content stringlengths 4 1.04M | lang stringclasses 358
values | score int64 0 5 | repo_name stringlengths 5 114 | repo_path stringlengths 4 229 | repo_licenses listlengths 1 8 |
|---|---|---|---|---|---|
Strict
Module BRL.Basic
ModuleInfo "Version: 1.02"
ModuleInfo "Author: Mark Sibly"
ModuleInfo "License: zlib/libpng"
ModuleInfo "Copyright: Blitz Research Ltd"
ModuleInfo "Modserver: BRL"
ModuleInfo "History: 1.02 Release"
ModuleInfo "History: Added BRL.Socket"
Import BRL.Math
Import BRL.Bank
Import BRL.Random
Import BRL.Socket
Import BRL.Stream
Import BRL.RamStream
Import BRL.BankStream
Import BRL.EndianStream
Import BRL.SocketStream
Import BRL.HTTPStream
Import BRL.StandardIO
Import BRL.LinkedList
Import BRL.FileSystem
| BlitzMax | 2 | jabdoa2/blitzmax | mod/brl.mod/basic.mod/basic.bmx | [
"Zlib"
] |
package com.taobao.arthas.core.command.model;
/**
* @author gongdewei 2020/5/11
*/
public class PwdModel extends ResultModel {
private String workingDir;
public PwdModel() {
}
public PwdModel(String workingDir) {
this.workingDir = workingDir;
}
@Override
public String getType() {
return "pwd";
}
public String getWorkingDir() {
return workingDir;
}
public void setWorkingDir(String workingDir) {
this.workingDir = workingDir;
}
}
| Java | 4 | weihubeats/arthas | core/src/main/java/com/taobao/arthas/core/command/model/PwdModel.java | [
"Apache-2.0"
] |
[
define_tag:'lp_logical_in',
-description='Evaluates if a value is contained within a list of elements. Returns true or false.',
-priority='replace',
-required='value', -copy,
-required='list',
-optional='list_delimiter';
local:'trim' = true;
if: params->(find:'-notrim') > 0;
local:'trim' = false;
else: #value->type == 'string';
#value->trim;
/if;
if: #list->type == 'array';
local:'listarray' = #list;
else;
if: local_defined:'list_delimiter';
local:'listarray' = (string:#list)->(split:#list_delimiter);
else; // assume comma-delimited
local:'listarray' = (string:#list)->(split:',');
/if;
/if;
iterate: #listarray, local:'item';
if: #trim && #item->type == 'string';
#item->trim;
/if;
if: #item == #value;
return: true;
/if;
/iterate;
return: false;
/*
(lp_logical_in:'abc',(:'abc','def'));
(lp_logical_in:'abc','abc,def,ghi');
(lp_logical_in:'gh','abc,def,ghi');
*/
/define_tag;
] | Lasso | 4 | fourplusone/SubEthaEdit | Documentation/ModeDevelopment/Reference Files/LassoScript-HTML/itpage/LassoStartup/lp_logical_in.lasso | [
"MIT"
] |
// Copyright 2021 The gRPC Authors
//
// Licensed under the Apache License, Version 2.0 (the "License");
// you may not use this file except in compliance with the License.
// You may obtain a copy of the License at
//
// http://www.apache.org/licenses/LICENSE-2.0
//
// Unless required by applicable law or agreed to in writing, software
// distributed under the License is distributed on an "AS IS" BASIS,
// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
// See the License for the specific language governing permissions and
// limitations under the License.
// Local copy of Envoy xDS proto file, used for testing only.
syntax = "proto3";
package envoy.extensions.filters.http.router.v3;
// [#protodoc-title: Router]
// Router :ref:`configuration overview <config_http_filters_router>`.
// [#extension: envoy.filters.http.router]
// We don't actually use any of the fields in this message, but we need
// the message itself to signify which filter to use.
message Router {
}
| Protocol Buffer | 3 | warlock135/grpc | src/proto/grpc/testing/xds/v3/router.proto | [
"Apache-2.0"
] |
= Caveats for implementing Signal.trap callbacks
As with implementing signal handlers in C or most other languages,
all code passed to Signal.trap must be reentrant. If you are not
familiar with reentrancy, you need to read up on it at
{Wikipedia}[https://en.wikipedia.org/wiki/Reentrancy_(computing)] or
elsewhere before reading the rest of this document.
Most importantly, "thread-safety" does not guarantee reentrancy;
and methods such as Mutex#lock and Mutex#synchronize which are
commonly used for thread-safety even prevent reentrancy.
== An implementation detail of the Ruby VM
The Ruby VM defers Signal.trap callbacks from running until it is safe
for its internal data structures, but it does not know when it is safe
for data structures in YOUR code. Ruby implements deferred signal
handling by registering short C functions with only
{async-signal-safe functions}[http://man7.org/linux/man-pages/man7/signal-safety.7.html] as
signal handlers. These short C functions only do enough tell the VM to
run callbacks registered via Signal.trap later in the main VM loop.
== Unsafe methods to call in Signal.trap blocks
When in doubt, consider anything not listed as safe below as being
unsafe.
* Mutex#lock, Mutex#synchronize and any code using them are explicitly
unsafe. This includes Monitor in the standard library which uses
Mutex to provide reentrancy.
* Dir.chdir with block
* any IO write operations when IO#sync is false;
including IO#write, IO#write_nonblock, IO#puts.
Pipes and sockets default to `IO#sync = true', so it is safe to
write to them unless IO#sync was disabled.
* File#flock, as the underlying flock(2) call is not specified by POSIX
== Commonly safe operations inside Signal.trap blocks
* Assignment and retrieval of local, instance, and class variables
* Most object allocations and initializations of common types
including Array, Hash, String, Struct, Time.
* Common Array, Hash, String, Struct operations which do not execute a block
are generally safe; but beware if iteration is occurring elsewhere.
* Hash#[], Hash#[]= (unless Hash.new was given an unsafe block)
* Thread::Queue#push and Thread::SizedQueue#push (since Ruby 2.1)
* Creating a new Thread via Thread.new/Thread.start can used to get
around the unusability of Mutexes inside a signal handler
* Signal.trap is safe to use inside blocks passed to Signal.trap
* arithmetic on Integer and Float (`+', `-', '%', '*', '/')
Additionally, signal handlers do not run between two successive
local variable accesses, so shortcuts such as `+=' and `-=' will
not trigger a data race when used on Integer and Float classes in
signal handlers.
== System call wrapper methods which are safe inside Signal.trap
Since Ruby has wrappers around many
{async-signal-safe C functions}[http://man7.org/linux/man-pages/man7/signal-safety.7.html]
the corresponding wrappers for many IO, File, Dir, and Socket methods
are safe.
(Incomplete list)
* Dir.chdir (without block arg)
* Dir.mkdir
* Dir.open
* File#truncate
* File.link
* File.open
* File.readlink
* File.rename
* File.stat
* File.symlink
* File.truncate
* File.unlink
* File.utime
* IO#close
* IO#dup
* IO#fsync
* IO#read
* IO#read_nonblock
* IO#stat
* IO#sysread
* IO#syswrite
* IO.select
* IO.pipe
* Process.clock_gettime
* Process.exit!
* Process.fork
* Process.kill
* Process.pid
* Process.ppid
* Process.waitpid
...
| RDoc | 5 | silathdiir/artichoke | artichoke-backend/vendor/ruby/doc/signals.rdoc | [
"MIT"
] |
<svg xmlns="http://www.w3.org/2000/svg" enable-background="new 0 0 20 20" height="20" viewBox="0 0 20 20" width="20"><rect fill="none" height="20" width="20" x="0" y="0"/><polygon points="15.41,11.88 14,13.29 12.59,11.88 11.88,12.59 13.29,14 11.88,15.41 12.59,16.12 14,14.71 15.41,16.12 16.12,15.41 14.71,14 16.12,12.59"/><g><path d="M1.5,11.94l8-1.09c-0.14,0.2-0.27,0.41-0.38,0.63l0.29-0.61L1.5,11.94v4.3l7.06-3.09l0.05-0.25 c0.02-0.08,0.03-0.16,0.05-0.23C8.56,13.09,8.5,13.54,8.5,14v-0.76l-0.7,0.24l-6.3,2.76V11.94z M19.5,14c0-3.03-2.47-5.5-5.5-5.5 C17.03,8.5,19.5,10.97,19.5,14z M10.9,9.35L1.5,8.06v-4.3v4.3l9.54,1.3c-0.29,0.18-0.55,0.39-0.8,0.62L10.9,9.35z M12.54,8.59 l-5.1-2.23l5.25,2.3l0.03-0.01c-0.32,0.08-0.64,0.18-0.93,0.32L12.54,8.59z"/><path d="M1,3v5.5l8.82,1.2c-0.22,0.21-0.41,0.44-0.59,0.68L1,11.5V17l7-3.06c0,0.02,0,0.04,0,0.06c0,3.31,2.69,6,6,6s6-2.69,6-6 s-2.69-6-6-6c-0.43,0-0.85,0.05-1.26,0.14L1,3L1,3z M10.94,8.85L2,7.63v-3.1l9.35,4.09C11.21,8.69,11.07,8.77,10.94,8.85 L10.94,8.85z M14,19c-2.76,0-5-2.24-5-5s2.24-5,5-5s5,2.24,5,5S16.76,19,14,19L14,19z M2,15.47v-3.1l6.56-0.89 c-0.19,0.42-0.35,0.85-0.44,1.31L2,15.47L2,15.47z"/></g><g opacity=".3"><polygon points="2.5,7.19 2.5,5.29 8.8,8.05"/><path d="M3,6.06l2.31,1.01L3,6.75V6.06 M2,4.53v3.1l8.94,1.22c0.13-0.08,0.27-0.16,0.41-0.22L2,4.53L2,4.53z"/></g><g opacity=".3"><path d="M2.5,12.81l5.29-0.72c-0.04,0.12-0.07,0.23-0.1,0.35L2.5,14.71V12.81z"/><path d="M5.31,12.93L3,13.94v-0.7L5.31,12.93 M8.56,11.48L2,12.37v3.1l6.12-2.68C8.22,12.33,8.37,11.89,8.56,11.48L8.56,11.48z"/></g><g opacity=".3"><path d="M14,18.5c-2.48,0-4.5-2.02-4.5-4.5s2.02-4.5,4.5-4.5s4.5,2.02,4.5,4.5S16.48,18.5,14,18.5z M15.41,16.83l1.41-1.41 L15.41,14l1.41-1.41l-1.41-1.41L14,12.59l-1.41-1.41l-1.41,1.41L12.59,14l-1.41,1.41l1.41,1.41L14,15.41L15.41,16.83z"/><path d="M14,10c2.21,0,4,1.79,4,4s-1.79,4-4,4s-4-1.79-4-4S11.79,10,14,10 M14,11.88l-0.71-0.71l-0.71-0.71l-0.71,0.71l-0.71,0.71 l-0.71,0.71l0.71,0.71L11.88,14l-0.71,0.71l-0.71,0.71l0.71,0.71l0.71,0.71l0.71,0.71l0.71-0.71L14,16.12l0.71,0.71l0.71,0.71 l0.71-0.71l0.71-0.71l0.71-0.71l-0.71-0.71L16.12,14l0.71-0.71l0.71-0.71l-0.71-0.71l-0.71-0.71l-0.71-0.71l-0.71,0.71L14,11.88 M14,9c-2.76,0-5,2.24-5,5s2.24,5,5,5s5-2.24,5-5S16.76,9,14,9L14,9z M14,13.29l1.41-1.41l0.71,0.71L14.71,14l1.41,1.41l-0.71,0.71 L14,14.71l-1.41,1.41l-0.71-0.71L13.29,14l-1.41-1.41l0.71-0.71L14,13.29L14,13.29z"/></g></svg> | SVG | 1 | mobiledesres/material-icons | svg/action/cancel_schedule_send/materialiconstwotone/20px.svg | [
"Apache-2.0"
] |
complete -c my-app -n "__fish_use_subcommand" -s h -l help -d 'Print help information'
complete -c my-app -n "__fish_use_subcommand" -s V -l version -d 'Print version information'
complete -c my-app -n "__fish_use_subcommand" -l single-quotes -d 'Can be /'always/', /'auto/', or /'never/''
complete -c my-app -n "__fish_use_subcommand" -l double-quotes -d 'Can be "always", "auto", or "never"'
complete -c my-app -n "__fish_use_subcommand" -l backticks -d 'For more information see `echo test`'
complete -c my-app -n "__fish_use_subcommand" -l backslash -d 'Avoid /'//n/''
complete -c my-app -n "__fish_use_subcommand" -l brackets -d 'List packages [filter]'
complete -c my-app -n "__fish_use_subcommand" -l expansions -d 'Execute the shell command with $SHELL'
complete -c my-app -n "__fish_use_subcommand" -f -a "cmd-single-quotes" -d 'Can be /'always/', /'auto/', or /'never/''
complete -c my-app -n "__fish_use_subcommand" -f -a "cmd-double-quotes" -d 'Can be "always", "auto", or "never"'
complete -c my-app -n "__fish_use_subcommand" -f -a "cmd-backticks" -d 'For more information see `echo test`'
complete -c my-app -n "__fish_use_subcommand" -f -a "cmd-backslash" -d 'Avoid /'//n/''
complete -c my-app -n "__fish_use_subcommand" -f -a "cmd-brackets" -d 'List packages [filter]'
complete -c my-app -n "__fish_use_subcommand" -f -a "cmd-expansions" -d 'Execute the shell command with $SHELL'
complete -c my-app -n "__fish_use_subcommand" -f -a "help" -d 'Print this message or the help of the given subcommand(s)'
complete -c my-app -n "__fish_seen_subcommand_from cmd-single-quotes" -s h -l help -d 'Print help information'
complete -c my-app -n "__fish_seen_subcommand_from cmd-double-quotes" -s h -l help -d 'Print help information'
complete -c my-app -n "__fish_seen_subcommand_from cmd-backticks" -s h -l help -d 'Print help information'
complete -c my-app -n "__fish_seen_subcommand_from cmd-backslash" -s h -l help -d 'Print help information'
complete -c my-app -n "__fish_seen_subcommand_from cmd-brackets" -s h -l help -d 'Print help information'
complete -c my-app -n "__fish_seen_subcommand_from cmd-expansions" -s h -l help -d 'Print help information'
| fish | 4 | omjadas/clap | clap_complete/tests/snapshots/quoting.fish | [
"Apache-2.0",
"MIT"
] |
<?xml version="1.0"?>
<xsl:transform xmlns:xsl="http://www.w3.org/1999/XSL/Transform" version="1.0">
<xsl:template match="*">
<html>
<body>
<script>if (window.testRunner) testRunner.dumpAsText();</script>
<p>SUCCESS</p>
</body>
</html>
</xsl:template>
</xsl:transform>
| XSLT | 3 | zealoussnow/chromium | third_party/blink/web_tests/fast/xsl/resources/import-after-comment-transform.xsl | [
"BSD-3-Clause-No-Nuclear-License-2014",
"BSD-3-Clause"
] |
// Copyright 2018 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
#include "go_asm.h"
#include "textflag.h"
TEXT ·IndexByte(SB), NOSPLIT, $0-40
I64Load b_base+0(FP)
I32WrapI64
I32Load8U c+24(FP)
I64Load b_len+8(FP)
I32WrapI64
Call memchr<>(SB)
I64ExtendI32S
Set R0
Get SP
I64Const $-1
Get R0
I64Load b_base+0(FP)
I64Sub
Get R0
I64Eqz $0
Select
I64Store ret+32(FP)
RET
TEXT ·IndexByteString(SB), NOSPLIT, $0-32
Get SP
I64Load s_base+0(FP)
I32WrapI64
I32Load8U c+16(FP)
I64Load s_len+8(FP)
I32WrapI64
Call memchr<>(SB)
I64ExtendI32S
Set R0
I64Const $-1
Get R0
I64Load s_base+0(FP)
I64Sub
Get R0
I64Eqz $0
Select
I64Store ret+24(FP)
RET
// initially compiled with emscripten and then modified over time.
