14296922, -0.3860265, 0.4501756, -0.39508528, 0.40213254, -0.16835114, -0.0029681697, 0.06473641, 0.18837942, 0.18787977, -0.14020114) * g_0;
result += mat4(0.08934268, -0.28500432, 0.45083842, 0.16448207, 0.10745752, -0.07937402, 0.17439699, -0.4361477, 0.35800517, -0.16299683, -0.112771064, 0.46456474, -0.016184373, -0.2676676, -0.09250065, 0.30093423) * g_1;
result += mat4(-0.23437534, 0.30892932, -0.3382499, -0.11436098, -0.09584061, 0.010766669, -0.6745943, 0.19373886, 0.19484869, 0.0063928245, 0.20636424, -0.6427624, 0.22710505, 0.580292, -0.56174964, -0.15055792) * g_2;
result += mat4(-0.4264334, -0.43369257, 0.29302827, -0.2763896, 0.20638986, 0.066474296, 0.18825729, 0.14629841, -0.70805573, 0.3601201, -0.49326342, 0.4604217, -0.3331877, -0.30442527, 0.33416224, 0.08233912) * g_3;
result += mat4(-0.043108743, 0.32130125, -0.13206981, 0.56653565, -0.069573626, -0.32312635, 0.17708589, 0.12717012, -0.39452434, 0.7504042, -0.563233, -0.38678297, -0.20246895, 0.399379, -0.1829332, -0.4856879) * g_4;
result += mat4(0.46322855, -0.14412759, 0.26863632, -0.37377957, 0.18703142, 0.12013766, -0.010468053, 0.36067548, 0.29069972, -0.5482968, 0.1952737, 0.42751312, 0.47847852, -0.13346007, 0.35286024, 0.23347002) * g_5;
result += vec4(0.08279582, -0.12997188, 0.08899629, 0.018068794);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_3_tf
//!SAVE conv2d_5_tf
//!WIDTH conv2d_3_tf.w
//!HEIGHT conv2d_3_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.014682038, -0.12901896, -0.16721351, -0.14512789, 0.1975804, 0.31713018, -0.13655594, -0.07817547, -0.1379136, 0.012892589, 0.23835693, 0.18214643, 0.15153849, -0.16835038, 0.2145134, -0.10536737) * go_0(-1.0, -1.0);
result += mat4(0.020937767, 0.19783083, -0.54175997, 0.037820112, 0.2667656, 0.22040194, 0.37909588, 0.18100308, 0.020120522, -0.60052997, -0.043528315, -0.25213948, -0.15584327, 0.27506578, -0.092381746, 0.32063565) * go_0(-1.0, 0.0);
result += mat4(0.122979, -0.16768639, -0.31459492, -0.0615338, 0.2467096, 0.39879864, 0.30217072, 0.05501944, -0.036550965, 0.30801496, -0.21168339, -0.13092734, -0.10309731, 0.02561574, -0.28071794, 0.111772805) * go_0(-1.0, 1.0);
result += mat4(0.30419037, -0.27610013, -0.20951773, -0.4682423, 0.013910727, 0.45360255, 0.26947716, -0.28788614, -0.3465049, -0.027093071, 0.19358, -0.0759516, 0.05402844, 0.23829742, 0.14955573, 0.10131891) * go_0(0.0, -1.0);
result += mat4(-0.18213613, 0.1460758, -0.13212326, -0.33431244, -0.038493834, -0.399577, 0.29018825, 0.046454914, 0.5486579, -0.37918556, -0.09230001, -0.06452045, -0.27307686, 0.16817085, -0.3927623, 0.4070809) * go_0(0.0, 0.0);
result += mat4(0.3655112, 0.42978507, -0.20408633, -0.17724891, 0.018163562, 0.16742137, -0.20677765, -0.18758915, 0.08664044, 0.15635273, 0.04482592, -0.10135638, -0.042055663, 0.0120497495, -0.061840538, -0.23626032) * go_0(0.0, 1.0);
result += mat4(0.29038852, -0.14159334, -0.07436412, -0.13352816, -0.3326411, 0.31299374, 0.2287002, 0.2508818, 0.26760912, -0.0037750339, 0.0058190194, -0.024687344, -0.1777058, -0.015039313, -0.07848877, -0.2052551) * go_0(1.0, -1.0);
result += mat4(0.33255517, 0.45893422, 0.20505154, -0.11818784, -0.0353625, -0.2725971, 0.15468855, 0.14384854, -0.01441209, 0.12198328, -0.07893593, 0.0810518, 0.323934, -0.29967225, -0.24283892, -0.11573156) * go_0(1.0, 0.0);
result += mat4(0.17880976, -0.20802346, 0.028815132, 0.22950941, 0.22764732, 0.32852155, -0.16896188, -0.22661959, 0.06486004, 0.00723564, -0.022966828, -0.05319699, 0.03109079, -0.00031444168, -0.16299056, -0.120937996) * go_0(1.0, 1.0);
result += mat4(0.023376284, 0.029397544, -0.23599954, 0.15093243, -0.058068898, -0.022674788, 0.016787661, -0.100131355, -0.06670702, -0.0654595, 0.060609553, -0.24878198, 0.1184957, 0.12865701, -0.110585764, 0.027937055) * go_1(-1.0, -1.0);
result += mat4(-0.21986784, -0.044010285, 0.07705757, -0.06578579, -0.34479773, -0.27297345, 0.07099886, 0.043877546, -0.3284597, 0.60647607, -0.13495111, 0.39562428, 0.12766926, -0.26691958, -0.13183068, 0.19720052) * go_1(-1.0, 0.0);
result += mat4(-0.15688242, 0.02787055, 0.11245185, 0.010610981, 0.31926978, 0.6880586, -0.08503132, 0.2515481, -0.24620119, -0.3889153, 0.07599151, -0.04537119, -0.55283034, -0.170027, -0.14118128, -0.30742723) * go_1(-1.0, 1.0);
result += mat4(0.037949517, 0.0026801233, 0.013419875, -0.07403992, -0.17499912, 0.012353954, 0.15956756, -0.14248073, -0.0017226954, 0.052071165, -0.19224213, 0.00033604537, -0.1924897, -0.21002872, -0.23516886, -0.09922695) * go_1(0.0, -1.0);
result += mat4(-0.21850063, -0.22287996, -0.046637002, -0.28330007, -0.106190234, 0.027529838, 0.5553775, 0.3273539, 0.0110251075, 0.0067749587, 0.18001638, 0.18281236, 0.19831169, -0.03785556, 0.06003045, -0.12625378) * go_1(0.0, 0.0);
result += mat4(-0.44703564, -0.2896555, 0.72527117, 0.29206118, -0.004199225, 0.46381885, 0.049183566, 0.14319502, -0.3226642, -0.39931563, 0.23164241, 0.10428929, -0.598285, -0.21007223, -0.36386037, 0.09704366) * go_1(0.0, 1.0);
result += mat4(0.0462183, -0.063166276, 0.14364852, 0.212176, 0.17403619, -0.09878261, 0.0017970221, -0.31676117, -0.1104441, -0.073732674, -0.12653485, -0.20641124, 0.024175802, 0.005339486, -0.08178427, -0.2761102) * go_1(1.0, -1.0);
result += mat4(-0.19256714, -0.246452, 0.3358081, -0.16956173, -0.2549593, 0.21122634, -0.06487135, -0.051329695, 0.110607915, -0.09860077, 0.1355533, -0.1489809, 0.023808947, 0.29945812, -0.056281622, 0.0020249223) * go_1(1.0, 0.0);
result += mat4(-0.34458768, -0.074856885, -0.01856148, 0.06707525, -0.3314005, -0.16196185, 0.33313355, 0.20943385, -0.266928, -0.27552158, 0.018665945, 0.013205852, -0.33579, -0.16876023, -0.031895302, -0.13143763) * go_1(1.0, 1.0);
result += vec4(-0.0375635, -0.08823075, 0.0025748173, 0.014370204);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_3_tf
//!SAVE conv2d_4_tf
//!WIDTH conv2d_3_tf.w
//!HEIGHT conv2d_3_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.23653865, 0.034179572, 0.2680533, 0.03070888, -0.34707117, 0.05323393, 0.20052955, -0.09135351, 0.031460114, -0.23158966, 0.08698448, -0.120006196, -0.11532645, -0.08093671, 0.0037868635, 0.10042472) * go_0(-1.0, -1.0);
result += mat4(-0.018171439, -0.12269748, 0.09214298, 0.07735124, -0.38116398, 0.2625897, 0.045807257, 0.06052568, 0.15468815, -0.40968472, 0.37565818, 0.032876365, 0.058758568, 0.17787455, 0.11352259, 0.23624317) * go_0(-1.0, 0.0);
result += mat4(-0.094512895, 0.15499377, -0.15345438, -0.18841587, -0.07849487, 0.037030153, -0.17632313, 0.10438565, -0.18453433, -0.079957336, 0.10274841, 0.07198532, -0.04770108, 0.16846456, 0.31273615, -0.13635644) * go_0(-1.0, 1.0);
result += mat4(0.13088372, -0.008759914, 0.1716414, 0.082108594, -0.51469034, 0.18175006, -0.16164891, 0.1918173, 0.21287642, -0.094005, 0.20578988, 0.13113159, 0.07577773, 0.09737444, -0.08676422, -0.059179075) * go_0(0.0, -1.0);
result += mat4(-0.28462783, 0.42669204, 0.3224737, -0.29510942, -0.12424295, -0.16050552, -0.12770653, 0.0930919, -0.22179118, 0.33128613, -0.42117682, -0.14691186, 0.41048542, -0.040950067, -0.13896315, -0.24155742) * go_0(0.0, 0.0);
result += mat4(0.15060697, -0.088174045, 0.27417374, 0.0397946, 0.0078119785, 0.091031335, 0.008468849, -0.04850853, 0.03755719, -0.005380725, 0.13488528, -0.21345685, 0.12456556, 0.17801593, -0.21285392, -0.2111536) * go_0(0.0, 1.0);
result += mat4(0.13265789, 0.0058933417, -0.35399312, -0.10547572, 0.014682838, 0.03247095, -0.046823166, -0.086899005, 0.022227641, -0.10579067, 0.13096501, -0.020894872, 0.08426519, 0.068370126, -0.051551163, -0.02995364) * go_0(1.0, -1.0);
result += mat4(-0.19551872, 0.16199462, 0.31150326, 0.082667254, 0.20023693, -0.22914512, -0.29721177, -0.2741043, 0.08894789, -0.06843645, -0.019058365, -0.06370645, 0.11551113, 0.011740334, -0.17567629, -0.05505456) * go_0(1.0, 0.0);
result += mat4(0.043439314, 0.19573408, -0.17608817, 0.043509595, 0.22829561, 0.059223037, 0.05529666, -0.16555707, 0.2754871, 0.042527672, 0.09646824, 0.07046857, 0.10173791, 0.04030276, -0.0544029, -0.26882443) * go_0(1.0, 1.0);
result += mat4(0.022059897, -0.04408266, -0.18699357, -0.09142074, 0.044572234, -0.14162005, 0.108728774, -0.08984615, -0.14737117, 0.12838708, -0.0019777226, 0.21070306, -0.111902215, 0.23080471, 0.0134878885, 0.07111553) * go_1(-1.0, -1.0);
result += mat4(0.12182694, 0.063630685, 0.110018775, -0.03879438, 0.333222, -0.45207745, 0.3209222, 0.123050354, -0.40609705, 0.48236838, 0.14323111, -0.12578699, 0.0015041681, -0.019454073, 0.07013497, 0.093687624) * go_1(-1.0, 0.0);
result += mat4(0.07142873, -0.32094324, 0.3302099, -0.3693182, 0.15444939, -0.14791024, 0.07907135, -0.111387216, 0.045319714, -0.12518585, 0.13145387, 0.09406553, 0.038564056, -0.3085204, 0.39396307, 0.12083835) * go_1(-1.0, 1.0);
result += mat4(0.16042647, -0.16409212, 0.105187505, 0.14153793, 0.269689, -0.14337258, 0.0915773, -0.26669213, -0.059172913, 0.1121628, -0.06627627, -0.29320538, -0.038348313, 0.060661227, -0.09798249, -0.027975965) * go_1(0.0, -1.0);
result += mat4(-0.4110324, -0.06847458, -0.22187959, -0.17196147, -0.2673298, 0.15388274, -0.20157869, 0.45323396, 0.419686, -0.15836199, -0.08358049, 0.2121381, -0.33858112, 0.06060976, -0.0400928, 0.047277283) * go_1(0.0, 0.0);
result += mat4(0.040201366, 0.12845124, 0.6901938, -0.009195482, 0.014911491, -0.06885409, -0.08029354, 0.1280681, 0.13877457, 0.0048243836, -0.13357066, 0.02874182, -0.07086705, -0.08369575, 0.070227675, 0.1674778) * go_1(0.0, 1.0);
result += mat4(-0.009859274, -0.06701725, 0.25491804, -0.035013054, 0.15333284, -0.055876795, -0.22912641, -0.30044466, 0.05092424, 0.15086575, -0.062285095, 0.05064704, 0.02725196, 0.0008295126, -0.24010411, -0.0076930025) * go_1(1.0, -1.0);
result += mat4(-0.033275966, -0.25090593, 0.2981365, 0.12117296, -0.04844607, 0.12529893, 0.041575357, -0.10317985, 0.048691675, 0.13610789, -0.15120777, -0.21308705, -0.019387634, 0.20519307, -0.09056782, -0.04757386) * go_1(1.0, 0.0);
result += mat4(-0.010075166, -0.08621876, -0.19569752, 0.1553574, -0.115346536, -0.009765705, -0.37459797, -0.017294222, -0.18065308, 0.052127127, 0.045157496, 0.11466202, 0.036598917, 0.1750653, -0.18558112, 0.13441156) * go_1(1.0, 1.0);
result += vec4(0.09810561, 0.044599928, -0.0019709724, 0.064204566);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x32
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_5_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!SAVE conv2d_6_tf
//!WIDTH conv2d_3_tf.w
//!HEIGHT conv2d_3_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_1 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_2 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.16594207, 0.47900248, 0.15186168, -0.38448718, -0.33396608, -0.12204449, -0.21397614, 0.22567725, 0.2399077, 0.16945037, 0.072409995, -0.015192162, -0.5004075, -0.10852234, 0.14456534, 0.36797065) * g_0;
result += mat4(-0.03527082, -0.13062008, 0.2529196, 0.16799021, 0.2743078, 0.22924475, 0.4391596, -0.34473032, -0.08008852, 0.14463465, -0.30243787, 0.0352092, 0.49160767, 0.18479864, -0.13473135, -0.40414095) * g_1;
result += mat4(0.14367065, 0.058683306, 0.091011606, 0.15336677, -0.119622074, 0.04199915, -0.19148684, -0.103310175, 0.116265774, -0.105254985, 0.6245667, -0.26108894, 0.18143174, -0.1839799, 0.048575178, -0.55331755) * g_2;
result += mat4(0.35027766, 0.03997352, -0.023643266, -0.3330187, -0.10459313, -0.4023968, 0.07325048, -0.09424643, 0.06866858, 0.53465986, -0.44508684, 0.18428375, -0.23138772, 0.027757954, 0.17421234, 0.026670102) * g_3;
result += mat4(-0.4365351, 0.22217907, -0.6871689, 0.045348447, 0.15043557, -0.48645085, -0.29547492, 0.057184387, -0.03682008, 0.3751258, -0.3201267, -0.17569698, 0.3118066, -0.3671979, 0.41987854, -0.122571744) * g_4;
result += mat4(0.44111615, -0.40698248, 0.0016049108, -0.25277275, -0.28967234, 0.016609022, 0.5386827, 0.069790244, -0.51845384, 0.024502689, -0.026591584, 0.17351557, 0.12391694, 0.08250939, -0.08813545, 0.43510008) * g_5;
result += mat4(-0.15770161, -0.27004284, -0.56035084, 0.15914616, 0.22454856, 0.3096621, 0.45845222, -0.008859915, 0.10483775, 0.14181131, 0.026368458, -0.0063670245, 0.24472655, -0.038785648, -0.14339298, -0.10899222) * g_6;
result += mat4(-0.034405068, -0.2823658, 0.050728954, -0.08360402, -0.11867297, -0.20057304, -0.011291816, 0.08128843, 0.07198962, 0.41366118, -0.40760013, -0.05193347, -0.31802976, 0.11970909, 0.09838232, -0.08124989) * g_7;
result += vec4(-0.04242169, -0.0033301958, -0.016717333, -0.0006306486);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_6_tf
//!SAVE conv2d_8_tf
//!WIDTH conv2d_6_tf.w
//!HEIGHT conv2d_6_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.43036512, 0.052133385, 0.1917228, -0.0080327755, -0.13650647, 0.23129214, -0.03926996, -0.07268268, -0.039649602, -0.04959827, 0.04222682, 0.00578327, -0.6177682, -0.5984116, -0.055091057, -0.41249448) * go_0(-1.0, -1.0);
result += mat4(-0.41248822, 0.42497736, 0.3476831, 0.11943562, 0.071097784, 0.1390214, 0.05519766, -0.13476476, -0.36376685, 0.058813993, -0.05142066, 0.059006505, -0.17129485, 0.18402734, 0.412061, -0.38983205) * go_0(-1.0, 0.0);
result += mat4(-0.19183454, -0.11911039, 0.20892574, 0.1218832, -0.23423564, 0.10342528, 0.09782025, 0.027760351, -0.08676245, 0.07389133, 0.009934853, 0.015378812, 0.28361297, -0.23730409, -0.10037592, -0.24095006) * go_0(-1.0, 1.0);
result += mat4(0.035607535, -0.3156877, -0.013944192, 0.22095163, 0.20762561, -0.26094976, 0.049627785, -0.20424393, 0.07220507, 0.14855692, -0.04763761, 0.09102831, -0.6707187, 0.044909656, 0.73606086, 0.3112647) * go_0(0.0, -1.0);
result += mat4(0.28717026, -0.027964758, 0.19860156, -0.18898363, -0.10064204, 0.05297523, 0.014720102, -0.10856063, -0.517343, -0.17088185, 0.21192405, 0.040609106, 0.07515164, -0.22581428, 0.54721195, 0.40544033) * go_0(0.0, 0.0);
result += mat4(-0.021332845, -0.28534392, -0.053418603, -0.5890941, 0.3246433, 0.255651, 0.07088422, -0.10737213, -0.116894506, 0.13120323, 0.09616092, -0.0067616547, 0.085571416, 0.14623387, -0.26895332, -0.12028506) * go_0(0.0, 1.0);
result += mat4(-0.052351072, -0.73936135, -0.07819111, -0.35983723, 0.13252614, -0.3479261, -0.07381629, 0.008948218, 0.0053645126, -0.039163757, -0.061387096, 0.0041966103, -0.22976315, -0.10269704, 0.5676015, -0.2502383) * go_0(1.0, -1.0);
result += mat4(0.09443165, 0.13924311, 0.15899155, -0.029454758, 0.002642519, 0.4178081, -0.19227526, 0.25177202, -0.26731998, -0.14999937, -0.15141752, -0.16183105, -0.4617529, -0.43337283, 0.2787283, -0.72364557) * go_0(1.0, 0.0);
result += mat4(0.18768649, -0.33622888, 0.10795176, -0.3965141, -0.1887279, 0.2281405, -0.45963305, -0.16073631, -0.015594818, 0.07035953, -0.16940016, -0.28909472, -0.017725285, -0.35240498, 0.30173686, 0.20117418) * go_0(1.0, 1.0);
result += mat4(0.03129677, -0.04133618, -0.011259672, 0.03561297, 0.0852418, 0.04584553, 0.19103919, 0.09809102, -0.14594959, -0.4438363, 0.16297287, -0.20317835, 0.115456745, -0.06761671, 0.15409957, 0.04450018) * go_1(-1.0, -1.0);
result += mat4(0.039826628, -0.45614466, 0.0642495, 0.05919764, -0.44811794, 0.30939403, -0.09915154, 0.1356114, 0.24242148, -0.5744648, 0.051002555, 0.2401494, -0.24656531, -0.025525048, 0.0022000005, 0.16019441) * go_1(-1.0, 0.0);
result += mat4(-0.30609047, -0.44622147, -0.1323853, 0.27586594, 0.28131932, -0.1788347, -0.13601942, -0.056978267, 0.1390773, 0.023616405, 0.23695482, 0.014369665, 0.1065836, 0.2862605, 0.12936947, -0.08392774) * go_1(-1.0, 1.0);