// params:
// R0: s
// R1: c
// R2: len
// ret: index
TEXT memchr<>(SB), NOSPLIT, $0
Get R1
Set R4
Block
Block
Get R2
I32Const $0
I32Ne
Tee R3
Get R0
I32Const $3
I32And
I32Const $0
I32Ne
I32And
If
Loop
Get R0
I32Load8U $0
Get R1
I32Eq
BrIf $2
Get R2
I32Const $-1
I32Add
Tee R2
I32Const $0
I32Ne
Tee R3
Get R0
I32Const $1
I32Add
Tee R0
I32Const $3
I32And
I32Const $0
I32Ne
I32And
BrIf $0
End
End
Get R3
BrIf $0
I32Const $0
Set R1
Br $1
End
Get R0
I32Load8U $0
Get R4
Tee R3
I32Eq
If
Get R2
Set R1
Else
Get R4
I32Const $16843009
I32Mul
Set R4
Block
Block
Get R2
I32Const $3
I32GtU
If
Get R2
Set R1
Loop
Get R0
I32Load $0
Get R4
I32Xor
Tee R2
I32Const $-2139062144
I32And
I32Const $-2139062144
I32Xor
Get R2
I32Const $-16843009
I32Add
I32And
I32Eqz
If
Get R0
I32Const $4
I32Add
Set R0
Get R1
I32Const $-4
I32Add
Tee R1
I32Const $3
I32GtU
BrIf $1
Br $3
End
End
Else
Get R2
Set R1
Br $1
End
Br $1
End
Get R1
I32Eqz
If
I32Const $0
Set R1
Br $3
End
End
Loop
Get R0
I32Load8U $0
Get R3
I32Eq
BrIf $2
Get R0
I32Const $1
I32Add
Set R0
Get R1
I32Const $-1
I32Add
Tee R1
BrIf $0
I32Const $0
Set R1
End
End
End
Get R0
I32Const $0
Get R1
Select
Return
| GAS | 3 | SSSDNSY/go | src/internal/bytealg/indexbyte_wasm.s | [
"BSD-3-Clause"
] |
// format: OFF
package mesosphere.marathon.raml
case class {{ name }}({{ params | join:", " }}) extends RamlGenerated
object {{ name }} {
implicit val playJsonFormat = play.api.libs.json.Json.format[{{ name }}]
}
| Liquid | 4 | fquesnel/marathon | type-generator/src/main/resources/templates/object.liquid | [
"Apache-2.0"
] |
//
// Copyright (c) 2018, chunquedong
// Licensed under the Academic Free License version 3.0
//
// History:
// 2018-07-14 Jed Young
//
class NioBuf : Buf
{
new fromFile(File file, Str mode, Int pos, Int? size) : super.privateMake() {
init(file, mode, pos, size)
}
new makeMem(Int size) : super.privateMake() {
alloc(size)
}
protected new make() {}
protected native Void init(File file, Str mode, Int pos, Int? size)
protected native Void alloc(Int size)
native override Int size
native override Int capacity
native override Int pos
native override Int getByte(Int index)
native override Void setByte(Int index, Int byte)
native override Int getBytes(Int pos, Array<Int8> dst, Int off, Int len)
native override Void setBytes(Int pos, Array<Int8> src, Int off, Int len)
native override Bool close()
native override This sync()
override Endian endian {
set { in.endian = it; out.endian = it }
get { out.endian }
}
override Charset charset {
set { in.charset = it; out.charset = it }
get { out.charset }
}
} | Fantom | 4 | fanx-dev/fanx | library/std/fan/io/NioBuf.fan | [
"AFL-3.0"
] |
<div>
{syntax latte}
{$foo}
{{$notFoo}}
{/syntax}
</div> | Latte | 2 | Antholoj/netbeans | php/php.latte/test/unit/data/testfiles/lexer/top/syntax-latte.latte | [
"Apache-2.0"
] |
// run-fail
// error-pattern: thread 'main' panicked at 'explicit panic'
// ignore-emscripten no processes
fn main() {
let mut vec = vec![];
vec.push((vec.len(), panic!()));
}
| Rust | 2 | Eric-Arellano/rust | src/test/ui/issues/issue-51345-2.rs | [
"ECL-2.0",
"Apache-2.0",
"MIT-0",
"MIT"
] |
# This file is distributed under the same license as the Django package.
#
# Translators:
# GunChleoc, 2015
# GunChleoc, 2015
msgid ""
msgstr ""
"Project-Id-Version: django\n"
"Report-Msgid-Bugs-To: \n"
"POT-Creation-Date: 2019-01-16 20:42+0100\n"
"PO-Revision-Date: 2018-05-29 09:32+0000\n"
"Last-Translator: GunChleoc\n"
"Language-Team: Gaelic, Scottish (http://www.transifex.com/django/django/"
"language/gd/)\n"
"MIME-Version: 1.0\n"
"Content-Type: text/plain; charset=UTF-8\n"
"Content-Transfer-Encoding: 8bit\n"
"Language: gd\n"
"Plural-Forms: nplurals=4; plural=(n==1 || n==11) ? 0 : (n==2 || n==12) ? 1 : "
"(n > 2 && n < 20) ? 2 : 3;\n"
msgid "Humanize"
msgstr "Humanize"
#. Translators: Ordinal format for 11 (11th), 12 (12th), and 13 (13th).
msgctxt "ordinal 11, 12, 13"
msgid "{}th"
msgstr "{}mh"
#. Translators: Ordinal format when value ends with 0, e.g. 80th.
msgctxt "ordinal 0"
msgid "{}th"
msgstr "{}mh"
#. Translators: Ordinal format when value ends with 1, e.g. 81st, except 11.
msgctxt "ordinal 1"
msgid "{}st"
msgstr "{}d"
#. Translators: Ordinal format when value ends with 2, e.g. 82nd, except 12.
msgctxt "ordinal 2"
msgid "{}nd"
msgstr "{}na"
#. Translators: Ordinal format when value ends with 3, e.g. 83th, except 13.
msgctxt "ordinal 3"
msgid "{}rd"
msgstr "{}s"
#. Translators: Ordinal format when value ends with 4, e.g. 84th.
msgctxt "ordinal 4"
msgid "{}th"
msgstr "{}mh"
#. Translators: Ordinal format when value ends with 5, e.g. 85th.
msgctxt "ordinal 5"
msgid "{}th"
msgstr "{}mh"
#. Translators: Ordinal format when value ends with 6, e.g. 86th.
msgctxt "ordinal 6"
msgid "{}th"
msgstr "{}mh"
#. Translators: Ordinal format when value ends with 7, e.g. 87th.
msgctxt "ordinal 7"
msgid "{}th"
msgstr "{}mh"
#. Translators: Ordinal format when value ends with 8, e.g. 88th.
msgctxt "ordinal 8"
msgid "{}th"
msgstr "{}mh"
#. Translators: Ordinal format when value ends with 9, e.g. 89th.
msgctxt "ordinal 9"
msgid "{}th"
msgstr "{}mh"
#, python-format
msgid "%(value).1f million"
msgid_plural "%(value).1f million"
msgstr[0] "%(value).1f mhillean"
msgstr[1] "%(value).1f mhillean"
msgstr[2] "%(value).1f milleanan"
msgstr[3] "%(value).1f millean"
#, python-format
msgid "%(value)s million"
msgid_plural "%(value)s million"
msgstr[0] "%(value)s mhillean"
msgstr[1] "%(value)s mhillean"
msgstr[2] "%(value)s milleanan"
msgstr[3] "%(value)s millean"
#, python-format
msgid "%(value).1f billion"
msgid_plural "%(value).1f billion"
msgstr[0] "%(value).1f bhillean"
msgstr[1] "%(value).1f bhillean"
msgstr[2] "%(value).1f billeanan"
msgstr[3] "%(value).1f billean"
#, python-format
msgid "%(value)s billion"
msgid_plural "%(value)s billion"
msgstr[0] "%(value)s bhillean"
msgstr[1] "%(value)s bhillean"
msgstr[2] "%(value)s billeanan"
msgstr[3] "%(value)s billean"
#, python-format
msgid "%(value).1f trillion"
msgid_plural "%(value).1f trillion"
msgstr[0] "%(value).1f trillean"
msgstr[1] "%(value).1f thrillean"
msgstr[2] "%(value).1f trilleanan"
msgstr[3] "%(value).1f trillean"
#, python-format
msgid "%(value)s trillion"
msgid_plural "%(value)s trillion"
msgstr[0] "%(value)s trillean"
msgstr[1] "%(value)s thrillean"
msgstr[2] "%(value)s trilleanan"
msgstr[3] "%(value)s trillean"
#, python-format
msgid "%(value).1f quadrillion"
msgid_plural "%(value).1f quadrillion"
msgstr[0] "%(value).1f quadrillean"
msgstr[1] "%(value).1f quadrillean"
msgstr[2] "%(value).1f quadrilleanan"
msgstr[3] "%(value).1f quadrillean"
#, python-format
msgid "%(value)s quadrillion"
msgid_plural "%(value)s quadrillion"
msgstr[0] "%(value)s quadrillean"
msgstr[1] "%(value)s quadrillean"
msgstr[2] "%(value)s quadrilleanan"
msgstr[3] "%(value)s quadrillean"
#, python-format
msgid "%(value).1f quintillion"
msgid_plural "%(value).1f quintillion"
msgstr[0] "%(value).1f quintillean"
msgstr[1] "%(value).1f quintillean"
msgstr[2] "%(value).1f quintilleanan"
msgstr[3] "%(value).1f quintillean"
#, python-format
msgid "%(value)s quintillion"
msgid_plural "%(value)s quintillion"
msgstr[0] "%(value)s quintillean"
msgstr[1] "%(value)s quintillean"
msgstr[2] "%(value)s quintilleanan"
msgstr[3] "%(value)s quintillean"
#, python-format
msgid "%(value).1f sextillion"
msgid_plural "%(value).1f sextillion"
msgstr[0] "%(value).1f sextillean"
msgstr[1] "%(value).1f shextillean"
msgstr[2] "%(value).1f sextilleanan"
msgstr[3] "%(value).1f sextillean"
#, python-format
msgid "%(value)s sextillion"
msgid_plural "%(value)s sextillion"
msgstr[0] "%(value)s sextillean"
msgstr[1] "%(value)s shextillean"
msgstr[2] "%(value)s sextilleanan"
msgstr[3] "%(value)s sextillean"
#, python-format
msgid "%(value).1f septillion"
msgid_plural "%(value).1f septillion"
msgstr[0] "%(value).1f septillean"
msgstr[1] "%(value).1f sheptillean"
msgstr[2] "%(value).1f septilleanan"
msgstr[3] "%(value).1f septillean"
#, python-format
msgid "%(value)s septillion"
msgid_plural "%(value)s septillion"
msgstr[0] "%(value)s septillean"
msgstr[1] "%(value)s sheptillean"
msgstr[2] "%(value)s septilleanan"
msgstr[3] "%(value)s septillean"
#, python-format
msgid "%(value).1f octillion"
msgid_plural "%(value).1f octillion"
msgstr[0] "%(value).1f octillean"
msgstr[1] "%(value).1f octillean"
msgstr[2] "%(value).1f octilleanan"
msgstr[3] "%(value).1f octillean"
#, python-format
msgid "%(value)s octillion"
msgid_plural "%(value)s octillion"
msgstr[0] "%(value)s octillean"
msgstr[1] "%(value)s octillean"
msgstr[2] "%(value)s octilleanan"
msgstr[3] "%(value)s octillean"
#, python-format
msgid "%(value).1f nonillion"
msgid_plural "%(value).1f nonillion"
msgstr[0] "%(value).1f nonillean"
msgstr[1] "%(value).1f nonillean"
msgstr[2] "%(value).1f nonilleanan"
msgstr[3] "%(value).1f nonillean"
#, python-format
msgid "%(value)s nonillion"
msgid_plural "%(value)s nonillion"
msgstr[0] "%(value)s nonillean"
msgstr[1] "%(value)s nonillean"
msgstr[2] "%(value)s nonilleanan"
msgstr[3] "%(value)s nonillean"
#, python-format
msgid "%(value).1f decillion"
msgid_plural "%(value).1f decillion"
msgstr[0] "%(value).1f decillean"
msgstr[1] "%(value).1f dhecillean"
msgstr[2] "%(value).1f decilleanan"
msgstr[3] "%(value).1f decillean"
#, python-format
msgid "%(value)s decillion"
msgid_plural "%(value)s decillion"
msgstr[0] "%(value)s decillean"
msgstr[1] "%(value)s dhecillean"
msgstr[2] "%(value)s decilleanan"
msgstr[3] "%(value)s decillean"
#, python-format
msgid "%(value).1f googol"
msgid_plural "%(value).1f googol"
msgstr[0] "%(value).1f ghoogol"
msgstr[1] "%(value).1f ghoogol"
msgstr[2] "%(value).1f googolan"
msgstr[3] "%(value).1f googol"
#, python-format
msgid "%(value)s googol"
msgid_plural "%(value)s googol"
msgstr[0] "%(value)s ghoogol"
msgstr[1] "%(value)s ghoogol"
msgstr[2] "%(value)s googolan"
msgstr[3] "%(value)s googol"
msgid "one"
msgstr "aon"
msgid "two"
msgstr "dà"
msgid "three"
msgstr "trì"
msgid "four"
msgstr "ceithir"
msgid "five"
msgstr "còig"
msgid "six"
msgstr "sia"
msgid "seven"
msgstr "seachd"
msgid "eight"
msgstr "ochd"
msgid "nine"
msgstr "naoidh"
msgid "today"
msgstr "an-diugh"
msgid "tomorrow"
msgstr "a-màireach"
msgid "yesterday"
msgstr "an-dè"
#. Translators: delta will contain a string like '2 months' or '1 month, 2
#. weeks'
#, python-format
msgid "%(delta)s ago"
msgstr "%(delta)s air ais"
#. Translators: please keep a non-breaking space (U+00A0) between count
#. and time unit.
#, python-format
msgid "an hour ago"
msgid_plural "%(count)s hours ago"
msgstr[0] "%(count)s uair a thìde air ais"
msgstr[1] "%(count)s uair a thìde air ais"
msgstr[2] "%(count)s uairean a thìde air ais"
msgstr[3] "%(count)s uair a thìde air ais"
#. Translators: please keep a non-breaking space (U+00A0) between count
#. and time unit.
#, python-format
msgid "a minute ago"
msgid_plural "%(count)s minutes ago"
msgstr[0] "%(count)s mhionaid air ais"
msgstr[1] "%(count)s mhionaid air ais"
msgstr[2] "%(count)s mionaidean air ais"
msgstr[3] "%(count)s mionaid air ais"
#. Translators: please keep a non-breaking space (U+00A0) between count
#. and time unit.
#, python-format
msgid "a second ago"
msgid_plural "%(count)s seconds ago"
msgstr[0] "%(count)s diog air ais"
msgstr[1] "%(count)s dhiog air ais"
msgstr[2] "%(count)s diogan air ais"
msgstr[3] "%(count)s diog air ais"
msgid "now"
msgstr "an-dràsta"
#. Translators: please keep a non-breaking space (U+00A0) between count
#. and time unit.
#, python-format
msgid "a second from now"
msgid_plural "%(count)s seconds from now"
msgstr[0] "an ceann %(count)s diog"
msgstr[1] "an ceann %(count)s dhiog"
msgstr[2] "an ceann %(count)s diogan"
msgstr[3] "an ceann %(count)s diog"
#. Translators: please keep a non-breaking space (U+00A0) between count
#. and time unit.
#, python-format
msgid "a minute from now"
msgid_plural "%(count)s minutes from now"
msgstr[0] "an ceann %(count)s mhionaid"
msgstr[1] "an ceann %(count)s mhionaid"
msgstr[2] "an ceann %(count)s mionaidean"
msgstr[3] "an ceann %(count)s mionaid"
#. Translators: please keep a non-breaking space (U+00A0) between count
#. and time unit.
#, python-format
msgid "an hour from now"
msgid_plural "%(count)s hours from now"
msgstr[0] "an ceann %(count)s uair a thìde"
msgstr[1] "an ceann %(count)s uair a thìde"
msgstr[2] "an ceann %(count)s uairean a thìde"
msgstr[3] "an ceann %(count)s uair a thìde"
#. Translators: delta will contain a string like '2 months' or '1 month, 2
#. weeks'
#, python-format
msgid "%(delta)s from now"
msgstr "an ceann %(delta)s"
#. Translators: 'naturaltime-past' strings will be included in '%(delta)s ago'
#, python-format
msgctxt "naturaltime-past"
msgid "%d year"
msgid_plural "%d years"
msgstr[0] "%d bhliadhna"
msgstr[1] "%d bhliadhna"
msgstr[2] "%d bliadhnaichean"
msgstr[3] "%d bliadhna"
#, python-format
msgctxt "naturaltime-past"
msgid "%d month"
msgid_plural "%d months"
msgstr[0] "%d mhìos"
msgstr[1] "%d mhìos"
msgstr[2] "%d mìosan"
msgstr[3] "%d mìos"
#, python-format
msgctxt "naturaltime-past"
msgid "%d week"
msgid_plural "%d weeks"
msgstr[0] "%d seachdain"
msgstr[1] "%d sheachdain"
msgstr[2] "%d seachdainean"
msgstr[3] "%d seachdain"
#, python-format
msgctxt "naturaltime-past"
msgid "%d day"
msgid_plural "%d days"
msgstr[0] "%d latha"
msgstr[1] "%d latha"
msgstr[2] "%d làithean"
msgstr[3] "%d latha"
#, python-format
msgctxt "naturaltime-past"
msgid "%d hour"
msgid_plural "%d hours"
msgstr[0] "%d uair a thìde"
msgstr[1] "%d uair a thìde"
msgstr[2] "%d uairean a thìde"
msgstr[3] "%d uair a thìde"
#, python-format
msgctxt "naturaltime-past"
msgid "%d minute"
msgid_plural "%d minutes"
msgstr[0] "%d mhionaid"
msgstr[1] "%d mhionaid"
msgstr[2] "%d mionaidean"
msgstr[3] "%d mionaid"
#. Translators: 'naturaltime-future' strings will be included in '%(delta)s
#. from now'
#, python-format
msgctxt "naturaltime-future"
msgid "%d year"
msgid_plural "%d years"
msgstr[0] "%d bhliadhna"
msgstr[1] "%d bliadhna"
msgstr[2] "%d bliadhnaichean"
msgstr[3] "%d bliadhna"
#, python-format
msgctxt "naturaltime-future"
msgid "%d month"
msgid_plural "%d months"
msgstr[0] "%d mhìos"
msgstr[1] "%d mhìos"
msgstr[2] "%d mìosan"
msgstr[3] "%d mìos"
#, python-format
msgctxt "naturaltime-future"
msgid "%d week"
msgid_plural "%d weeks"
msgstr[0] "%d seachdain"
msgstr[1] "%d sheachdain"
msgstr[2] "%d seachdainean"
msgstr[3] "%d seachdain"
#, python-format
msgctxt "naturaltime-future"
msgid "%d day"
msgid_plural "%d days"
msgstr[0] "%d latha"
msgstr[1] "%d latha"
msgstr[2] "%d làithean"
msgstr[3] "%d latha"
#, python-format
msgctxt "naturaltime-future"
msgid "%d hour"
msgid_plural "%d hours"
msgstr[0] "%d uair a thìde"
msgstr[1] "%d uair a thìde"
msgstr[2] "%d uairean a thìde"
msgstr[3] "%d uair a thìde"
#, python-format
msgctxt "naturaltime-future"
msgid "%d minute"
msgid_plural "%d minutes"
msgstr[0] "%d mhionaid"
msgstr[1] "%d mhionaid"
msgstr[2] "%d mionaidean"
msgstr[3] "%d mionaid"
| Gettext Catalog | 4 | jpmallarino/django | django/contrib/humanize/locale/gd/LC_MESSAGES/django.po | [
"BSD-3-Clause",
"0BSD"
] |
exclude:
- sls: issue-47182.stateA
somestuff:
cmd.run:
- name: echo This supersedes the stuff previously done in issue-47182.stateA
| SaltStack | 2 | byteskeptical/salt | tests/integration/files/file/base/issue-47182/stateA/newer.sls | [
"Apache-2.0"
] |
NoDecorators.ɵfac = …;
NoDecorators.ɵprov = …;
(function () {
(typeof ngDevMode === "undefined" || ngDevMode) && $i0$.ɵsetClassMetadata(NoDecorators, [{
type: Injectable
}], function () {
return [{
type: Service
}];
}, null);
})();
| JavaScript | 3 | John-Cassidy/angular | packages/compiler-cli/test/compliance/test_cases/r3_compiler_compliance/class_metadata/parameter_decorators_no_decorators.js | [
"MIT"
] |
size: 1024px 512px;
dpi: 96;
lines {
data-x: list(100px 300px 500px 700px 900px);
data-y: list(200px 300px 200px 300px);
}
| CLIPS | 3 | paulasmuth/fnordmetric | test/plot-lines/lines_err_inconsistent_data.clp | [
"Apache-2.0"
] |
<MediaContainer allowSync="1" identifier="com.plexapp.plugins.library" librarySectionID="1" librarySectionTitle="Movies" librarySectionUUID="805308ec-5019-43d4-a449-75d2b9e42f93" mediaTagPrefix="/system/bundle/media/flags/" mediaTagVersion="1603922053" size="1"><Video addedAt="1377829261" art="/library/metadata/1/art/1590245989" audienceRating="9.5" audienceRatingImage="rottentomatoes://image.rating.upright" chapterSource="agent" contentRating="R" duration="9000000" guid="com.plexapp.agents.imdb://tt0123456?lang=en" key="/library/metadata/1" lastViewedAt="1505969509" librarySectionID="1" librarySectionKey="/library/sections/1" librarySectionTitle="Movies" originallyAvailableAt="2000-01-01" primaryExtraKey="/library/metadata/195540" rating="9.0" ratingImage="rottentomatoes://image.rating.certified" ratingKey="1" studio="Studio Entertainment" summary="Some elaborate summary." tagline="Witty saying." thumb="/library/metadata/1/thumb/1590245989" title="Movie 1" type="movie" updatedAt="1590245989" viewCount="1" year="2000" viewOffset="555">
<Genre count="119" filter="genre=25578" id="25578" tag="Sci-Fi" />
<Genre count="197" filter="genre=87" id="87" tag="Action" />
<Director count="4" filter="director=100" id="100" tag="Famous Director" />
<Writer count="2" filter="writer=50000" id="50000" tag="A Writer" />
<Producer count="3" filter="producer=2000" id="2000" tag="Dr. Producer" />
<Country count="452" filter="country=1105" id="1105" tag="USA" />
<Role count="25" filter="actor=1" id="1" role="Character 1" tag="Actor 1" thumb="http://4.3.2.1/t/p/original/1.jpg" />
<Role count="2" filter="actor=2" id="2" role="Character 2" tag="Actor 2" thumb="http://4.3.2.1/t/p/original/2.jpg" />
<Role filter="actor=3" id="3" role="Character 3" tag="Actor 3" thumb="http://4.3.2.1/t/p/original/3.jpg" />
<Media aspectRatio="2.35" audioChannels="6" audioCodec="dca" audioProfile="dts" bitrate="7500" container="mkv" duration="9000000" height="544" id="2637" videoCodec="h264" videoFrameRate="24p" videoProfile="high" videoResolution="720" width="1280" /><Part audioProfile="dts" container="mkv" duration="9000000" file="/storage/videos/video.mkv" id="4631" key="/library/parts/4631/1215643935/file.mkv" size="8500000000" videoProfile="high" /><Stream bitDepth="8" bitrate="6000" chromaLocation="left" chromaSubsampling="4:2:0" codec="h264" codedHeight="544" codedWidth="1280" default="1" displayTitle="720p (H.264)" extendedDisplayTitle="x264 @ 6000 kbps (720p H.264)" frameRate="23.976" hasScalingMatrix="0" height="544" id="21428" index="0" language="English" languageCode="eng" level="51" profile="high" refFrames="8" scanType="progressive" streamType="1" title="x264 @ 6000 kbps" width="1280" /><Stream audioChannelLayout="5.1(side)" bitDepth="16" bitrate="1500" channels="6" codec="dca" default="1" displayTitle="English (DTS 5.1)" extendedDisplayTitle="DTS 5.1 @ 1500 kbps (English)" id="21429" index="1" language="English" languageCode="eng" profile="dts" samplingRate="48000" selected="1" streamType="2" title="DTS 5.1 @ 1500 kbps" /><Stream codec="srt" default="1" displayTitle="English (SRT)" extendedDisplayTitle="English (SRT)" id="21430" index="2" language="English" languageCode="eng" streamType="3" /></Video></MediaContainer>
| XML | 2 | MrDelik/core | tests/components/plex/fixtures/media_1.xml | [
"Apache-2.0"
] |
var A : [1..5, 1..5] int;
writeln(A(6, 1));
| Chapel | 1 | jhh67/chapel | test/arrays/deitz/part6/test_bounds1.chpl | [
"ECL-2.0",
"Apache-2.0"
] |
[Desktop Entry]
Name=Remarkable
Comment=A free, fully featured markdown editor for Linux.