result += mat4(-0.21285766, -0.19791842, -0.08064578, -0.15698087, -0.6196114, -0.30824217, -0.048959345, 0.30395007, -0.41899, -0.3358852, -0.097170554, 0.28982377, 0.087944746, 0.15887393, 0.12179637, -0.33221152) * go_1(0.0, -1.0);
result += mat4(-0.13241346, 0.035703655, -0.4474765, 0.110112734, -0.27055773, 0.41301596, -0.6500781, -0.15217184, -0.2048386, 0.011350564, -0.45242086, 0.4019483, -0.13381444, -0.34816414, -0.5594909, 0.06767518) * go_1(0.0, 0.0);
result += mat4(-0.16038893, 0.035530727, -0.029575568, 0.4231352, 0.024787677, 0.63239074, -0.039876997, -0.025136393, -0.51243687, 0.05607693, -0.26631242, 0.089419514, -0.051774174, 0.08727033, -0.055868924, -0.0934304) * go_1(0.0, 1.0);
result += mat4(0.08607903, 0.10347359, -0.08568057, -0.04361689, -0.09244961, 0.032459106, 0.07126668, 0.40926656, -0.17473985, -0.2854381, -0.07475363, -0.16183083, 0.22286943, 0.068349905, -0.07890174, -0.18732166) * go_1(1.0, -1.0);
result += mat4(0.17825048, -0.31030193, -0.21215369, 0.015413245, -0.0980228, -0.3963089, -0.09465454, -0.39197174, 0.22134416, -0.10105557, 0.3249675, -0.027290137, -0.10875647, -0.2393993, -0.015305307, 0.21288091) * go_1(1.0, 0.0);
result += mat4(0.26367134, -0.11709682, 0.10634492, -0.13768406, 0.5535611, 0.6967819, -0.31092402, -0.5262172, 0.14721805, -0.05149995, 0.22435789, -0.21493623, 0.27388602, -0.14029293, -0.1060113, 0.083680965) * go_1(1.0, 1.0);
result += vec4(0.017177593, -0.03303642, 0.018293152, -0.0153594585);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_6_tf
//!SAVE conv2d_7_tf
//!WIDTH conv2d_6_tf.w
//!HEIGHT conv2d_6_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.43671334, -0.16534646, -0.13688485, -0.008512402, -0.10336664, -0.08822921, -0.116312236, -0.038849946, -0.035221335, 0.019403309, 0.060067646, -0.025432155, 0.090118125, -0.117073216, 0.16502255, 0.034231257) * go_0(-1.0, -1.0);
result += mat4(0.17112842, -0.023511292, -0.2592198, -0.07303919, 0.048081987, -0.054403186, -0.060226068, -0.2663483, 0.16908844, -0.11529753, -0.036192283, 0.05631556, -0.12996213, 0.32429552, -0.17090482, 0.37093237) * go_0(-1.0, 0.0);
result += mat4(-0.0398796, -0.21753207, -0.014232783, 0.04652695, 0.06361906, 0.11714849, -0.116917215, -0.0088206185, -0.15661797, 0.11036933, 0.043800946, 0.0088503305, 0.15252474, -0.21677117, -0.26665527, 0.11332868) * go_0(-1.0, 1.0);
result += mat4(0.14935064, 0.03734691, 0.08192101, -0.28615516, 0.19225292, 0.09485945, -0.018961852, -0.04503368, -0.14962928, 0.14281853, 0.015293623, -0.0051231394, 0.31510183, 0.28869596, 0.1890055, -0.07833456) * go_0(0.0, -1.0);
result += mat4(0.2734724, 0.37409434, -0.2611236, 0.06528365, -0.1886752, 0.045421556, 0.25771844, 0.14760634, -0.02859129, -0.071093805, -0.1635561, 0.06800318, 0.44370538, 0.43510497, 0.15145455, -0.029246451) * go_0(0.0, 0.0);
result += mat4(0.17102292, 0.33519942, 0.2755555, -0.24724208, 0.042192735, -0.6907692, -0.10582406, 0.2008313, 0.04859614, -0.24115612, 0.015256011, -0.029317714, -0.057466604, -0.1004556, 0.24814546, -0.22135083) * go_0(0.0, 1.0);
result += mat4(0.20959556, 0.113371, -0.021680012, -0.054057337, -0.017139604, -0.082443535, -0.03216185, 0.13644056, -0.105473205, -0.033690784, 0.030838218, 0.013347346, 0.49752173, -0.14028637, -0.23801191, 0.059374087) * go_0(1.0, -1.0);
result += mat4(0.054281052, 0.04908332, 0.065993994, -0.09818599, 0.17124225, -0.22669722, -0.090717405, 0.20086871, 0.05861675, 0.09584638, 0.18013628, 0.026234226, 0.32684898, 0.28582916, -0.03517119, -0.21534745) * go_0(1.0, 0.0);
result += mat4(0.2143339, -0.009243758, -0.043321237, -0.18695052, 0.0707111, -0.052678097, 0.04782485, 0.06970353, -0.029827276, 0.10827879, 0.049044352, -0.09452859, -0.08516196, 0.11786405, -0.18170272, -0.117841594) * go_0(1.0, 1.0);
result += mat4(-0.23180094, 0.079831, -0.17606014, -0.06691572, 0.13079396, -0.054930445, 0.025274629, 0.059386294, 0.18818773, 0.071563244, -0.19136675, 0.031156426, 0.12569802, 0.057418842, -0.022066243, 0.09572557) * go_1(-1.0, -1.0);
result += mat4(0.13405065, -0.038109858, 0.19447789, -0.121862344, -0.5014013, 0.030394621, -0.11468341, 0.24658446, -0.2861801, 0.11453208, 0.17080295, 0.32403797, 0.01776269, 0.21879151, -0.1487332, -0.13659461) * go_1(-1.0, 0.0);
result += mat4(-0.16852567, 0.37488598, 0.103131816, 0.15805401, -0.5529941, -0.0106922565, 0.14309406, 0.018851891, 0.18253598, -0.18453355, -0.14344332, 0.14581451, 0.00017439971, -0.22823274, -0.02480218, -0.28830686) * go_1(-1.0, 1.0);
result += mat4(-0.036933262, -0.105577976, 0.02778643, 0.21757011, -0.0051288083, 0.036500473, 0.12934865, -0.18750058, 0.05384686, -0.14823805, 0.12996665, -0.0717687, 0.15035072, 0.00028661545, -0.4272515, 0.102082215) * go_1(0.0, -1.0);
result += mat4(0.3707243, -0.34236187, -0.037726954, 0.19196671, 0.101593964, 0.3211922, -0.30584693, -0.09473774, -0.012873282, -0.26314828, -0.3015266, -0.05155332, -0.23810461, -0.17289765, 0.16493215, 0.07951415) * go_1(0.0, 0.0);
result += mat4(-0.054548983, 0.20742553, -0.17368966, -0.11417929, -0.14998713, 0.14250377, 0.08688373, -0.39742398, -0.29795423, 0.3917638, -0.24611169, -0.007993072, -0.052766692, -0.05993209, -0.017495412, 0.2881331) * go_1(0.0, 1.0);
result += mat4(-0.05283335, 0.081839375, 0.013510656, -0.097930856, -0.09817993, -0.10169309, -0.024573473, -0.061191153, 0.14742163, 0.12549889, 0.21033141, -0.11116201, -0.046900082, 0.052657153, -0.10784069, 0.0005640972) * go_1(1.0, -1.0);
result += mat4(0.036850937, -0.004740191, -0.105057694, 0.16894996, -0.39845806, -0.11454543, 0.044997875, 0.10780206, -0.15164936, -0.030377366, -0.015979659, -0.16242398, -0.045865484, 0.04037505, -0.03663904, 0.24529697) * go_1(1.0, 0.0);
result += mat4(0.0041185757, 0.0843081, 0.07231875, 0.100667596, -0.31684703, -0.2574812, -0.03461963, 0.11267055, -0.22542828, -0.104221806, -0.095156625, -0.08219916, 0.18497708, -0.08431334, -0.074380755, 0.07518058) * go_1(1.0, 1.0);
result += vec4(0.034884464, 0.055267137, 0.03452981, 0.012002485);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x40
//!HOOK MAIN
//!BIND conv2d_6_tf
//!BIND conv2d_8_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!SAVE conv2d_9_tf
//!WIDTH conv2d_6_tf.w
//!HEIGHT conv2d_6_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_1 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_2 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.09644354, -0.12061228, -0.15139145, 0.010084075, 0.19283041, -0.15289722, 0.0028078665, 0.15971705, -0.03884288, -0.06906346, -0.04772131, 0.32280502, -0.42069855, 0.21643022, -0.8389786, -0.50325495) * g_0;
result += mat4(0.18034904, 0.037142154, 0.41413367, 0.08413125, -0.14397736, -0.4820656, 0.32794252, 0.2589487, 0.46948192, 0.26964813, -0.07420985, -0.16767345, 0.086358115, -0.10306444, 0.36070088, 0.1681583) * g_1;
result += mat4(0.35362276, 0.012461055, -0.77784586, 0.09078976, 0.19976044, 0.17758635, -0.37238386, -0.03503108, 0.13998942, -0.37809366, 0.016560063, 0.3934089, -0.25227416, -0.123653956, -0.05106222, 0.005900442) * g_2;
result += mat4(0.057956465, -0.049570814, 0.0606723, -0.20321843, -0.26415482, -0.27723017, 0.116116256, 0.091267794, -0.14814565, 0.25946814, 0.17341542, 0.14638402, 0.2880723, 0.10809813, 0.025261842, -0.34984475) * g_3;
result += mat4(0.05510083, 0.17530598, -0.20630372, -0.027601322, 0.017287979, 0.1857018, -0.41756013, -0.14747128, 0.36301833, 0.13361412, 0.021245379, 0.08700895, -0.15968269, -0.32113054, 0.019964505, -0.15953153) * g_4;
result += mat4(-0.12913038, -0.21853726, -0.14845535, -0.2878481, 0.060428645, -0.12468173, -0.0068141054, 0.044517014, -0.3603185, -0.21329117, -0.029232644, 0.033500195, 0.4367195, -0.048263986, 0.36913735, -0.015526651) * g_5;