Categories=GNOME;Utility;
Exec=/usr/bin/remarkable %f
Icon=remarkable
Terminal=false
Type=Application
| desktop | 2 | Noorquacker/Remarkable | remarkable.desktop | [
"MIT"
] |
if( $#ARGV != 0 ) {
die( "Usage: $0 docfile" );
} else {
$docfile = $ARGV[0];
}
if( ! -e "$docfile" ) {
die( "File $docfile does not exist\n" );
}
$docname = `basename $docfile`;
chop( $docname );
$docname =~ s/.doc$//;
$outname = $docname . ".m";
open( O,">$outname" );
open(M,$docfile);
$synopsis = <M>;
$toss = <M>;
$usage = <M>;
$toss = <M>;
@slurp = <M>;
close(M);
print O "% $synopsis%\n%\n";
print O "%\t$usage%\n%\n";
print O grep( s/^/%\t/, @slurp );
print O "%\n";
print O "%\tAntelope Toolbox for Matlab\n";
print O "%\t [Antelope is a product of Boulder Real-Time Technologies, Inc.]\n";
print O "%\tKent Lindquist\n";
print O "%\tLindquist Consulting\n";
print O "%\t1997-2010\n";
| XProc | 3 | jreyes1108/antelope_contrib | nobuild/data/matlab/antelope/matlabdoc/matdoc2dotm.xpl | [
"BSD-2-Clause",
"MIT"
] |
use Getopt::Std ;
if ( ! getopts('f:o:') || @ARGV < 1 ) {
die ( "Usage: $0 [-f time] [-o fmt] [sign] [count] [interval]\ne.g $0 - 1 day gives you the last day\n" ) ;
}
use Datascope ;
use POSIX qw(floor);
$ts= $opt_f ? str2epoch($opt_f) : str2epoch("now");
$fmt= $opt_o ? $opt_o : "%E";
$offset=1.0;
foreach $s (@ARGV) {
if ($s eq "-") {
$offset *= -1.0;
}
if ($s=~/[0-9\.]+/) {
$offset *= $s;
}
if ( $s=~/[a-zA-Z]+/) {
if ($s=~/^[dD]/) {
$offset*=86400;
}elsif ($s =~ /^[wW]/) {
$offset*=86400 * 7;
}elsif ($s =~ /^[hH]/) {
$offset*=3600;
}elsif ($s=~/^[sS]/) {
$offset*=1;
} elsif ($s=~/^[Mm]/){
if ($s =~/[iI]/ || $s eq "m") {
$offset*=60;
} else {
$year=epoch2str($ts,"%Y");
$month=epoch2str($ts,"%m") - 1;
$day=epoch2str($ts,"%d");
$hms=epoch2str($ts,"%H:%M:%S.%s");
$nm=($month + $offset) % 12;
$nm+=1;
$dy=POSIX::floor(($month + $offset) / 12.0);
$year +=$dy;
$month= sprintf("%02i",$nm);
#print "$dy $year-$month-$day $hms\n";
$t1=str2epoch("$year-$month-$day $hms");
$offset=$t1-$ts;
}
} elsif ($s=~/^[yY]/) {
$year=epoch2str($ts,"%Y");
$month=epoch2str($ts,"%m");
$day=epoch2str($ts,"%d");
$hms=epoch2str($ts,"%H:%M:%S.%s");
$year+=$offset;
$year=sprintf("%04i",$year);
$t1=str2epoch("$year-$month-$day $hms");
$offset=$t1-$ts;
} elsif ($s=~/^[cC]/) {
$year=epoch2str($ts,"%Y");
$month=epoch2str($ts,"%m");
$day=epoch2str($ts,"%d");
$hms=epoch2str($ts,"%H:%M:%S.%s");
$year+=$offset * 100;
$year=sprintf("%04i",$year);
$t1=str2epoch("$year-$month-$day $hms");
$offset=$t1-$ts;
}
}
}
$t2=epoch2str($ts+$offset, $fmt);
$t2=~s/^ //g;
print "$t2\n";
| XProc | 2 | jreyes1108/antelope_contrib | bin/utility/reltime/reltime.xpl | [
"BSD-2-Clause",
"MIT"
] |
xof 0302txt 0064
Header
{
1;
0;
1;
}
Mesh ToeConeMesh
{
5;
0.00; 0.00; 0.00;,
0.00; 0.00; 1.00;,
0.00; 0.15; 0.00;,
0.15; 0.00; 0.00;,
-0.15; 0.00; 0.00;;
4;
3;1,4,3;,
3;1,2,4;,
3;1,3,2;,
3;2,3,4;;
Material
{
1.000000;1.000000;1.000000;1.000000;;
0.000000;
1.000000;1.000000;1.000000;;
0.000000;0.000000;0.000000;;
}
}
| Logos | 2 | Ybalrid/orbiter | Extern/mssdk_dx7/samples/Multimedia/VBSamples/DXMisc/Media/toecone.x | [
"MIT"
] |
use crate::simd::intrinsics;
use crate::simd::{LaneCount, Simd, SimdElement, SupportedLaneCount};
use core::ops::{Add, Mul};
use core::ops::{BitAnd, BitOr, BitXor};
use core::ops::{Div, Rem, Sub};
use core::ops::{Shl, Shr};
mod assign;
mod deref;
mod unary;
impl<I, T, const LANES: usize> core::ops::Index<I> for Simd<T, LANES>
where
T: SimdElement,
LaneCount<LANES>: SupportedLaneCount,
I: core::slice::SliceIndex<[T]>,
{
type Output = I::Output;
fn index(&self, index: I) -> &Self::Output {
&self.as_array()[index]
}
}
impl<I, T, const LANES: usize> core::ops::IndexMut<I> for Simd<T, LANES>
where
T: SimdElement,
LaneCount<LANES>: SupportedLaneCount,
I: core::slice::SliceIndex<[T]>,
{
fn index_mut(&mut self, index: I) -> &mut Self::Output {
&mut self.as_mut_array()[index]
}
}
/// Checks if the right-hand side argument of a left- or right-shift would cause overflow.
fn invalid_shift_rhs<T>(rhs: T) -> bool
where
T: Default + PartialOrd + core::convert::TryFrom<usize>,
<T as core::convert::TryFrom<usize>>::Error: core::fmt::Debug,
{
let bits_in_type = T::try_from(8 * core::mem::size_of::<T>()).unwrap();
rhs < T::default() || rhs >= bits_in_type
}
/// Automatically implements operators over references in addition to the provided operator.
macro_rules! impl_ref_ops {
// binary op
{
impl<const $lanes:ident: usize> core::ops::$trait:ident<$rhs:ty> for $type:ty
where
LaneCount<$lanes2:ident>: SupportedLaneCount,
{
type Output = $output:ty;
$(#[$attrs:meta])*
fn $fn:ident($self_tok:ident, $rhs_arg:ident: $rhs_arg_ty:ty) -> Self::Output $body:tt
}
} => {
impl<const $lanes: usize> core::ops::$trait<$rhs> for $type
where
LaneCount<$lanes2>: SupportedLaneCount,
{
type Output = $output;
$(#[$attrs])*
fn $fn($self_tok, $rhs_arg: $rhs_arg_ty) -> Self::Output $body
}
};
}
/// Automatically implements operators over vectors and scalars for a particular vector.
macro_rules! impl_op {
{ impl Add for $scalar:ty } => {
impl_op! { @binary $scalar, Add::add, simd_add }
};
{ impl Sub for $scalar:ty } => {
impl_op! { @binary $scalar, Sub::sub, simd_sub }
};
{ impl Mul for $scalar:ty } => {
impl_op! { @binary $scalar, Mul::mul, simd_mul }
};
{ impl Div for $scalar:ty } => {
impl_op! { @binary $scalar, Div::div, simd_div }
};
{ impl Rem for $scalar:ty } => {
impl_op! { @binary $scalar, Rem::rem, simd_rem }
};
{ impl Shl for $scalar:ty } => {
impl_op! { @binary $scalar, Shl::shl, simd_shl }
};
{ impl Shr for $scalar:ty } => {
impl_op! { @binary $scalar, Shr::shr, simd_shr }
};
{ impl BitAnd for $scalar:ty } => {
impl_op! { @binary $scalar, BitAnd::bitand, simd_and }
};
{ impl BitOr for $scalar:ty } => {
impl_op! { @binary $scalar, BitOr::bitor, simd_or }
};
{ impl BitXor for $scalar:ty } => {
impl_op! { @binary $scalar, BitXor::bitxor, simd_xor }
};
// generic binary op with assignment when output is `Self`
{ @binary $scalar:ty, $trait:ident :: $trait_fn:ident, $intrinsic:ident } => {
impl_ref_ops! {
impl<const LANES: usize> core::ops::$trait<Self> for Simd<$scalar, LANES>
where
LaneCount<LANES>: SupportedLaneCount,
{
type Output = Self;
#[inline]
fn $trait_fn(self, rhs: Self) -> Self::Output {
unsafe {
intrinsics::$intrinsic(self, rhs)
}
}
}
}
};
}
/// Implements floating-point operators for the provided types.
macro_rules! impl_float_ops {
{ $($scalar:ty),* } => {
$(
impl_op! { impl Add for $scalar }
impl_op! { impl Sub for $scalar }
impl_op! { impl Mul for $scalar }
impl_op! { impl Div for $scalar }
impl_op! { impl Rem for $scalar }
)*
};
}
/// Implements unsigned integer operators for the provided types.
macro_rules! impl_unsigned_int_ops {
{ $($scalar:ty),* } => {
$(
impl_op! { impl Add for $scalar }
impl_op! { impl Sub for $scalar }
impl_op! { impl Mul for $scalar }
impl_op! { impl BitAnd for $scalar }
impl_op! { impl BitOr for $scalar }
impl_op! { impl BitXor for $scalar }
// Integers panic on divide by 0
impl_ref_ops! {
impl<const LANES: usize> core::ops::Div<Self> for Simd<$scalar, LANES>
where
LaneCount<LANES>: SupportedLaneCount,
{
type Output = Self;
#[inline]
fn div(self, rhs: Self) -> Self::Output {
if rhs.as_array()
.iter()
.any(|x| *x == 0)
{
panic!("attempt to divide by zero");
}
// Guards for div(MIN, -1),
// this check only applies to signed ints
if <$scalar>::MIN != 0 && self.as_array().iter()
.zip(rhs.as_array().iter())
.any(|(x,y)| *x == <$scalar>::MIN && *y == -1 as _) {
panic!("attempt to divide with overflow");
}
unsafe { intrinsics::simd_div(self, rhs) }
}
}
}
// remainder panics on zero divisor
impl_ref_ops! {
impl<const LANES: usize> core::ops::Rem<Self> for Simd<$scalar, LANES>
where
LaneCount<LANES>: SupportedLaneCount,
{
type Output = Self;
#[inline]
fn rem(self, rhs: Self) -> Self::Output {
if rhs.as_array()
.iter()
.any(|x| *x == 0)
{
panic!("attempt to calculate the remainder with a divisor of zero");
}
// Guards for rem(MIN, -1)
// this branch applies the check only to signed ints
if <$scalar>::MIN != 0 && self.as_array().iter()
.zip(rhs.as_array().iter())
.any(|(x,y)| *x == <$scalar>::MIN && *y == -1 as _) {
panic!("attempt to calculate the remainder with overflow");
}
unsafe { intrinsics::simd_rem(self, rhs) }
}
}
}
// shifts panic on overflow
impl_ref_ops! {
impl<const LANES: usize> core::ops::Shl<Self> for Simd<$scalar, LANES>
where
LaneCount<LANES>: SupportedLaneCount,
{
type Output = Self;
#[inline]
fn shl(self, rhs: Self) -> Self::Output {
// TODO there is probably a better way of doing this
if rhs.as_array()
.iter()
.copied()
.any(invalid_shift_rhs)
{
panic!("attempt to shift left with overflow");
}
unsafe { intrinsics::simd_shl(self, rhs) }
}
}
}
impl_ref_ops! {
impl<const LANES: usize> core::ops::Shr<Self> for Simd<$scalar, LANES>
where
LaneCount<LANES>: SupportedLaneCount,
{
type Output = Self;
#[inline]
fn shr(self, rhs: Self) -> Self::Output {
// TODO there is probably a better way of doing this
if rhs.as_array()
.iter()
.copied()
.any(invalid_shift_rhs)
{
panic!("attempt to shift with overflow");
}
unsafe { intrinsics::simd_shr(self, rhs) }
}
}
}
)*
};
}
/// Implements unsigned integer operators for the provided types.