result += mat4(0.15424874, 0.09803074, -0.4081566, -0.24807191, -0.21617292, -0.26116055, -0.19488858, 0.13665622, -0.23223704, 0.13516016, -0.19990326, -0.09589857, 0.2877168, -0.18335378, -0.12726076, -0.01706245) * g_6;
result += mat4(0.17850566, 0.11283147, 0.0941847, 0.07064274, 0.23485339, 0.053585358, 0.038221374, -0.052291602, -0.085393615, -0.43200582, -0.3899717, -3.6526293e-05, -0.1805902, 0.15160961, -0.25388122, -0.10506431) * g_7;
result += mat4(0.10518986, 0.4441116, -0.16333202, -0.15620118, -0.025791602, -0.2971725, 0.27621722, 0.15761738, 0.008179799, 0.4354704, 0.8792617, 0.98227674, 0.27862114, -0.28962052, 0.08527341, 0.06820025) * g_8;
result += mat4(-0.002976883, -0.220515, -0.2764896, 0.03840775, 0.09852327, 0.09890841, 0.6333531, 0.05949176, -0.12757486, 0.12711844, -0.103355624, -0.2612116, -0.92972547, 0.20546664, 0.43557793, 0.14573197) * g_9;
result += vec4(-0.048349448, -0.027946962, -0.014499015, -0.017825816);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_9_tf
//!SAVE conv2d_11_tf
//!WIDTH conv2d_9_tf.w
//!HEIGHT conv2d_9_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.099030726, -0.06836123, 0.08793171, -0.08440806, 0.1367897, -0.18130925, -0.061028607, -0.0036578078, -0.2664728, 0.11683366, -0.106817886, 0.054352235, -0.037010342, -0.04099114, -0.024939198, 0.17543977) * go_0(-1.0, -1.0);
result += mat4(-0.005120602, 0.033574037, 0.15293613, 0.14662915, 0.16131143, 0.14048538, -0.07979977, -0.09974233, 0.12065904, -0.027316207, 0.05308134, -0.39921048, -0.11916608, 0.05068417, -0.064156584, 0.0906338) * go_0(-1.0, 0.0);
result += mat4(0.19719984, 0.031454016, 0.057130553, -0.08133089, -0.48387995, -0.20429122, -0.2968695, 0.17029694, 0.2686546, -0.32400158, 0.23564363, -0.12357238, -0.039444853, -0.25260264, -0.045210194, 0.009996893) * go_0(-1.0, 1.0);
result += mat4(0.24888185, -0.16971394, 0.23991539, -0.20469886, -0.05449719, -0.22697294, -0.19475369, -0.14052935, 0.15595771, 0.09519395, -0.18674417, -0.19258659, -0.18656066, -0.07679601, 0.04305061, -0.052698307) * go_0(0.0, -1.0);
result += mat4(0.26016366, 0.37886587, 0.29538265, 0.13591415, 0.08657945, 0.2248858, 0.13191143, -0.27878642, 0.38287383, -0.24528888, 0.16275367, -0.4445379, -0.15009366, 0.21030647, 0.04707718, -0.36865705) * go_0(0.0, 0.0);
result += mat4(0.00060599507, -0.063061595, 0.09708327, 0.18096425, -0.18803552, -0.15204777, -0.21307996, 0.25915486, 0.180343, 0.15965502, 0.4193544, 0.11587751, -0.01724538, -0.0003311443, 0.118263096, 0.3388005) * go_0(0.0, 1.0);
result += mat4(-0.11013732, -0.24454343, 0.11523979, 0.16267157, 0.037852544, -0.018723588, -0.044225607, 0.010824283, -0.09449054, -0.43009904, 0.17163227, 0.058022983, 0.3704038, -0.124312826, -0.04090871, -0.41738933) * go_0(1.0, -1.0);
result += mat4(-0.08466185, -0.032986447, -0.12251885, -0.061746452, -0.28120902, -0.03351265, -0.07977477, 0.035497896, -0.40911916, -0.265343, 0.18400514, 0.18039864, 0.2885377, 0.17138512, -0.2672905, -0.17658347) * go_0(1.0, 0.0);
result += mat4(0.14892288, 0.054083705, 0.074718416, 0.011234817, -0.1644216, 0.10958687, 0.016626561, 0.13260235, 0.15622494, 0.028492622, 0.16308293, 0.0817191, 0.004302441, -0.03425889, 0.019733155, 0.20729025) * go_0(1.0, 1.0);
result += mat4(-0.10912273, 0.18627015, -0.12923245, -0.007432667, -0.15062776, 0.1132029, -0.039932206, -0.048926212, -0.19350322, -0.052288085, -0.062460408, 0.06341913, -0.22352171, 0.12735958, -0.030772611, 0.10314876) * go_1(-1.0, -1.0);
result += mat4(0.055571638, -0.29345444, -0.05150461, 0.038981512, -0.20368473, -0.1620652, 0.2212063, 0.16812243, -0.25869122, -0.055914585, 0.1699279, 0.09515419, -0.051229157, 0.029384349, 0.2958992, 0.33411613) * go_1(-1.0, 0.0);
result += mat4(-0.16893966, -0.11777383, -0.1890183, 0.3100362, 0.32964075, 0.1503138, 0.23687156, -0.1966872, -0.34989685, 0.018697567, -0.054476835, 0.2467992, 0.1404086, 0.042806204, 0.22713056, -0.07194008) * go_1(-1.0, 1.0);
result += mat4(0.1294499, 0.08734431, -0.27748963, -0.30450672, 0.347131, 0.10832939, 0.094416045, -0.021583052, -0.03705905, 0.13216147, 0.060019907, 0.17617045, -0.31731188, 0.055844136, -0.32436728, 0.09127553) * go_1(0.0, -1.0);
result += mat4(-0.37301856, -0.59706587, 0.14188358, -0.11759082, -0.123990245, 0.17104799, -0.22897844, 0.044174567, 0.08194783, 0.5041956, 0.080176726, 0.30695775, 0.14737315, 0.06887362, -0.14944588, 0.041438155) * go_1(0.0, 0.0);
result += mat4(0.028311472, -0.12458831, 0.09180698, 0.21692544, 0.26750755, -0.095768556, 0.37605208, -0.09700436, -0.43799365, -0.2001086, -0.22588708, 0.21119161, 0.017415013, 0.15119827, -0.015756091, -0.097044095) * go_1(0.0, 1.0);
result += mat4(0.07018085, 0.07628864, 0.03961951, 0.032012466, 0.09119677, -0.11489552, 0.086640276, -0.10799725, -0.09006475, 0.18994014, 0.015971951, 0.025477583, 0.034011904, -0.07448855, -0.090691224, -0.08970111) * go_1(1.0, -1.0);
result += mat4(-0.036299143, 0.14122474, -0.1863209, 0.1802412, 0.25498003, 0.12084085, -0.15148233, -0.15718026, 0.00034174722, 0.13090368, -0.17938401, -0.064941354, -0.42650834, -0.24431564, 0.1735792, -0.08763975) * go_1(1.0, 0.0);
result += mat4(-0.018800588, -0.09828807, 0.022626605, 0.19307971, 0.2295834, 0.021806285, 0.17869954, -0.089709155, 0.039047185, 0.1444108, -0.058205944, -0.0141449645, 0.10705844, 0.17592433, -0.017586943, 0.100735694) * go_1(1.0, 1.0);
result += vec4(-0.10319947, 0.010868113, 0.0143356435, -0.007343647);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_9_tf
//!SAVE conv2d_10_tf
//!WIDTH conv2d_9_tf.w
//!HEIGHT conv2d_9_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.034931988, -0.10314893, 0.050731838, 0.008667428, 0.093605734, 0.18763398, 0.1329972, 0.32109565, 0.018679736, 0.16050446, -0.21393016, -0.5850818, -0.03595686, -0.06816087, 0.058053996, 0.14945738) * go_0(-1.0, -1.0);
result += mat4(0.13086358, 0.1037956, 0.024482725, 0.28596595, 0.03427747, 0.03360277, -0.08412939, -0.09863662, -0.14649919, 0.049508557, -0.040583454, -0.3193693, 0.09898459, -0.055807225, -0.13826977, -0.24508655) * go_0(-1.0, 0.0);
result += mat4(0.022690594, -0.049172435, -0.043048073, 0.28297383, -0.12327597, 0.12841734, 0.19118458, -0.14444864, 0.25481266, -0.1530131, -0.32560238, 0.28813502, 0.07987849, -0.081693284, 0.023993304, 0.051493756) * go_0(-1.0, 1.0);
result += mat4(-0.21383128, 0.10948106, 0.29768178, 0.5630563, -0.097254336, 0.3000293, 0.27545682, -0.10354583, 0.064267136, -0.0722382, 0.16716443, -0.29272497, 0.124174535, -0.09405645, -0.07759505, -0.63239044) * go_0(0.0, -1.0);
result += mat4(-0.049770556, -0.2611922, -0.11767422, -0.056895554, -0.10655438, 0.15822971, -0.15873717, -0.034663625, -0.22618848, -0.037567407, 0.8648974, 0.15630767, 0.24981938, 0.15488663, -0.01769864, -0.05102535) * go_0(0.0, 0.0);
result += mat4(0.021745246, -0.019828277, -0.2533036, 0.08191131, 0.21484213, 0.07265768, 0.13022637, 0.12640825, 0.3097948, 0.1656624, 0.29834095, 0.26926345, 0.1445516, -0.096134044, 0.23720652, 0.104119554) * go_0(0.0, 1.0);
result += mat4(-0.0026226363, -0.11969785, -0.07630252, 0.48163646, 0.020707106, 0.098053664, 0.15194124, -0.067455925, -0.0072260266, -0.063311785, -0.13165388, -0.2720021, 0.056918275, -0.46139827, 0.062053606, -0.2062505) * go_0(1.0, -1.0);
result += mat4(0.18370466, -0.21412961, -0.08481129, 0.012198226, -0.08129054, 0.5550795, 0.047955874, 0.2502166, -0.07373375, 0.28914857, -0.0046189106, -0.014052611, -0.1366542, -0.4555943, -0.053266894, 0.4447608) * go_0(1.0, 0.0);
result += mat4(-0.028673984, -0.05453405, -0.118545935, -0.069395766, 0.17180833, 0.17611517, 0.13780451, 0.28597325, -0.07254466, 0.05339366, 0.0095731495, 0.17107281, 0.08671597, -0.06200009, -0.06297748, 0.08674916) * go_0(1.0, 1.0);
result += mat4(-0.040299665, 0.095958404, 0.052906267, -0.48397818, -0.1331588, -0.0012678325, -0.042020816, -0.33833674, -0.012395556, 0.07671447, -0.15005252, -0.083733305, 0.12279073, 0.13883469, -0.10359484, -0.31333458) * go_1(-1.0, -1.0);