macro_rules! impl_signed_int_ops {
{ $($scalar:ty),* } => {
impl_unsigned_int_ops! { $($scalar),* }
};
}
impl_unsigned_int_ops! { u8, u16, u32, u64, usize }
impl_signed_int_ops! { i8, i16, i32, i64, isize }
impl_float_ops! { f32, f64 }
| Rust | 5 | david-perez/rust | library/portable-simd/crates/core_simd/src/ops.rs | [
"ECL-2.0",
"Apache-2.0",
"MIT-0",
"MIT"
] |
# this script will print a blue gradient on the screen
# We can get the terminal width and height now with term size
# but we like to use the script as a benchmark, so let's keep
# it a constant size for now
let height = 40 # really need to get the terminal height here
let width = 160 # really need to get the terminal width here
let stamp = 'Nu'
seq 0 $height | each {
let row_data = (seq 0 $width | each { |col|
let fgcolor = (iter_inc 2 2 $col)
if $fgcolor > 200 && $fgcolor < 210 {
$"(ansi -e '48;2;0;0;')($fgcolor)m($stamp)(ansi -e '0m')"
} {
$"(ansi -e '48;2;0;0;')($fgcolor)m(char sp)(ansi -e '0m')"
}
} | str collect)
$"($row_data)(char newline)" | autoview
} | str collect
def iter_inc [incr mult iter] {
$incr + $mult * $iter
}
# ╭────┬────────────────────┬───────────────────────────────────────────────────────────────────────────────────────────────────╮
# │ # │ key │ value │
# ├────┼────────────────────┼───────────────────────────────────────────────────────────────────────────────────────────────────┤
# │ 0 │ version │ 0.31.1 │
# │ 1 │ branch │ main │
# │ 2 │ short_commit │ 751de20f │
# │ 3 │ commit_hash │ 751de20f938ed200ae6128a30d06a5dd24a4fd33 │
# │ 4 │ commit_date │ 2021-05-21 02:04:27 │
# │ 5 │ build_os │ windows-x86_64 │
# │ 6 │ rust_version │ rustc 1.52.1 (9bc8c42bb 2021-05-09) │
# │ 7 │ rust_channel │ stable (default) │
# │ 8 │ cargo_version │ cargo 1.52.0 (69767412a 2021-04-21) │
# │ 9 │ pkg_version │ 0.31.1 │
# │ 10 │ build_time │ 2021-05-21 07:20:25 │
# │ 11 │ build_rust_channel │ release │
# │ 12 │ features │ clipboard-cli, ctrlc, default, directories, dirs, ptree, rustyline, term, trash, uuid, which, zip │
# ╰────┴────────────────────┴───────────────────────────────────────────────────────────────────────────────────────────────────╯ | Nu | 4 | x3rAx/nu_scripts | coloring/gradient.nu | [
"MIT"
] |
/**
* @license
* Copyright Google LLC All Rights Reserved.
*
* Use of this source code is governed by an MIT-style license that can be
* found in the LICENSE file at https://angular.io/license
*/
export {ContentOrigin} from './src/content_origin';
export {MapAndPath, RawSourceMap} from './src/raw_source_map';
export {Mapping, SourceFile} from './src/source_file';
export {SourceFileLoader} from './src/source_file_loader';
| TypeScript | 2 | John-Cassidy/angular | packages/compiler-cli/src/ngtsc/sourcemaps/index.ts | [
"MIT"
] |
# Copyright 2013 Reservoir Labs, Inc.
# All rights reserved.
#
# Contributed by Bob Rotsted
#
# Small Business Innovation Research (SBIR) Data Rights.
#
# These SBIR data are furnished with SBIR rights under Contract
# No. DE-SC0004400 and DE-SC0006343. For a period of 4 years
# (expiring August, 2018), unless extended in accordance with
# FAR 27.409(h), subject to Section 8 of the SBA SBIR Policy
# Directive of August 6, 2012, after acceptance of all items to
# be delivered under this contract, theGovernment will use these
# data for Government purposes only, and theyshall not be
# disclosed outside the Government (including disclosure for
# procurement purposes) during such period without permission of
# the Contractor, except that, subject to the foregoing use and
# disclosure prohibitions, these data may be disclosed for use
# by support Contractors. After the protection period, the
# Government has a paid-up license to use, and to authorize
# others to use on its behalf, these data for Government
# purposes, but is relieved of all disclosure prohibitions and
# assumes no liability for unauthorized use of these data by
# third parties. This notice shall be affixed to any
# reproductions of these data, in whole or in part.
##! Implements the Producer Consumer Ratio as described by http://resources.sei.cmu.edu/asset_files/Presentation/2014_017_001_90063.pdf
module PCR;
export {
## Add 'pcr' field to Conn log
redef record Conn::Info += {
pcr: double &log &optional;
};
## Create new 'pcr' log
redef enum Log::ID += { LOG };
type Info: record {
ts: time &log;
src: addr &log;
pcr: double &log;
summary_interval: interval &log;
};
global log_pcr: event(rec: Info);
## Sets the summary interval for PCR metric
global summary_interval = 1min &redef;
}
event connection_state_remove (c: connection) {
if (c$id$orig_h !in Site::local_nets) {
return;
}
local numerator = (c$orig$size + 0.0) - (c$resp$size + 0.0);
local denominator = (c$orig$size + 0.0) + (c$resp$size + 0.0);
if (numerator == 0.0 )
return;
local x = ( numerator / denominator );
c$conn$pcr = x;
SumStats::observe( "pcr", [$host=c$id$orig_h], [$dbl=x] );
}
event bro_init() {
## Create PCR log stream
Log::create_stream(PCR::LOG, [$columns=Info, $ev=log_pcr]);
local r1 = SumStats::Reducer($stream="pcr",
$apply=set(SumStats::AVERAGE));
SumStats::create([$name = "pcr",
$epoch = summary_interval,
$reducers = set(r1),
$epoch_result(ts: time, key: SumStats::Key, result: SumStats::Result) = {
local rec: PCR::Info = [$ts=network_time(), $src=key$host, $summary_interval=PCR::summary_interval, $pcr=result["pcr"]$average];
Log::write(PCR::LOG, rec);
}]);
}
| Bro | 5 | reservoirlabs/bro-scripts | producer-consumer-ratio/producer-consumer-ratio.bro | [
"Apache-2.0"
] |
%%
%% %CopyrightBegin%
%%
%% Copyright Ericsson AB 2021. All Rights Reserved.
%%
%% Licensed under the Apache License, Version 2.0 (the "License");
%% you may not use this file except in compliance with the License.
%% You may obtain a copy of the License at
%%
%% http://www.apache.org/licenses/LICENSE-2.0
%%
%% Unless required by applicable law or agreed to in writing, software
%% distributed under the License is distributed on an "AS IS" BASIS,
%% WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
%% See the License for the specific language governing permissions and
%% limitations under the License.
%%
%% %CopyrightEnd%
%%
-module(error_info_lib).
-export([test_error_info/2, test_error_info/3]).
test_error_info(Module, List) ->
test_error_info(Module, List, []).
test_error_info(Module, L0, Options) ->
L1 = lists:foldl(fun({_,A}, Acc) when is_integer(A) -> Acc;
({F,A}, Acc) -> [{F,A,[]}|Acc];
({F,A,Opts}, Acc) -> [{F,A,Opts}|Acc]
end, [], L0),
Tests = ordsets:from_list([{F,length(A)} || {F,A,_} <- L1] ++
[{F,A} || {F,A} <- L0, is_integer(A)]),
Bifs0 = get_bifs(Module, Options),
Bifs = ordsets:from_list(Bifs0),
NYI = [{F,lists:duplicate(A, '*'),nyi} || {F,A} <- Bifs -- Tests],
L = lists:sort(NYI ++ L1),
do_error_info(L, Module, []).
get_bifs(Module, Options) ->
case lists:member(snifs_only, Options) of
true ->
[{F,A} || {M,F,A} <- erlang:system_info(snifs),
M =:= Module,
A =/= 0];
false ->
[{F,A} || {F,A} <- Module:module_info(exports),
A =/= 0,
F =/= module_info]
end.
do_error_info([{_,Args,nyi}=H|T], Module, Errors) ->
case lists:all(fun(A) -> A =:= '*' end, Args) of
true ->
do_error_info(T, Module, [{nyi,H}|Errors]);
false ->
do_error_info(T, Module, [{bad_nyi,H}|Errors])
end;
do_error_info([{F,Args,Opts}|T], Module, Errors) ->
eval_bif_error(F, Args, Opts, T, Module, Errors);
do_error_info([], _Module, Errors0) ->
case lists:sort(Errors0) of
[] ->
ok;
[_|_]=Errors ->
io:format("\n~p\n", [Errors]),
ct:fail({length(Errors),errors})
end.
eval_bif_error(F, Args, Opts, T, Module, Errors0) ->
try apply(Module, F, Args) of
Result ->
case lists:member(no_fail, Opts) of
true ->
do_error_info(T, Module, Errors0);
false ->
do_error_info(T, Module, [{should_fail,{F,Args},Result}|Errors0])
end
catch
error:Reason:Stk ->
SF = fun(Mod, _, _) -> Mod =:= test_server end,
Str = erl_error:format_exception(error, Reason, Stk, #{stack_trim_fun => SF}),
BinStr = iolist_to_binary(Str),
ArgStr = lists:join(", ", [io_lib:format("~p", [A]) || A <- Args]),
io:format("\n~p:~p(~s)\n~ts", [Module,F,ArgStr,BinStr]),
case Stk of
[{Module,ActualF,ActualArgs,Info}|_] ->
RE = <<"[*][*][*] argument \\d+:">>,
Errors1 = case re:run(BinStr, RE, [{capture, none}]) of
match ->
Errors0;
nomatch when Reason =:= system_limit ->
Errors0;
nomatch ->
case lists:member(unexplained, Opts) of
true ->
Errors0;
false ->
[{no_explanation,{F,Args},Info}|Errors0]
end
end,
Errors = case {ActualF,ActualArgs} of
{F,Args} ->
Errors1;
_ ->
[{renamed,{F,length(Args)},{ActualF,ActualArgs}}|Errors1]
end,
do_error_info(T, Module, Errors);
_ ->
Errors = [{renamed,{F,length(Args)},hd(Stk)}|Errors0],
do_error_info(T, Module, Errors)
end
end.
| Erlang | 4 | jjhoo/otp | lib/kernel/test/error_info_lib.erl | [
"Apache-2.0"
] |
<p>It's often a good idea to start the test with opening <tt>/selenium/setup</tt> (see <%%= link_to 'here', :controller => 'selenium', :action => 'setup' %> for more info).</p>
<table>
<tr><th colspan="3"><%%= @page_title %></th></tr>
<tr><td>open</td><td>/selenium/setup</td><td> </td></tr>
<%% for page in ['/', '/home'] -%>
<tr><td>open</td><td><%%= page %></td><td> </td></tr>
<tr><td>assertTitle</td><td>Home</td><td> </td></tr>
<%% end -%>
</table>
<p>More information about the commands is available <a href="http://release.openqa.org/selenium-core/nightly/reference.html">here</a>.</p>
<p>You can write comments above and below the commands, but you can only have one set of commands, i.e. one table, per test.</p>
<p>Point the browser to <a href="<%= testcase_link %>"><%= testcase_link %></a> to see how this test is rendered, or to <a href="<%= suite_link %>"><%= suite_link %></a> to run the suite.</p>
| RHTML | 3 | RockHong/railscasts-episodes | episode-116/store/vendor/plugins/selenium-on-rails/generators/selenium/templates/rhtml.rhtml | [
"MIT"
] |
--TEST--
Bug #64070 (Inheritance with Traits failed with error)
--FILE--
<?php
trait first_trait
{
function first_function()
{
echo "From First Trait\n";
}
}
trait second_trait
{
use first_trait {
first_trait::first_function as second_function;
}
function first_function()
{
echo "From Second Trait\n";
}
}
class first_class
{
use second_trait;
}
$obj = new first_class();
$obj->first_function();
$obj->second_function();
?>
--EXPECT--
From Second Trait
From First Trait
| PHP | 4 | guomoumou123/php5.5.10 | Zend/tests/traits/bug64070.phpt | [
"PHP-3.01"
] |
#define TERRAIN
#include "envMapPS.hlsl"
| HLSL | 0 | rohankumardubey/WickedEngine | WickedEngine/shaders/envMapPS_terrain.hlsl | [
"MIT"
] |
use "lib:codegen-trace-additional"
use @gc_local[Pointer[None]](target: Main)
use @gc_local_snapshot[Pointer[None]](target: Main)
use @gc_local_snapshot_destroy[None](obj_map: Pointer[None])
use @objectmap_size[USize](obj_map: Pointer[None])
use @pony_ctx[Pointer[None]]()
use @pony_triggergc[None](ctx: Pointer[None])
use @pony_exitcode[None](code: I32)
actor Main
var map_before: Pointer[None] = Pointer[None]
new create(env: Env) =>
// Trigger GC to remove env from the object map.
@pony_triggergc(@pony_ctx())
test()
be test() =>
map_before = @gc_local_snapshot(this)
trace(42, None)
be trace(x: U32, y: None) =>
let map_after = @gc_local(this)
let size_before = @objectmap_size(map_before)
let size_after = @objectmap_size(map_after)
// Both maps should be empty.
let ok = (size_before == 0) and (size_after == 0)
@gc_local_snapshot_destroy(map_before)
@pony_exitcode(I32(if ok then 1 else 0 end))
| Pony | 4 | rtpax/ponyc | test/libponyc-run/codegen-trace-no-trace/main.pony | [
"BSD-2-Clause"
] |
/*
See LICENSE folder for this sample’s licensing information.
Abstract:
Metal shaders used for ray tracing
*/
#include <metal_stdlib>
#include <simd/simd.h>
using namespace metal;
#include "ShaderTypes.h"
#include "ClosestHitShader.h"
// Interpolates vertex attribute of an arbitrary type across the surface of a triangle
// given the barycentric coordinates and triangle index in an intersection struct
template<typename T>
inline T interpolateVertexAttribute(const device T *attributes, const device uint* indices, Intersection intersection) {
// Barycentric coordinates sum to one
float3 uvw;
uvw.xy = intersection.coordinates;
uvw.z = 1.0f - uvw.x - uvw.y;
uint triangleIndex = intersection.primitiveIndex;
uint i0 = indices[3 * triangleIndex + 0];
uint i1 = indices[3 * triangleIndex + 1];
uint i2 = indices[3 * triangleIndex + 2];
// Lookup value for each vertex
T T0 = attributes[i0];
T T1 = attributes[i1];
T T2 = attributes[i2];
// Compute sum of vertex attributes weighted by barycentric coordinates
return uvw.x * T0 + uvw.y * T1 + uvw.z * T2;
}
inline float3 interpolateVertexAttribute(const device packed_float3 *attributes, const device uint* indices, Intersection intersection) {
// Barycentric coordinates sum to one
float3 uvw;
uvw.xy = intersection.coordinates;
uvw.z = 1.0f - uvw.x - uvw.y;
uint triangleIndex = intersection.primitiveIndex;
uint i0 = indices[3 * triangleIndex + 0];
uint i1 = indices[3 * triangleIndex + 1];
uint i2 = indices[3 * triangleIndex + 2];
// Lookup value for each vertex
float3 T0 = float3(attributes[i0]);
float3 T1 = float3(attributes[i1]);
float3 T2 = float3(attributes[i2]);
// Compute sum of vertex attributes weighted by barycentric coordinates
return uvw.x * T0 + uvw.y * T1 + uvw.z * T2;
}
// Uses the inversion method to map two uniformly random numbers to a three dimensional
// unit hemisphere where the probability of a given sample is proportional to the cosine
// of the angle between the sample direction and the "up" direction (0, 1, 0)
inline float3 sampleCosineWeightedHemisphere(float2 u) {
float phi = 2.0f * M_PI_F * u.x;
float cos_phi;
float sin_phi = sincos(phi, cos_phi);
float cos_theta = sqrt(u.y);
float sin_theta = sqrt(1.0f - cos_theta * cos_theta);
return float3(sin_theta * cos_phi, cos_theta, sin_theta * sin_phi);
}
// Aligns a direction on the unit hemisphere such that the hemisphere's "up" direction
// (0, 1, 0) maps to the given surface normal direction
inline float3 alignHemisphereWithNormal(float3 sample, float3 normal) {
// Set the "up" vector to the normal
float3 up = normal;
// Find an arbitrary direction perpendicular to the normal. This will become the
// "right" vector.
float3 right = normalize(cross(normal, float3(0.0072f, 1.0f, 0.0034f)));
// Find a third vector perpendicular to the previous two. This will be the
// "forward" vector.
float3 forward = cross(right, up);
// Map the direction on the unit hemisphere to the coordinate system aligned
// with the normal.
return sample.x * right + sample.y * up + sample.z * forward;
}
//====
// https://github.com/playdeadgames/temporal/blob/master/Assets/Shaders/IncNoise.cginc
// The MIT License (MIT)
//
// Copyright (c) [2015] [Playdead]
//
// 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.
//note: normalized random, float=[0, 1]
float PDnrand( float2 n ) {
return fract( sin(dot(n.xy, float2(12.9898, 78.233f)))* 43758.5453 );
}
float2 PDnrand2( float2 n ) {
return fract( sin(dot(n.xy, float2(12.9898, 78.233f)))* float2(43758.5453, 28001.8384) );
}
float3 PDnrand3( float2 n ) {
return fract( sin(dot(n.xy, float2(12.9898, 78.233f)))* float3(43758.5453, 28001.8384, 50849.4141 ) );
}
float4 PDnrand4( float2 n ) {
return fract( sin(dot(n.xy, float2(12.9898, 78.233f)))* float4(43758.5453, 28001.8384, 50849.4141, 12996.89) );
}
// Convert uniform distribution into triangle-shaped distribution.
// https://www.shadertoy.com/view/4t2SDh
// Input is in range [0, 1]
// Output is in range [-1, 1], which is useful for dithering.
inline float2 uniformNoiseToTriangular(float2 n) {
float2 orig = n*2.0-1.0;
n = orig*rsqrt(abs(orig));
n = max(-1.0,n);
n = n-float2(sign(orig));
return n;
}
ushort MetalClosestHitShader::subshaderCount() {
return 2;
}
void MetalClosestHitShader::shader0(uint pathIndex,
constant Uniforms & uniforms,
const device Intersection& intersection,
device Payload &payload,
constant CSDataPerFrame& csDataPerFrame,
constant CSData& csData
)
{
const uint maxRecursionDepth = 1; // inclusive
if (payload.recursionDepth > maxRecursionDepth)
{
SkipSubshaders();
return;
}
uint2 pixelPos = uint2(pathIndex % uniforms.width, pathIndex / uniforms.width);
float2 pixelUV = (float2(pixelPos) + 0.5) / float2(uniforms.width, uniforms.height);
//uint mask = triangleMasks[intersection.primitiveIndex];
float3 position = interpolateVertexAttribute(csData.positions, csData.indices, intersection);
float3 normal = normalize(interpolateVertexAttribute(csData.normals, csData.indices, intersection));
float2 uv = interpolateVertexAttribute(csData.uvs, csData.indices, intersection);
uint materialIndex = csData.materialIndices[intersection.primitiveIndex];
texture2d<float, access::sample> albedoTexture = csData.materialTextures[csData.materialTextureIndices[5 * materialIndex]];
constexpr sampler s(filter::linear, address::repeat);
float4 textureVal = albedoTexture.sample(s, uv);
float3 lightDir = csDataPerFrame.gSettings.mLightDirection;
float3 rayOrigin = position + normal * 0.001;
float3 surfaceAlbedo = (DENOISER_ENABLED && payload.recursionDepth == 0) ? 1.0 : textureVal.rgb;
#if DENOISER_ENABLED
if (payload.recursionDepth == 0) {
payload.surfaceAlbedo = textureVal.rgb;
}
#endif
float3 lightSample = 5.0 * saturate(dot(lightDir, normal)) * surfaceAlbedo * M_1_PI_F;
payload.lightSample = lightSample * payload.throughput;
// The sample has a PDF of cos(theta) / pi, so we only need to multiply
// by the albedo for Lambertian diffuse.
payload.throughput *= surfaceAlbedo;
float2 sample = uniformNoiseToTriangular(PDnrand2(pixelUV + payload.randomSeed + payload.recursionDepth)) * 0.5 + 0.5;
float3 sampleDirLocal = sampleCosineWeightedHemisphere(sample);
float3 sampleDir = alignHemisphereWithNormal(sampleDirLocal, normal);
payload.indirectRayOrigin = rayOrigin;
payload.indirectRayDirection = sampleDir;
if (payload.recursionDepth + 1 > maxRecursionDepth)
{
SkipSubshaders(); // Don't dispatch an indirect ray.
}
Ray outRay;
outRay.origin = rayOrigin;
outRay.direction = lightDir;
outRay.maxDistance = 10000;
outRay.mask = 0xFF;
TraceRay(outRay, /* missShaderIndex = */ 1, /* rayContributionToHitGroupIndex = */ 1);
payload.recursionDepth += 1;
}
void MetalClosestHitShader::shader1(uint pathIndex,
constant Uniforms & uniforms,
const device Intersection& intersection,
device Payload &payload,
constant CSDataPerFrame& csDataPerFrame,
constant CSData& csData
)
{
Ray outRay;
outRay.origin = payload.indirectRayOrigin;
outRay.direction = payload.indirectRayDirection;
outRay.maxDistance = 10000;
outRay.mask = 0xFF;
TraceRay(outRay, /* missShaderIndex = */ 0);
}
// [numthreads(64, 1, 1)]
DEFINE_METAL_CLOSEST_HIT_SHADER(chs, 0)
DEFINE_METAL_CLOSEST_HIT_SHADER(chs_0, 1)
| Metal | 5 | RemiArnaud/The-Forge | Examples_3/Unit_Tests/src/16_Raytracing/Shaders/Metal/ClosestHit.rchit.metal | [
"Apache-2.0"
] |
<%= if Enum.any?(@results.episodes), do: render("episode.html", Map.merge(assigns, %{query: @query, results: @results.episodes})) %>
<%= if Enum.any?(@results.news_items), do: render("news_item.html", Map.merge(assigns, %{query: @query, results: @results.news_items})) %>
<%= if Enum.any?(@results.news_sources), do: render("news_source.html", Map.merge(assigns, %{query: @query, results: @results.news_sources})) %>
<%= if Enum.any?(@results.people), do: render("person.html", Map.merge(assigns, %{query: @query, results: @results.people})) %>
<%= if Enum.any?(@results.posts), do: render("post.html", Map.merge(assigns, %{query: @query, results: @results.posts})) %>
<%= if Enum.any?(@results.sponsors), do: render("sponsor.html", Map.merge(assigns, %{query: @query, results: @results.sponsors})) %>
<%= if Enum.any?(@results.topics), do: render("topic.html", Map.merge(assigns, %{query: @query, results: @results.topics})) %>
| HTML+EEX | 3 | PsOverflow/changelog.com | lib/changelog_web/templates/admin/search/all.html.eex | [
"MIT"
] |
#version 310 es
layout (local_size_x = 4, local_size_y = 4) in;
layout (binding = 0) readonly buffer InBufUV {
uint data[];
} in_buf_uv;
layout (binding = 1) writeonly buffer OutBufUV {
uvec2 data[];
} out_buf_uv;
layout (binding = 2) readonly buffer CoordX {
vec4 data[];
} coordx;
layout (binding = 3) readonly buffer CoordY {
vec4 data[];
} coordy;
uniform uint in_img_width;
uniform uint out_img_width;
uniform uint extended_offset;
uniform uint coords_width;
#define UNIT_SIZE 4u
void main ()
{
uint coord_pos = gl_GlobalInvocationID.y * coords_width + gl_GlobalInvocationID.x;
vec4 in_uv_x = coordx.data[coord_pos];
vec4 in_uv_y = coordy.data[coord_pos];
uvec4 x00 = uvec4 (in_uv_x);
uvec4 y00 = uvec4 (in_uv_y);
uvec4 x01 = x00 + 1u;
uvec4 y01 = y00;
uvec4 x10 = x00;
uvec4 y10 = y00 + 1u;
uvec4 x11 = x01;
uvec4 y11 = y10;
vec4 fract_x = fract (in_uv_x);
vec4 fract_y = fract (in_uv_y);
vec4 weight00 = (1.0f - fract_x) * (1.0f - fract_y);
vec4 weight01 = fract_x * (1.0f - fract_y);
vec4 weight10 = (1.0f - fract_x) * fract_y;
vec4 weight11 = fract_x * fract_y;
uvec4 x00_floor = x00 >> 2u; // divided by UNIT_SIZE
uvec4 x01_floor = x01 >> 2u;
uvec4 x10_floor = x10 >> 2u;
uvec4 x11_floor = x11 >> 2u;
uvec4 x00_fract = (x00 % UNIT_SIZE) >> 1u;
uvec4 x01_fract = (x01 % UNIT_SIZE) >> 1u;
uvec4 x10_fract = (x10 % UNIT_SIZE) >> 1u;
uvec4 x11_fract = (x11 % UNIT_SIZE) >> 1u;
uvec4 index00 = y00 * in_img_width + x00_floor;
uvec4 index01 = y01 * in_img_width + x01_floor;
uvec4 index10 = y10 * in_img_width + x10_floor;
uvec4 index11 = y11 * in_img_width + x11_floor;
// pixel UV-value
vec4 out00, out01, out10, out11;
vec4 value = unpackUnorm4x8 (in_buf_uv.data[index00.x]);
out00.xy = (x00_fract.x == 0u) ? value.xy : value.zw;
value = (index01.x == index00.x) ? value : unpackUnorm4x8 (in_buf_uv.data[index01.x]);
out01.xy = (x01_fract.x == 0u) ? value.xy : value.zw;
value = unpackUnorm4x8 (in_buf_uv.data[index10.x]);
out10.xy = (x10_fract.x == 0u) ? value.xy : value.zw;
value = (index11.x == index10.x) ? value : unpackUnorm4x8 (in_buf_uv.data[index11.x]);