result += mat4(0.14495945, -0.12174993, -0.11281622, -0.018538697, -0.14329918, 0.12817283, -0.046540275, -0.1030246, -0.1832771, -0.30401602, -0.33390167, -0.052471336, 0.12632851, 0.23514742, 0.0011784412, -0.49560672) * go_1(-1.0, 0.0);
result += mat4(0.08295849, 0.044828687, 0.27639604, 0.039427668, 0.02818349, -0.06210292, -0.27352595, 0.19817229, -0.18440844, -0.06898423, 0.0017214341, -0.18130824, -0.0071537187, 0.03517007, -0.2113949, 0.025240164) * go_1(-1.0, 1.0);
result += mat4(-0.2006673, -0.041704424, 0.16268894, -0.25376207, 0.07905478, -0.17365594, 0.10044552, -0.20418073, 0.085226685, -0.16344517, -0.11064805, -0.2824042, 0.00095205643, 0.31177342, -0.3084233, -0.0908839) * go_1(0.0, -1.0);
result += mat4(0.26129997, 0.3127755, 0.06982181, 0.23317924, -0.05344337, 0.008762884, 0.20765801, 0.13311344, -0.021598162, 0.0038430444, -0.40633947, 0.09444498, -0.097569115, 0.1161639, 0.051482536, -0.13007577) * go_1(0.0, 0.0);
result += mat4(0.1168701, 0.10319956, -0.26231092, 0.13755418, -0.31545812, 0.21018027, -0.2570223, 0.11072984, 0.169098, -0.092338, 0.19418359, -0.24841106, 0.2179265, 0.26306525, -0.030364338, 0.011455713) * go_1(0.0, 1.0);
result += mat4(0.013165953, -0.027480505, 0.019355817, -0.22797722, 0.10252238, -0.13104701, 0.043106645, -0.113860615, 0.077017605, 0.16079858, -0.13723075, 0.08403468, 0.07229952, -0.07288171, 0.153157, -0.30485252) * go_1(1.0, -1.0);
result += mat4(-0.18590495, -0.02694476, 0.14553905, 0.135362, 0.033088487, -0.49798432, -0.11869643, 0.15896079, 0.09456545, -0.14991766, -0.15788183, -0.13954063, -0.1400199, 0.47176227, 0.1710854, 0.24664737) * go_1(1.0, 0.0);
result += mat4(0.15082799, -0.1990422, -0.07347236, 0.106623515, -0.054368034, -0.10389193, -0.0711653, -0.022524087, -0.056636613, -0.07881972, 0.09727487, -0.16494693, 0.13156064, 0.176482, 0.11008391, 0.16038191) * go_1(1.0, 1.0);
result += vec4(-0.0891901, 0.05071113, -0.026449949, -0.0051819966);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x48
//!HOOK MAIN
//!BIND conv2d_9_tf
//!BIND conv2d_11_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!SAVE conv2d_12_tf
//!WIDTH conv2d_9_tf.w
//!HEIGHT conv2d_9_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0))
#define g_1 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0))
#define g_2 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_10 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.2967133, -0.18581349, -0.03749059, 0.30880052, -0.11064016, -0.23309472, 0.05572459, 0.04502667, -0.12098995, 0.1875494, 0.17095889, 0.008563628, -0.16092524, 0.03845401, 0.1908294, 0.10556762) * g_0;
result += mat4(0.23697758, 0.11629349, 0.19466121, -0.41413772, -0.20402254, 0.0062864223, -0.13700421, -0.10543815, -0.03498975, 0.02710536, -0.32383642, 0.12299909, -0.06849518, -0.005379719, 0.15714374, -0.15514039) * g_1;
result += mat4(-0.17502604, -0.24644612, -0.13557185, -0.16728596, -0.024457034, -0.28457522, 0.13460088, -0.21639405, 0.057475664, 0.1473123, 0.19220911, -0.12668033, 0.67518485, -0.36505973, -0.16904399, -0.010216019) * g_2;
result += mat4(-0.15164074, 0.2532923, -0.13278177, -0.11557631, -0.23019886, 0.115244605, 0.010407434, 0.044481948, -0.36745974, 0.6252675, -0.7489445, 0.31991, 0.04725299, 0.32507753, 0.3035176, -0.18355042) * g_3;
result += mat4(0.11328097, -0.09094802, -0.03745151, 0.12965176, 0.0051720524, 0.028558291, -0.047848992, 0.23055501, 0.18047509, -0.07151716, 0.05670166, -0.008592144, -0.092078224, -0.013172229, -0.017855234, -0.07338865) * g_4;
result += mat4(0.123723745, -0.06312486, 0.0427355, -0.11981472, 0.028110307, 0.2275076, -0.019800344, -0.10352946, -0.23628815, 0.24896589, -0.07624697, -0.21491022, -0.13148311, 0.27282125, -0.053250857, -0.15992334) * g_5;
result += mat4(-0.23408101, 0.20139061, 0.0035646914, 0.16009186, -0.1912387, -0.0066828816, -0.13681525, -0.22325766, -0.056139376, -0.0638933, 0.0681208, 0.041838214, -0.016192758, 0.19360517, -0.21080317, 0.113634475) * g_6;
result += mat4(0.1369719, 0.18950021, 0.019468868, -0.08180063, -0.31615034, 0.028354429, -0.1489749, -0.096815735, 0.22448029, 0.16501611, -0.11709639, -0.047612794, 0.10514418, -0.07882259, 0.2664075, 0.19011621) * g_7;
result += mat4(0.13804765, 0.01748137, 0.18502045, 0.058146507, -0.5661739, 0.14128609, -0.25875592, -0.6150388, -0.031642724, 0.3204696, -0.021026978, -0.3983191, 0.08609409, 0.0042772954, -0.3754959, -0.19454613) * g_8;
result += mat4(0.09550674, 0.26413566, -0.15292425, -0.13285659, 0.14078279, 0.08191184, 0.066060774, -0.02605145, -0.08946464, 0.11715431, 0.05521046, -0.03218011, -0.31606913, -0.011917866, 0.11926112, 0.145299) * g_9;
result += mat4(0.71071726, -0.8614542, -0.050295915, 0.41341305, -0.38318273, 0.1269644, 0.46467987, -0.15950991, -0.75483114, 0.6358254, -0.19257315, -0.5991311, 0.10807353, 0.083646335, 0.032484207, -0.20280145) * g_10;
result += mat4(-0.21395132, 0.37320906, 0.30284703, 0.054482624, 0.10859697, 0.21301107, -0.09715497, -0.047609363, 0.40013343, -0.22015318, 0.09944949, 0.4283713, 0.1767619, 0.15653327, -0.01787549, 0.22862214) * g_11;
result += vec4(0.06043013, -0.057747327, -0.0260778, 0.034383494);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8
//!HOOK MAIN
//!BIND conv2d_12_tf
//!SAVE conv2d_13_tf
//!WIDTH conv2d_12_tf.w
//!HEIGHT conv2d_12_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.122954965, 0.18889557, -0.050585095, -0.09285047, 0.041825704, -0.10147826, -0.0524878, 0.042394586, 0.26654795, -0.052367304, 0.32582784, 0.23248254, -0.18429202, -0.036516707, 0.034441825, 0.13747402) * go_0(-1.0, -1.0);
result += mat4(0.39325443, 0.12691088, -0.14018032, 0.2601387, -0.0128762275, 0.09533191, -0.15545139, -0.064879976, 0.4752176, -0.46358192, -0.048625924, 0.07356933, -0.030162415, -0.09837143, -0.34081137, 0.09620003) * go_0(-1.0, 0.0);
result += mat4(0.11647179, 0.020975508, -0.06064534, -0.1789612, 0.057696175, 0.11116113, -0.015037568, -0.024370348, -0.03656938, -0.2899815, -0.10285936, 0.055147626, 0.19246738, 0.30268162, -0.4149779, -0.0402745) * go_0(-1.0, 1.0);
result += mat4(-0.009147066, -0.17453548, 0.23320405, -0.009745345, 0.080975994, 0.07396582, -0.13413322, 0.17224005, -0.19477916, 0.16737588, 0.5310824, -0.48741058, 0.3713329, -0.061815146, -0.19980642, 0.25318542) * go_0(0.0, -1.0);
result += mat4(0.34857947, 0.09298978, 0.20253287, 1.0750674, 0.074417695, 0.15859176, 0.17113946, 0.3587233, -0.3720992, 0.5499863, -0.3334931, -0.7303378, 0.28977355, -0.40827954, -0.15625797, 0.44504634) * go_0(0.0, 0.0);
result += mat4(0.00963027, -0.103650935, -0.15111534, -0.054710496, 0.068436116, -0.04733752, -0.014022155, -0.06435892, 0.46522453, 0.06746723, -0.13256127, -0.354952, 0.036626723, -0.2881872, -0.20110025, 0.18387023) * go_0(0.0, 1.0);
result += mat4(-0.042692482, -0.08184722, 0.29142103, 0.10918554, 0.022569105, -0.03967552, -0.029662814, 0.16549924, -0.06727612, 0.49291298, 0.12881728, -0.02918886, -0.01579875, -0.12708642, -0.21163678, -0.24313599) * go_0(1.0, -1.0);
result += mat4(-0.044082023, -0.047357306, -0.044077095, 0.20591871, -0.015887344, 0.05115381, -0.19811073, -0.035676513, 0.019275555, 0.4578326, 0.5141636, 0.0702626, 0.13119744, -0.17745942, -0.1892288, -0.062224492) * go_0(1.0, 0.0);
result += mat4(0.06651709, -0.016656881, -0.0052546742, 0.014599082, -0.032204926, 0.09341175, -0.010483702, -0.04786155, 0.23358113, 0.13316281, 0.21748747, 0.04741849, -0.11040673, 0.06230487, 0.16795471, -0.104242735) * go_0(1.0, 1.0);
result += mat4(-0.06844235, -0.01974277, 0.03758873, 0.0437811, -0.057502225, -0.076013766, 0.05226354, 0.16626364, -0.15094693, -0.06513261, -0.07178063, -0.25390542, -0.046331745, 0.048600584, -0.09498597, -0.029823082) * go_1(-1.0, -1.0);