out11.xy = (x11_fract.x == 0u) ? value.xy : value.zw;
value = unpackUnorm4x8 (in_buf_uv.data[index00.y]);
out00.zw = (x00_fract.y == 0u) ? value.xy : value.zw;
value = (index01.y == index00.y) ? value : unpackUnorm4x8 (in_buf_uv.data[index01.y]);
out01.zw = (x01_fract.y == 0u) ? value.xy : value.zw;
value = unpackUnorm4x8 (in_buf_uv.data[index10.y]);
out10.zw = (x10_fract.y == 0u) ? value.xy : value.zw;
value = (index11.y == index10.y) ? value : unpackUnorm4x8 (in_buf_uv.data[index11.y]);
out11.zw = (x11_fract.y == 0u) ? value.xy : value.zw;
vec4 inter0 = out00 * weight00.xxyy + out01 * weight01.xxyy +
out10 * weight10.xxyy + out11 * weight11.xxyy;
value = unpackUnorm4x8 (in_buf_uv.data[index00.z]);
out00.xy = (x00_fract.z == 0u) ? value.xy : value.zw;
value = (index01.z == index00.z) ? value : unpackUnorm4x8 (in_buf_uv.data[index01.z]);
out01.xy = (x01_fract.z == 0u) ? value.xy : value.zw;
value = unpackUnorm4x8 (in_buf_uv.data[index10.z]);
out10.xy = (x10_fract.z == 0u) ? value.xy : value.zw;
value = (index11.z == index10.z) ? value : unpackUnorm4x8 (in_buf_uv.data[index11.z]);
out11.xy = (x11_fract.z == 0u) ? value.xy : value.zw;
value = unpackUnorm4x8 (in_buf_uv.data[index00.w]);
out00.zw = (x00_fract.w == 0u) ? value.xy : value.zw;
value = (index01.w == index00.w) ? value : unpackUnorm4x8 (in_buf_uv.data[index01.w]);
out01.zw = (x01_fract.w == 0u) ? value.xy : value.zw;
value = unpackUnorm4x8 (in_buf_uv.data[index10.w]);
out10.zw = (x10_fract.w == 0u) ? value.xy : value.zw;
value = (index11.w == index10.w) ? value : unpackUnorm4x8 (in_buf_uv.data[index11.w]);
out11.zw = (x11_fract.w == 0u) ? value.xy : value.zw;
vec4 inter1 = out00 * weight00.zzww + out01 * weight01.zzww +
out10 * weight10.zzww + out11 * weight11.zzww;
uint out_pos = gl_GlobalInvocationID.y * out_img_width + extended_offset + gl_GlobalInvocationID.x;
out_buf_uv.data[out_pos] = uvec2 (packUnorm4x8 (inter0), packUnorm4x8 (inter1));
}
| Slash | 3 | zongwave/libxcam | shaders/glsl/shader_geomap_fastmap_uv_nv12.comp.sl | [
"Apache-2.0"
] |
use v6;
class Item {
has Str $.name;
has Int $.sell_in is rw = 0;
has Int $.quality is rw = 0;
method Str {
"{$!name}, {$!sell_in}, {$!quality}"
}
};
| Perl6 | 3 | yangyangisyou/GildedRose-Refactoring-Kata | perl6/lib/Item.pm6 | [
"MIT"
] |
source "https://rubygems.org"
gem "nokogiri", "~> 1.6.0"
gemspec :path=>"../"
| Logos | 2 | shanipribadi/phonelib | gemfiles/Gemfile.ruby-2.0.x | [
"MIT"
] |
import { WorkerPool } from "gatsby-worker"
import { initJobsMessagingInMainProcess } from "../../../jobs/worker-messaging"
import { initReporterMessagingInMainProcess } from "../../reporter"
import type { MessagesFromChild, MessagesFromParent } from "../../messaging"
export type GatsbyTestWorkerPool = WorkerPool<
typeof import("./child-for-tests"),
MessagesFromParent,
MessagesFromChild
>
export function createTestWorker(numWorkers = 1): GatsbyTestWorkerPool {
const worker: GatsbyTestWorkerPool = new WorkerPool(
require.resolve(`./child-for-tests`),
{
numWorkers,
env: {
// We are using JEST_WORKER_ID env so that worker use same test database as
// jest runner process
FORCE_TEST_DATABASE_ID: process.env.JEST_WORKER_ID,
GATSBY_WORKER_POOL_WORKER: `true`,
NODE_OPTIONS: `--require ${require.resolve(`./ts-register`)}`,
},
}
)
initJobsMessagingInMainProcess(worker)
initReporterMessagingInMainProcess(worker)
return worker
}
| TypeScript | 4 | waltercruz/gatsby | packages/gatsby/src/utils/worker/__tests__/test-helpers/create-test-worker.ts | [
"MIT"
] |
- dashboard: customer_segment_deepdive
preferred_viewer: dashboards-next
title: Customer Segment Deep-dive
layout: newspaper
elements:
- title: Sales
name: Sales
model: retail_block_model_v2
explore: transactions
type: single_value
fields: [transactions.selected_comparison, transactions__line_items.total_sales,
transactions.number_of_transactions, transactions__line_items.average_basket_size,
transactions__line_items.total_quantity]
filters:
transactions.comparison_type: year
transactions.selected_comparison: "-NULL"
sorts: [transactions.selected_comparison desc]
limit: 500
column_limit: 50
dynamic_fields: [{table_calculation: vs_ly, label: vs LY, expression: "${transactions__line_items.total_sales}/offset(${transactions__line_items.total_sales},1)-1",
value_format: !!null '', value_format_name: percent_1, _kind_hint: measure,
_type_hint: number}]
custom_color_enabled: true
custom_color: "#5A30C2"
show_single_value_title: true
show_comparison: true
comparison_type: change
comparison_reverse_colors: false
show_comparison_label: true
enable_conditional_formatting: false
conditional_formatting_include_totals: false
conditional_formatting_include_nulls: false
series_types: {}
hidden_fields: [transactions__line_items.average_basket_size, transactions__line_items.total_quantity,
transactions.number_of_transactions]
listen:
Customer Segment: customer_clustering_prediction.customer_segment
Date Range: transactions.date_comparison_filter
row: 2
col: 0
width: 6
height: 2
- title: Transactions
name: Transactions
model: retail_block_model_v2
explore: transactions
type: single_value
fields: [transactions.selected_comparison, transactions__line_items.total_sales,
transactions.number_of_transactions, transactions__line_items.average_basket_size,
transactions__line_items.total_quantity]
filters:
transactions.comparison_type: year
transactions.selected_comparison: "-NULL"
sorts: [transactions.selected_comparison desc]
limit: 500
column_limit: 50
dynamic_fields: [{table_calculation: vs_ly, label: vs LY, expression: "${transactions.number_of_transactions}/offset(${transactions.number_of_transactions},1)-1",
value_format: !!null '', value_format_name: percent_1, _kind_hint: measure,
_type_hint: number}]
custom_color_enabled: true
custom_color: "#5A30C2"
show_single_value_title: true
show_comparison: true
comparison_type: change
comparison_reverse_colors: false
show_comparison_label: true
enable_conditional_formatting: false
conditional_formatting_include_totals: false
conditional_formatting_include_nulls: false
series_types: {}
hidden_fields: [transactions__line_items.average_basket_size, transactions__line_items.total_sales,
transactions__line_items.total_quantity]
listen:
Customer Segment: customer_clustering_prediction.customer_segment
Date Range: transactions.date_comparison_filter
row: 2
col: 6
width: 6
height: 2
- title: Basket Size
name: Basket Size
model: retail_block_model_v2
explore: transactions
type: single_value
fields: [transactions.selected_comparison, transactions__line_items.total_sales,
transactions.number_of_transactions, transactions__line_items.average_basket_size,
transactions__line_items.total_quantity]
filters:
transactions.comparison_type: year
transactions.selected_comparison: "-NULL"
sorts: [transactions.selected_comparison desc]
limit: 500
column_limit: 50
dynamic_fields: [{table_calculation: vs_ly, label: vs LY, expression: "${transactions__line_items.average_basket_size}/offset(${transactions__line_items.average_basket_size},1)-1",
value_format: !!null '', value_format_name: percent_1, _kind_hint: measure,
_type_hint: number}]
custom_color_enabled: true
custom_color: "#5A30C2"
show_single_value_title: true
show_comparison: true
comparison_type: change
comparison_reverse_colors: false
show_comparison_label: true
enable_conditional_formatting: false
conditional_formatting_include_totals: false
conditional_formatting_include_nulls: false
series_types: {}
hidden_fields: [transactions__line_items.total_sales, transactions__line_items.total_quantity,
transactions.number_of_transactions]
listen:
Customer Segment: customer_clustering_prediction.customer_segment
Date Range: transactions.date_comparison_filter
row: 2
col: 12
width: 6
height: 2
- title: Quantity
name: Quantity
model: retail_block_model_v2
explore: transactions
type: single_value
fields: [transactions.selected_comparison, transactions__line_items.total_sales,
transactions.number_of_transactions, transactions__line_items.average_basket_size,
transactions__line_items.total_quantity]
filters:
transactions.comparison_type: year
transactions.selected_comparison: "-NULL"
sorts: [transactions.selected_comparison desc]
limit: 500
column_limit: 50
dynamic_fields: [{table_calculation: vs_ly, label: vs LY, expression: "${transactions__line_items.total_quantity}/offset(${transactions__line_items.total_quantity},1)-1",
value_format: !!null '', value_format_name: percent_1, _kind_hint: measure,
_type_hint: number}]
custom_color_enabled: true
custom_color: "#5A30C2"
show_single_value_title: true
show_comparison: true
comparison_type: change
comparison_reverse_colors: false
show_comparison_label: true
enable_conditional_formatting: false
conditional_formatting_include_totals: false
conditional_formatting_include_nulls: false
series_types: {}
hidden_fields: [transactions__line_items.total_sales, transactions.number_of_transactions,
transactions__line_items.average_basket_size]
listen:
Customer Segment: customer_clustering_prediction.customer_segment
Date Range: transactions.date_comparison_filter
row: 2
col: 18
width: 6
height: 2
- title: Customer Segment
name: Customer Segment
model: retail_block_model_v2
explore: customer_clustering_prediction
type: single_value
fields: [customer_clustering_prediction.customer_segment_basic_dim]
limit: 500
column_limit: 50
series_types: {}
listen:
Customer Segment: customer_clustering_prediction.customer_segment_basic_dim
row: 0
col: 0
width: 24
height: 2
- name: ''
type: text
title_text: ''
subtitle_text: ''
body_text: |-
<div align="center">
<div><img src="https://upload.wikimedia.org/wikipedia/en/thumb/8/83/Salesforce_logo.svg/1200px-Salesforce_logo.svg.png" height="150"></div>
<div><a href="https://retail-demo-app-idhn2cvrpq-uc.a.run.app/api/exportToSalesforce" target="_blank"><button style="color:white; padding: 10px 20px; background-color: #0088bd; border: none; font-size: 16px;">Create campaign segment</button></a></div>
</div>
row: 14
col: 18
width: 6
height: 6
- name: " (2)"
type: text
title_text: ''
subtitle_text: ''
body_text: |-
**Recommended Action ?**
These are our previously loyal customers in our segment, who have dropped off over the past year. Click the button on the right to create a campaign segment in Salesforce to prepare an email campaign for the CRM manager.