result += mat4(0.055906143, -0.09671702, -0.022703249, -0.074096285, -0.18490121, -0.14549334, 0.42093202, 0.087242134, -0.29526195, 0.31182536, 0.044069793, -0.17393354, -0.17096926, -0.15162584, 0.25237793, 0.047123164) * go_1(-1.0, 0.0);
result += mat4(-0.0007076463, 0.0037513115, -0.044519257, 0.05986656, -0.12090617, 0.17659539, -0.07153321, 0.043799683, -0.050228495, -0.04225425, 0.24785443, 0.19911547, -0.05966556, -0.19790268, 0.20703633, 0.0048266468) * go_1(-1.0, 1.0);
result += mat4(0.21739465, -0.046017647, -0.17681813, 0.21452186, 0.230653, -0.47062522, -0.23921433, 0.39329913, -0.036690675, 0.3303968, -0.47879925, -0.16289225, -0.1494594, 0.27207994, 0.1856394, -0.47609702) * go_1(0.0, -1.0);
result += mat4(0.3214577, -0.023753606, 0.21297608, -0.7130707, 0.050221473, 0.9629573, 0.5004743, 0.10413513, 0.10723351, -0.07022509, 0.23218232, -0.5185978, -0.6921137, 0.0619471, 0.16877905, -0.60311705) * go_1(0.0, 0.0);
result += mat4(0.0079998905, -0.066334635, 0.24110058, 0.06277327, -0.099571265, 0.28088686, 0.089555554, 0.049777288, -0.12143259, 0.19382764, 0.028673613, 0.14329565, -0.10053404, -0.07129261, -0.06196109, -0.54130787) * go_1(0.0, 1.0);
result += mat4(0.0602462, -0.21520244, -0.17295553, 0.01296868, 0.09711833, 0.051904213, -0.20535164, -0.17658444, 0.27075645, 0.0784139, 0.13146368, -1.7129825e-05, -0.06117924, 0.24631894, -0.01026257, 0.0030612787) * go_1(1.0, -1.0);
result += mat4(0.19062799, 0.122910775, 0.09640838, 0.06539721, 0.057701044, -0.20118104, -0.06261069, 0.107874714, 0.0973878, -0.20830666, -0.108459, -0.10059624, -0.08533175, -0.025608283, -0.07584223, -0.26741856) * go_1(1.0, 0.0);
result += mat4(-0.1459836, -0.092159286, 0.05037609, 0.07709965, -0.18563168, -0.017586546, -0.16244653, -0.017426869, -0.20880185, -0.26068223, 0.037480514, 0.056800563, 0.14884543, 0.13592677, -0.1492276, 0.023280073) * go_1(1.0, 1.0);
result += vec4(-0.03207076, 0.045260444, 0.040100798, -0.014172305);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x56
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_11_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!SAVE conv0ups
//!WIDTH conv2d_12_tf.w
//!HEIGHT conv2d_12_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_1 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_2 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_10 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_12 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.06499131, -0.18188648, -0.3129073, 0.46508536, 0.12730247, -0.0048228996, -0.29037076, -0.040671512, -0.37960687, -0.014975028, 0.051478356, -0.17510629, 0.24467152, -0.3726265, -0.05205153, 0.29063764) * g_0;
result += mat4(-0.036466975, -0.021365412, 0.19166216, 0.2391551, 0.38419026, 0.16602032, 0.06468244, 0.7733659, 0.004007756, 0.03079535, -0.0030497843, -0.2033753, -0.3095698, 0.40909737, 0.067926906, -0.16948561) * g_1;
result += mat4(-0.07662823, 0.021806711, 0.05107831, 0.09089961, -0.051882017, -0.00308805, -0.08946813, -0.085923605, 0.13135786, -0.040860962, -0.12652986, -0.17011258, -0.23838595, 0.16027555, -0.27720237, 0.3512776) * g_2;
result += mat4(0.054664467, -0.012412156, -0.11934643, -0.20614244, 0.005247195, -0.07548066, 0.1898925, -0.08086777, -0.27888495, 0.08055913, 0.2733805, 0.05444851, 0.22015096, -0.15712278, 0.070828624, -0.12955543) * g_3;
result += mat4(-0.19064794, 0.10234088, -0.07635815, 0.15928909, 0.25309163, -0.0055202493, -0.04807871, 0.1251584, -0.19122045, 0.050241888, 0.020203145, 0.12914757, 0.20982412, -0.042472344, 0.12709813, -0.10014193) * g_4;
result += mat4(-0.025030518, -0.077239156, 0.12003885, -0.07962912, -0.17808792, -0.027223784, 0.13286914, -0.026946044, 0.044607714, -0.045288526, 0.12821364, -0.19116278, 0.053770527, -0.05832497, -0.14832996, -0.08657012) * g_5;
result += mat4(0.17286317, -0.029046731, -0.06853154, -0.080361344, -0.14082976, -0.076902896, 0.08296736, -0.17621617, 0.10048785, -0.01766402, -0.06414528, -0.012933831, 0.13066664, -0.05233094, 0.09176876, 0.0053013414) * g_6;
result += mat4(0.09860572, 0.0578288, 0.05035504, 0.017596964, 0.055266783, -0.084020205, 0.1214565, -0.04180339, -0.16650584, 0.02645373, 0.08516016, 0.123672284, -0.11207144, 0.03805417, 0.017909998, 0.08631275) * g_7;
result += mat4(0.08567236, 0.11860556, -0.2603184, 0.04399533, -0.13169551, -0.14144541, 0.11864987, -0.19813964, -0.14435594, 0.0943669, 0.318387, -0.039731313, -0.05394642, 0.018096905, 0.11445131, -0.07224858) * g_8;
result += mat4(-0.066673055, -0.0079072425, 0.15320915, 0.1241549, -0.03786454, 0.02686796, 0.062339537, 0.0921351, 0.24909046, -0.13677734, -0.08606315, -0.1311618, -0.11268947, 0.017006561, -0.010060483, -0.016905207) * g_9;
result += mat4(0.11682704, -0.06385352, 0.048959445, 0.2103904, -0.24271931, -0.114691064, 0.106675364, -0.16527846, 0.20034032, -0.19069487, 0.13964948, -0.2999216, -0.05324707, 0.03835898, 0.002079623, -0.042824514) * g_10;
result += mat4(0.021089941, 0.058709584, -0.026687654, 0.061108842, 0.13278545, 0.0154480925, -0.1858288, 0.07775379, -0.013820952, 0.04138522, 0.040989578, 0.19044249, -0.05938495, 0.049729984, 0.022488212, 0.13883443) * g_11;
result += mat4(-0.12241166, 0.24528268, -0.5302565, 0.045535725, -0.054705787, -0.038350295, -0.0833044, 0.18413262, -0.16520579, 0.087780885, -0.42400438, 0.30506396, -0.05254002, 0.0068022306, -0.6969388, 1.901328) * g_12;
result += mat4(-0.12879479, -0.13513997, -0.068150125, 0.34132335, 0.08568371, 0.086309135, -0.10726202, 0.053040955, -0.007894386, 0.0694188, 0.13861355, -0.06504751, 0.1669743, -0.06529014, -0.048758753, -0.10337064) * g_13;
result += vec4(-0.022439916, 0.020257013, 0.041364692, 0.0141367195);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x56
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_11_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!SAVE conv0ups1
//!WIDTH conv2d_12_tf.w
//!HEIGHT conv2d_12_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_1 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_2 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_3 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_10 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_12 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.10813235, 0.05466766, -0.20426773, 0.03014769, -0.23742639, -0.18808678, -0.08507936, 0.11070251, -0.24421449, -0.047370236, -0.034263644, -0.36471045, 0.022079159, -0.13425855, -0.43840396, 0.14318791) * g_0;
result += mat4(0.006743051, 0.07216438, 0.14125177, 0.06620228, 0.42031923, 0.2496421, -0.07731219, -0.013831615, 0.15525927, 0.090886295, 0.019504324, -0.048566148, -0.21346657, 0.022109412, 0.26717573, -0.11774596) * g_1;
result += mat4(-0.28528357, -0.17186452, -0.20616518, 0.034786828, -0.10506841, -0.12335915, 0.07619831, -0.23998813, 0.19965814, 0.103892386, 0.04367025, -0.19183081, -0.16918147, -0.056264214, 0.20310691, 0.3341895) * g_2;
result += mat4(0.20581162, 0.02040467, 0.35530564, -0.15494272, -0.010262163, 0.07301455, -0.074129246, 0.17339204, -0.00919498, -0.11473048, 0.042003002, -0.050515488, 0.24150477, 0.14734265, -0.102072336, -0.03404688) * g_3;
result += mat4(-0.022791447, -0.005725081, 0.057149626, 0.013613261, 0.017012713, 0.0022030922, 0.06826359, -0.1473429, -0.055662345, 0.015804563, 0.07033723, 0.0380571, -0.030761583, -0.06867299, -0.0004780991, -0.10686876) * g_4;
result += mat4(0.11448204, 0.08165584, 0.56496936, 0.2275344, 0.050801918, 0.115319155, 0.11518415, 0.05895198, 0.06831797, 0.08119943, 0.34825838, -0.048232127, 0.028284775, -0.03452888, 0.1979006, -0.041894354) * g_5;
result += mat4(0.11946663, 0.03388757, -0.13882776, -0.14631757, -0.07182763, -0.08768853, 0.14146432, 0.10330784, -0.012143934, -0.022009725, -0.15579993, -0.050503176, -0.016312446, -0.054338187, -0.07755307, -0.07889432) * g_6;
result += mat4(-0.02631465, 0.05617023, 0.13298586, 0.045326687, -0.11627329, -0.087329924, -0.05144727, -0.13488398, 0.06281482, 0.054220017, 0.25243595, 0.002556835, -0.03581036, 0.10341262, 0.10574532, 0.15461436) * g_7;
result += mat4(0.07718563, 0.038919166, -0.06910819, -0.059710544, -0.09481636, -0.1109951, 0.5187051, 0.045543563, -0.048131686, 0.072409846, 0.4892963, -0.086976275, -0.07343929, -0.12501429, 0.26566443, 0.08579102) * g_8;
result += mat4(0.005692247, 0.042074066, 0.13430944, 0.10093059, 0.023651319, 0.019474167, -0.13077211, -0.07782639, 0.072300054, 0.011820138, -0.1379879, -0.033925157, 0.012152839, 0.005247593, 0.15555158, -0.10433893) * g_9;
result += mat4(-0.14903626, -0.0649052, 0.103872776, 0.18057188, 0.02891697, 0.13026263, 0.45847327, 0.09324349, -0.039312128, -0.05299939, 0.4332103, -0.25727344, 0.006733611, 0.05955007, 0.24531682, 0.053989712) * g_10;
result += mat4(0.111072116, 0.11529407, -0.26600304, -0.032266896, 0.09633932, 0.0094333775, 0.060893714, -0.08118885, -0.03830528, 0.0037902966, -0.11128639, 0.13511918, 0.06553124, 0.054722965, 0.08178846, 0.06025588) * g_11;
result += mat4(0.095904954, 0.0008960944, 0.35145932, 0.28108585, -0.011538731, -0.09239871, -0.21972048, -0.0820484, 0.112448506, -0.10381135, 0.09701949, 0.023723679, 0.04458077, 0.04700858, -0.056815177, 0.33785793) * g_12;
result += mat4(0.08533725, 0.05978557, -0.40020186, -0.13684823, -0.0074113654, 0.1310689, 0.12906975, 0.11596462, 0.007170312, 0.13460107, 0.08450185, -0.019635776, 0.0966497, 0.021586724, -0.06784809, 0.12102399) * g_13;
result += vec4(-0.032370187, 0.008661155, 0.020123083, 0.04574251);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-3x3x3x16
//!HOOK MAIN
//!BIND MAIN
//!BIND conv0ups
//!BIND conv0ups1
//!SAVE MAIN
//!WIDTH conv0ups.w 2 *
//!HEIGHT conv0ups.h 2 *
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_2(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_3(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
vec4 hook() {
vec4 result = mat4(0.03277269, -0.005261106, 0.017171703, 0.0, 0.07399743, 0.06816794, 0.09821277, 0.0, -0.013628815, -0.09454006, -0.2801339, 0.0, -0.020518344, -0.008617738, -0.010507532, 0.0) * go_0(-1.0, -1.0);
result += mat4(-0.0728787, -0.05837346, -0.06754399, 0.0, -0.14260155, -0.11570593, -0.156841, 0.0, -0.0050546993, 0.22888114, 0.21504444, 0.0, 9.040898e-05, -0.023274591, -0.013553191, 0.0) * go_0(-1.0, 0.0);
result += mat4(0.051917054, 0.05906303, 0.06952429, 0.0, 0.0525386, 0.088182524, 0.058972485, 0.0, -0.089566976, -0.11995993, -0.060805317, 0.0, -0.0016516607, 0.014582383, 0.0018667864, 0.0) * go_0(-1.0, 1.0);
result += mat4(-0.010195044, -0.0016970673, -0.007473783, 0.0, 0.0048292056, 0.00090277405, -0.018349117, 0.0, 0.33494812, 0.21826924, 0.07975424, 0.0, 0.0313906, 0.023605483, 0.019729096, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.04102709, -0.057343815, -0.053828835, 0.0, -0.20089269, -0.14614193, -0.16869506, 0.0, -0.48148197, -0.112935685, 0.15368614, 0.0, 0.013808743, 0.019406663, 0.016180169, 0.0) * go_0(0.0, 0.0);
result += mat4(-0.06643282, -0.06502517, -0.07856252, 0.0, 0.018638078, -0.022319186, -0.0067943106, 0.0, 0.036783714, -0.05270904, -0.0070206574, 0.0, 0.016395729, -0.004902533, 0.008296518, 0.0) * go_0(0.0, 1.0);
result += mat4(0.12068605, 0.15490896, 0.16064006, 0.0, 0.065336704, 0.053270113, 0.041463483, 0.0, -0.070910245, -0.16710983, -0.100286275, 0.0, -0.00765049, 0.002855491, 0.005510328, 0.0) * go_0(1.0, -1.0);
result += mat4(0.020581165, 0.009990014, 0.020439452, 0.0, 0.053358912, 0.019578407, 0.07360501, 0.0, -0.01833616, 0.024298528, 0.09730532, 0.0, 0.007911377, -0.0008312725, 0.0012658008, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.029880082, -0.048992317, -0.06480165, 0.0, 0.057186406, 0.02767247, 0.02632289, 0.0, 0.3017522, 0.107764654, -0.082682736, 0.0, -0.018429814, -0.0037222179, -0.008986925, 0.0) * go_0(1.0, 1.0);
result += mat4(0.05568391, 0.07143306, 0.11425685, 0.0, 0.09023551, 0.07943949, 0.09341015, 0.0, -0.006964977, 0.005051686, -0.0066025057, 0.0, 0.016425984, 0.016140617, 0.017426701, 0.0) * go_1(-1.0, -1.0);
result += mat4(-0.05428328, -0.05257552, -0.055414293, 0.0, 0.07355084, 0.02099847, 0.02532324, 0.0, -0.0059588687, 0.0026828237, 0.012020099, 0.0, -0.02094392, -0.008076426, -0.004007557, 0.0) * go_1(-1.0, 0.0);
result += mat4(0.078949526, 0.060797416, 0.06175456, 0.0, 0.038563624, 0.1133258, 0.097543724, 0.0, 0.009481104, 0.010644464, 0.017376821, 0.0, -0.025299812, -0.034176692, -0.024242869, 0.0) * go_1(-1.0, 1.0);
result += mat4(0.097633384, 0.08206449, 0.07688493, 0.0, -0.13658656, -0.07185774, -0.046447344, 0.0, 0.023979248, 0.007561647, 0.013846933, 0.0, -0.05918984, -0.061709706, -0.05624362, 0.0) * go_1(0.0, -1.0);
result += mat4(-0.06739334, -0.08787811, -0.11320143, 0.0, -0.21294294, -0.20553987, -0.212303, 0.0, 0.03569362, 0.005086715, -0.008558981, 0.0, -0.029743299, -0.01592082, -0.023579126, 0.0) * go_1(0.0, 0.0);
result += mat4(-0.06479095, -0.07233743, -0.0707415, 0.0, 0.042067222, 0.020530105, -0.013605897, 0.0, -0.024686582, -0.019044759, -0.028663088, 0.0, -0.02459999, -0.022106387, -0.037910707, 0.0) * go_1(0.0, 1.0);
result += mat4(0.00047730867, 0.0074251383, -0.019326044, 0.0, -0.0079797115, -0.028213829, -0.04960014, 0.0, -0.007960453, 0.006997611, 0.008396939, 0.0, 0.06343004, 0.049828995, 0.03993323, 0.0) * go_1(1.0, -1.0);
result += mat4(0.041342042, 0.04802731, 0.05910926, 0.0, -0.06663181, -0.017722478, -0.063366435, 0.0, -0.0066454113, -0.007623568, -0.0052808253, 0.0, 0.019400312, 0.023122162, 0.014149712, 0.0) * go_1(1.0, 0.0);
result += mat4(-0.02667231, 0.00326689, 0.028842116, 0.0, 0.1206443, 0.059932612, 0.11402581, 0.0, -0.019962605, -0.012744165, -0.0043374747, 0.0, 0.0076787886, -0.0029834688, 0.016930124, 0.0) * go_1(1.0, 1.0);
result += mat4(-0.048204165, -0.040773313, -0.048701975, 0.0, -0.10603768, -0.0444273, -0.05195404, 0.0, 0.0075067757, -0.018593295, -0.021308444, 0.0, -0.03957737, -0.009982081, 0.010517069, 0.0) * go_2(-1.0, -1.0);
result += mat4(0.04416329, 0.0061665634, 0.006213014, 0.0, 0.08318984, 0.10827006, 0.066440694, 0.0, 0.020778455, 0.039835304, 0.043959253, 0.0, 0.21019539, 0.20858723, 0.17247656, 0.0) * go_2(-1.0, 0.0);
result += mat4(-0.023037061, -0.040597446, -0.03936031, 0.0, 0.038322993, -0.006460271, 0.008364464, 0.0, 0.0013878595, -0.017040763, -0.008046535, 0.0, 0.04411088, 0.0034189504, -0.00865711, 0.0) * go_2(-1.0, 1.0);
result += mat4(-0.04620107, -0.010026264, -0.018166702, 0.0, -0.13721117, -0.13748127, -0.15809298, 0.0, -0.015785996, -0.005124028, -0.02296112, 0.0, 0.14735141, 0.17641969, 0.18629177, 0.0) * go_2(0.0, -1.0);
result += mat4(0.06815282, 0.12910986, 0.1348522, 0.0, 0.3159465, 0.39939725, 0.35339746, 0.0, -0.003487101, 0.01400649, 0.03802699, 0.0, -0.61086726, -0.60257083, -0.57637924, 0.0) * go_2(0.0, 0.0);
result += mat4(0.051779903, 0.040781803, 0.057703253, 0.0, 0.08762279, 0.058650948, 0.14592434, 0.0, -0.0027639035, 0.019435523, 0.007374421, 0.0, 0.14841707, 0.15387256, 0.18617661, 0.0) * go_2(0.0, 1.0);
result += mat4(0.0061518056, -0.036338966, -0.01811052, 0.0, -0.0409911, -0.10952732, -0.06394289, 0.0, -0.03781909, -0.036061246, -0.017401218, 0.0, 0.036531474, -0.009453272, -0.0205337, 0.0) * go_2(1.0, -1.0);
result += mat4(0.011860616, -0.01409049, -0.0038651319, 0.0, -0.026641136, 0.052935697, 0.024065036, 0.0, -0.00801134, -0.021182325, -0.03668359, 0.0, 0.17521855, 0.1884243, 0.21842308, 0.0) * go_2(1.0, 0.0);
result += mat4(-0.04098353, -0.010698699, -0.042900108, 0.0, -0.3209868, -0.37843677, -0.40212557, 0.0, 0.016307857, 0.010040624, 0.0025999267, 0.0, -0.008670373, 0.0011820213, -0.021262378, 0.0) * go_2(1.0, 1.0);
result += mat4(0.109322615, 0.072824165, 0.111781776, 0.0, 0.056546386, -0.00393398, 0.004904314, 0.0, 0.18162459, 0.1963156, 0.18083604, 0.0, -0.11325025, 0.03739349, -0.034167226, 0.0) * go_3(-1.0, -1.0);
result += mat4(-0.16535625, -0.19053574, -0.19740228, 0.0, -0.09285224, -0.18288574, -0.16264571, 0.0, -0.15362014, -0.11303279, 0.023057505, 0.0, -0.019013347, 0.025035419, 0.046823245, 0.0) * go_3(-1.0, 0.0);
result += mat4(0.051271398, 0.06677435, 0.071102865, 0.0, -0.24909541, -0.24379867, -0.26372898, 0.0, -0.051355038, 0.16958164, 0.12556365, 0.0, -0.078110464, -0.09428601, -0.12403035, 0.0) * go_3(-1.0, 1.0);
result += mat4(-0.20382409, -0.21728146, -0.25310788, 0.0, 0.0863418, 0.16670556, 0.13722113, 0.0, 0.09728048, -0.05204764, -0.13571848, 0.0, 0.011384012, -0.12616627, -0.121069506, 0.0) * go_3(0.0, -1.0);
result += mat4(0.048272748, 0.056282464, 0.053991128, 0.0, 0.24383838, 0.30037045, 0.2993122, 0.0, -0.10345337, -0.28334868, -0.36417452, 0.0, 0.289455, 0.26967737, 0.30849114, 0.0) * go_3(0.0, 0.0);
result += mat4(0.08048932, 0.10012804, 0.13864101, 0.0, 0.028471693, -0.10722793, -0.110060275, 0.0, -0.09971538, -0.011243501, 0.17263469, 0.0, 0.0536668, 0.08396721, 0.058851402, 0.0) * go_3(0.0, 1.0);
result += mat4(-0.02470257, -0.0099621, 0.0018576515, 0.0, -0.07751234, -0.0431258, -0.03958112, 0.0, 0.07120911, 0.05517916, 0.18740316, 0.0, -0.043790314, -0.0959628, -0.070550814, 0.0) * go_3(1.0, -1.0);
result += mat4(0.10409344, 0.08135716, 0.04320299, 0.0, 0.09303134, 0.073921256, 0.07716563, 0.0, 0.09312593, 0.03623192, 0.06660019, 0.0, -0.12193945, -0.16342056, -0.15565647, 0.0) * go_3(1.0, 0.0);
result += mat4(0.068098865, 0.07742245, 0.04117883, 0.0, -0.07239023, -0.0048315763, -0.0029638975, 0.0, -0.053049978, 0.121163346, 0.048760712, 0.0, -0.033619802, -0.010043663, -0.012648383, 0.0) * go_3(1.0, 1.0);
result += vec4(0.00016753975, -0.00019302216, -0.0001663917, 0.0);
return result + MAIN_tex(MAIN_pos);
}
shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_L.glsl
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shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_VL.glsl
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shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UL.glsl
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shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UUL.glsl
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shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Original_x2.glsl
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// MIT License
// Copyright (c) 2019-2021 bloc97
// All rights reserved.
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
// The above copyright notice and this permission notice shall be included in all
// copies or substantial portions of the Software.
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
// SOFTWARE.
//!DESC Anime4K-v3.2-Upscale-Original-x2-Luma
//!HOOK MAIN
//!BIND HOOKED
//!SAVE LINELUMA
//!COMPONENTS 1
float get_luma(vec4 rgba) {
return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba);
}
vec4 hook() {
return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-X
//!HOOK MAIN
//!BIND HOOKED
//!BIND LINELUMA
//!SAVE LUMAD
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l c r]
//[bl b br]
float l = LINELUMA_tex(HOOKED_pos + vec2(-d.x, 0.0)).x;
float c = LINELUMA_tex(HOOKED_pos).x;
float r = LINELUMA_tex(HOOKED_pos + vec2(d.x, 0.0)).x;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (-l + r);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (l + c + c + r);
//Computes the luminance's gradient
return vec4(xgrad, ygrad, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-Y
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!SAVE LUMAD
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
/* --------------------- SETTINGS --------------------- */
//Strength of edge refinement, good values are between 0.2 and 4
#define REFINE_STRENGTH 0.5
/* --- MODIFY THESE SETTINGS BELOW AT YOUR OWN RISK --- */
//Bias of the refinement function, good values are between 0 and 1
#define REFINE_BIAS 0.0
//Polynomial fit obtained by minimizing MSE error on image
#define P5 ( 11.68129591)
#define P4 (-42.46906057)
#define P3 ( 60.28286266)
#define P2 (-41.84451327)
#define P1 ( 14.05517353)
#define P0 (-1.081521930)
/* ----------------- END OF SETTINGS ----------------- */
float power_function(float x) {
float x2 = x * x;
float x3 = x2 * x;
float x4 = x2 * x2;
float x5 = x2 * x3;
return P5*x5 + P4*x4 + P3*x3 + P2*x2 + P1*x + P0;
}
vec4 hook() {
vec2 d = HOOKED_pt;
//[tl t tr]
//[ l cc r]
//[bl b br]
float tx = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).x;
float cx = LUMAD_tex(HOOKED_pos).x;
float bx = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).x;
float ty = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).y;
//float cy = LUMAD_tex(HOOKED_pos).y;
float by = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).y;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (tx + cx + cx + bx);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (-ty + by);
//Computes the luminance's gradient
float sobel_norm = clamp(sqrt(xgrad * xgrad + ygrad * ygrad), 0.0, 1.0);
float dval = clamp(power_function(clamp(sobel_norm, 0.0, 1.0)) * REFINE_STRENGTH + REFINE_BIAS, 0.0, 1.0);
return vec4(sobel_norm, dval, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-X
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!SAVE LUMAMM
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
if (LUMAD_tex(HOOKED_pos).y < 0.1) {
return vec4(0.0);
}
//[tl t tr]
//[ l c r]
//[bl b br]
float l = LUMAD_tex(HOOKED_pos + vec2(-d.x, 0.0)).x;
float c = LUMAD_tex(HOOKED_pos).x;
float r = LUMAD_tex(HOOKED_pos + vec2(d.x, 0.0)).x;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (-l + r);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (l + c + c + r);
return vec4(xgrad, ygrad, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-Y
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!BIND LUMAMM
//!SAVE LUMAMM
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
//!COMPONENTS 2
vec4 hook() {
vec2 d = HOOKED_pt;
if (LUMAD_tex(HOOKED_pos).y < 0.1) {
return vec4(0.0);
}
//[tl t tr]
//[ l cc r]
//[bl b br]
float tx = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).x;
float cx = LUMAMM_tex(HOOKED_pos).x;
float bx = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).x;
float ty = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).y;
//float cy = LUMAMM_tex(HOOKED_pos).y;
float by = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).y;
//Horizontal Gradient
//[-1 0 1]
//[-2 0 2]
//[-1 0 1]
float xgrad = (tx + cx + cx + bx);
//Vertical Gradient
//[-1 -2 -1]
//[ 0 0 0]
//[ 1 2 1]
float ygrad = (-ty + by);
float norm = sqrt(xgrad * xgrad + ygrad * ygrad);
if (norm <= 0.001) {
xgrad = 0.0;
ygrad = 0.0;
norm = 1.0;
}
return vec4(xgrad/norm, ygrad/norm, 0.0, 0.0);
}
//!DESC Anime4K-v3.2-Upscale-Original-x2-Apply
//!HOOK MAIN
//!BIND HOOKED
//!BIND LUMAD
//!BIND LUMAMM
//!WIDTH MAIN.w 2 *
//!HEIGHT MAIN.h 2 *
vec4 hook() {
vec2 d = HOOKED_pt;
float dval = LUMAD_tex(HOOKED_pos).y;
if (dval < 0.1) {
return HOOKED_tex(HOOKED_pos);
}
vec4 dc = LUMAMM_tex(HOOKED_pos);
if (abs(dc.x + dc.y) <= 0.0001) {
return HOOKED_tex(HOOKED_pos);
}
float xpos = -sign(dc.x);
float ypos = -sign(dc.y);
vec4 xval = HOOKED_tex(HOOKED_pos + vec2(d.x * xpos, 0.0));
vec4 yval = HOOKED_tex(HOOKED_pos + vec2(0.0, d.y * ypos));
float xyratio = abs(dc.x) / (abs(dc.x) + abs(dc.y));
vec4 avg = xyratio * xval + (1.0 - xyratio) * yval;
return avg * dval + HOOKED_tex(HOOKED_pos) * (1.0 - dval);
}