row: 12
col: 0
width: 3
height: 8
- title: Customers for Reactivation Campaign
name: Customers for Reactivation Campaign
model: retail_block_model_v2
explore: transactions
type: looker_grid
fields: [customer_facts.customer_id, customer_facts.customer_spend_trend_past_year]
filters:
transactions.date_comparison_filter: 12 months
customer_facts.customer_spend_trend_past_year: "[-1, -0.1]"
sorts: [customer_facts.customer_spend_trend_past_year]
limit: 500
query_timezone: America/Los_Angeles
show_view_names: false
show_row_numbers: true
transpose: false
truncate_text: true
hide_totals: false
hide_row_totals: false
size_to_fit: true
table_theme: white
limit_displayed_rows: false
enable_conditional_formatting: false
header_text_alignment: left
header_font_size: '12'
rows_font_size: '12'
conditional_formatting_include_totals: false
conditional_formatting_include_nulls: false
show_totals: true
show_row_totals: true
series_cell_visualizations:
customer_facts.customer_spend_trend_past_year:
is_active: true
palette:
palette_id: 50d44102-be13-bd23-eed2-8000589f3610
collection_id: f14810d2-98d7-42df-82d0-bc185a074e42
custom_colors:
- "#ab2824"
- "#ffffff"
series_types: {}
defaults_version: 1
listen:
Customer Segment: customer_clustering_prediction.customer_segment
row: 12
col: 3
width: 15
height: 8
- title: Potential Value from 10% Reactivation
name: Potential Value from 10% Reactivation
model: retail_block_model_v2
explore: transactions
type: single_value
fields: [transactions__line_items.total_sales]
filters:
transactions.date_comparison_filter: 12 months
customer_facts.customer_spend_trend_past_year: "[-1, -0.1]"
limit: 5000
column_limit: 50
dynamic_fields: [{table_calculation: reactivation_threshold, label: Reactivation
Threshold, expression: '0.1', value_format: !!null '', value_format_name: !!null '',
_kind_hint: dimension, _type_hint: number}, {table_calculation: potential_value,
label: Potential Value, expression: "${transactions__line_items.total_sales}*${reactivation_threshold}",
value_format: !!null '', value_format_name: currency_0, _kind_hint: measure, _type_hint: number}]
custom_color_enabled: true
show_single_value_title: true
show_comparison: false
comparison_type: value
comparison_reverse_colors: false
show_comparison_label: true
enable_conditional_formatting: false
conditional_formatting_include_totals: false
conditional_formatting_include_nulls: false
custom_color: "#49c244"
show_view_names: false
show_row_numbers: true
transpose: false
truncate_text: true
hide_totals: false
hide_row_totals: false
size_to_fit: true
series_cell_visualizations:
customer_facts.customer_spend_trend_past_year:
is_active: true
palette:
palette_id: retailer-scheme-diverging-0
collection_id: retailer-scheme
table_theme: white
limit_displayed_rows: false
header_text_alignment: left
header_font_size: '12'
rows_font_size: '12'
series_value_format:
customer_facts.customer_id:
name: id
format_string: '0'
label: ID
map_plot_mode: automagic_heatmap
heatmap_gridlines: false
heatmap_gridlines_empty: false
heatmap_opacity: 0.5
show_region_field: true
draw_map_labels_above_data: true
map_tile_provider: dark
map_position: custom
map_latitude: 37.96152331396614
map_longitude: -96.7236328125
map_zoom: 4
map_scale_indicator: 'off'
map_pannable: true
map_zoomable: true
map_marker_type: circle
map_marker_icon_name: default
map_marker_radius_mode: proportional_value
map_marker_units: meters
map_marker_proportional_scale_type: linear
map_marker_color_mode: fixed
show_legend: true
quantize_map_value_colors: false
reverse_map_value_colors: false
series_types: {}
hidden_fields: [reactivation_threshold, transactions__line_items.total_sales]
defaults_version: 1
listen:
Customer Segment: customer_clustering_prediction.customer_segment
row: 12
col: 18
width: 6
height: 2
- title: Customer Coverage - Favorite Store
name: Customer Coverage - Favorite Store
model: retail_block_model_v2
explore: transactions
type: looker_map
fields: [transactions__line_items.total_sales, customer_favorite_store_details.location,
customer_favorite_store_details.name]
filters: {}
sorts: [transactions__line_items.total_sales desc]
limit: 500
column_limit: 50
map_plot_mode: points
heatmap_gridlines: false
heatmap_gridlines_empty: false
heatmap_opacity: 0.5
show_region_field: true
draw_map_labels_above_data: true
map_tile_provider: satellite_streets
map_position: custom
map_scale_indicator: 'off'
map_pannable: true
map_zoomable: true
map_marker_type: circle
map_marker_icon_name: default
map_marker_radius_mode: proportional_value
map_marker_units: pixels
map_marker_proportional_scale_type: linear
map_marker_color_mode: value
show_view_names: false
show_legend: true
quantize_map_value_colors: false
reverse_map_value_colors: false
map_latitude: 37.87702138607635
map_longitude: 30.16433715820313
map_zoom: 2
map_marker_radius_min: 3
map_marker_radius_max: 10
defaults_version: 1
listen:
Customer Segment: customer_clustering_prediction.customer_segment
Date Range: transactions.date_comparison_filter
row: 4
col: 0
width: 12
height: 8
- title: Customer Journey
name: Customer Journey
model: retail_block_model_v2
explore: transactions
type: marketplace_viz_sankey::sankey-marketplace
fields: [customer_transaction_sequence.main_product_category_transaction_1, customer_transaction_sequence.main_product_category_transaction_2,
customer_transaction_sequence.main_product_category_transaction_3, customer_transaction_sequence.main_product_category_transaction_4,
customer_transaction_sequence.main_product_category_transaction_5, transactions.number_of_transactions]
filters: {}
sorts: [transactions.number_of_transactions desc]
limit: 500
column_limit: 50
hidden_fields: []
hidden_points_if_no: []
series_labels: {}
show_view_names: false
color_range: ["#dd3333", "#80ce5d", "#f78131", "#369dc1", "#c572d3", "#36c1b3",
"#b57052", "#ed69af"]
label_type: name
show_null_points: false
x_axis_gridlines: false
y_axis_gridlines: true
show_y_axis_labels: true
show_y_axis_ticks: true
y_axis_tick_density: default
y_axis_tick_density_custom: 5
show_x_axis_label: true
show_x_axis_ticks: true
y_axis_scale_mode: linear
x_axis_reversed: false
y_axis_reversed: false
plot_size_by_field: false
trellis: ''
stacking: ''
limit_displayed_rows: false
legend_position: center
point_style: none
show_value_labels: false
label_density: 25
x_axis_scale: auto
y_axis_combined: true
ordering: none
show_null_labels: false
show_totals_labels: false
show_silhouette: false
totals_color: "#808080"
defaults_version: 0
series_types: {}
listen:
Customer Segment: customer_clustering_prediction.customer_segment
Date Range: transactions.date_comparison_filter
row: 4
col: 12
width: 12
height: 8
filters:
- name: Customer Segment
title: Customer Segment
type: field_filter
default_value: New Joiners
allow_multiple_values: false
required: true
ui_config:
type: advanced
display: popover
model: retail_block_model_v2
explore: transactions
listens_to_filters: []
field: customer_clustering_prediction.customer_segment
- name: Date Range
title: Date Range
type: date_filter
default_value: 30 days
allow_multiple_values: true
required: false
ui_config:
type: advanced
display: popover | LookML | 4 | dbrinegar-4mile/block-retail | dashboards/customer_segment_deepdive.dashboard.lookml | [
"MIT"
] |
= Pass query parameters to auth URLs
The <tt>*_path</tt> and <tt>*_url</tt> methods allow passing additional query parameters:
rodauth.create_account_path(type: "seller")
#=> "/create-account?type=seller"
rodauth.login_url(type: "operator")
#=> "https//example.com/login?type=operator"
| RDoc | 4 | dmitryzuev/rodauth | doc/guides/query_params.rdoc | [
"MIT"
] |
#version 3.6;
// Right-handed coordinate system in which the z-axis points upwards
camera {
orthographic
location <8,11,-50>
right 25*x*image_width/image_height
up 25*y
look_at <8,11,0>
}
// White background
background{rgb 1}
// Two lights with slightly different colors
light_source{<-8,30,-20> color rgb <0.79,0.75,0.75>}
light_source{<25,12,-12> color rgb <0.36,0.40,0.40>}
// Radius of the Voronoi cell network
#declare r=0.2;
// Radius of the particles
#declare s=2.8;
union {
sphere{<0,0,0>,1.4}
pigment{rgbft <0.9,0.82,0.4>} finish{reflection 0.1 specular 0.3 ambient 0.42}
}
// Particles
/*#declare s=2.8;
union{
#include "doe_diagram_p.pov"
pigment{rgbft <0.9,0.82,0.4,0,0.5>} finish{reflection 0.1 specular 0.3 ambient 0.42}
}
#declare s=1.4;
union{
#include "doe_diagram_p.pov"
pigment{rgbft <0.4,0.6,0.3>} finish{reflection 0.1 specular 0.3 ambient 0.42}
}*/
// Voronoi cells
/*intersection{
union{
#include "doe_diagram_v.pov"
}
box{<-2,-1,-4>,<18,23,4>}
pigment{rgb <0.8,0.59,0.9>} finish{specular 0.5 ambient 0.42}
}*/
| POV-Ray SDL | 3 | softwarecapital/chr1shr.voro | 2d/examples/basic/doe_diagram.pov | [
"BSD-3-Clause-LBNL"
] |
(*
* Copyright (c) Facebook, Inc. and its affiliates.
*
* This source code is licensed under the MIT license found in the
* LICENSE file in the root directory of this source tree.
*)
(* A well known condition variable. When we need to exit, we will broadcast on it. This allows
* various bits of code to wait for this signal and execute clean up code when it's received *)
let signal = Lwt_condition.create ()
| OCaml | 4 | esilkensen/flow | src/monitor/utils/exitSignal.ml | [
"MIT"
] |
-- |
-- The core functional representation
--
module Language.PureScript.CoreFn (
module C
) where
import Language.PureScript.AST.Literals as C
import Language.PureScript.CoreFn.Ann as C
import Language.PureScript.CoreFn.Binders as C
import Language.PureScript.CoreFn.Desugar as C
import Language.PureScript.CoreFn.Expr as C
import Language.PureScript.CoreFn.Meta as C
import Language.PureScript.CoreFn.Module as C
import Language.PureScript.CoreFn.Optimizer as C
import Language.PureScript.CoreFn.Traversals as C
| Haskell | 4 | ethansaxenian/RosettaDecode | lang/Haskell/CoreFn.hs | [
"MIT"
] |
'reach 0.1';
function sum(...xs) {
return Array.reduce(array(UInt, xs), 0, add);
}
export const main =
Reach.App(
{},
[Participant('A', {})],
(A) => {
const x = sum(1, 2, 3, 4, 5);
assert(x == 15);
const y = (...all) =>
Array.reduce(array(UInt, all), 1, mul);
assert(y(1, 2, 3) == 6);
});
| RenderScript | 4 | chikeabuah/reach-lang | hs/t/y/rest_parameter.rsh | [
"Apache-2.0"
] |
-- @shouldFailWith PossiblyInfiniteCoercibleInstance
module Main where
import Safe.Coerce (coerce)
newtype N a = N (a -> N a)
infinite :: forall a b. N a -> N b
infinite = coerce
| PureScript | 4 | andys8/purescript | tests/purs/failing/PossiblyInfiniteCoercibleInstance.purs | [
"BSD-3-Clause"
] |
(*
* Copyright (c) Facebook, Inc. and its affiliates.
*
* This source code is licensed under the MIT license found in the
* LICENSE file in the root directory of this source tree.
*)
type t
val new_gcx : unit -> t
val mark_ids_of_type : Context.t -> t -> Type.t -> Scope_id.t -> t
val blame_ids_of_type : Context.t -> t -> Type.t -> Scope_id.t -> Reason.t -> t
val add_scope_map : t -> Scope_id.t -> Loc_collections.ALocIDSet.t -> t
val in_scope : t -> Scope_id.t -> ALoc.id -> bool
val get_id_annotation_reason : t -> Type.ident -> Reason.t option
val get_marked_ids : t -> Reason.t option IMap.t Scope_id.ScopeMap.t
| OCaml | 4 | Hans-Halverson/flow | src/typing/generics/generic_cx.mli | [
"MIT"
] |
@foo
@file @bar
@file:
@:baz
@fil:ann
@ :
package boo
| Kotlin | 0 | qussarah/declare | compiler/testData/psi/annotation/targeted/onFile/nonFIleAnnotationBeforePackage.kt | [
"Apache-2.0"
] |
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| Mask | 2 | Interactml/iml_framework | Assets/ART/Malbers Animations/Animals Packs/Animations/Raven/Raven Head Mask.mask | [
"MIT"
] |
// https://raw.githubusercontent.com/beefytech/Beef/5d5186f8127af4c670f76d7af7df735d3544a16d/IDE/dist/lib/gen/src/Program.bf
#pragma warning disable 168
using System;
using System;
using System.Interop;
using System.IO;
using System.Threading;
using System.Diagnostics;
using System.Collections;
namespace gen
{
class Program
{
static String[] sNames = new .[]("comdlg32", "gdi32", "kernel32", "ole32", "netapi32", "ntdll", "rpcrt4", "shell32", "user32", "version", "winmm") ~ delete _;
public static int Main(String[] args)
{
bool isFirst = true;
for (var name in sNames)
{
for (int pass < 2)
{
String resultStr = scope String();
//
{
ProcessStartInfo startInfo = scope .();
startInfo.SetFileName(@"c:\bin\dumpbin.exe");
if (pass == 0)
startInfo.SetArguments(scope $"/exports c:\\windows\\system32\\{name}.dll");
else
startInfo.SetArguments(scope $"/exports c:\\windows\\SysWow64\\{name}.dll");
startInfo.RedirectStandardOutput = true;
startInfo.UseShellExecute = false;
startInfo.RedirectStandardOutput = true;
startInfo.CreateNoWindow = false;
SpawnedProcess process = scope SpawnedProcess();
if (process.Start(startInfo) case .Err)
continue;
FileStream fileStream = scope FileStream();
process.AttachStandardOutput(fileStream);
StreamReader streamReader = scope StreamReader(fileStream, null, false, 4096);
streamReader.ReadToEnd(resultStr).IgnoreError();
if (process.ExitCode != 0)
Runtime.FatalError(scope $"Failed to read lib '{name}'");
}
var outStr = scope String();
outStr.Append("EXPORTS\n");
for (var line in resultStr.Split('\n'))
{
if ((line.Length > 26) && (line.StartsWith(" ")) && (line[25] == ' ') && (line[26] != '['))
{
var exportStr = line.Substring(26);
int fwdIdx = exportStr.IndexOf("(forwarded to");
if (fwdIdx != -1)
{
outStr.Append(exportStr.Substring(0, fwdIdx - 1));
outStr.Append(" = ");
outStr.Append(exportStr.Substring(fwdIdx + 14, exportStr.Length - fwdIdx - 15));
}
else
{
outStr.Append(exportStr);
switch (exportStr)
{
case "DllMain",
"DllGetClassObject",
"DllCanUnloadNow",
"DllRegisterServer",
"DllUnregisterServer",
"DllInstall":
outStr.Append(" PRIVATE");
}
}
outStr.Append("\n");
}
}
File.WriteAllText(scope $"{name}.txt", outStr);
//
{
ProcessStartInfo startInfo = scope .();
startInfo.SetFileName(@"c:\bin\lib.exe");
if (pass == 0)
startInfo.SetArguments(scope $"/def:{name}.txt /machine:x64 /out:..\\x64\\{name}.lib");
else
startInfo.SetArguments(scope $"/def:{name}.txt /machine:x64 /out:..\\x86\\{name}.lib");
startInfo.CreateNoWindow = false;
SpawnedProcess process = scope SpawnedProcess();
if (process.Start(startInfo) case .Err)
continue;
process.WaitFor();
if (process.ExitCode != 0)
Runtime.FatalError(scope $"Failed to generate lib '{name}'");
}
}
}
return 0;
}
}
}
| Brainfuck | 3 | gammy55/linguist | samples/Beef/Program.bf | [
"MIT"
] |
package test;
@meta @interface MyAnn {
}
@meta class My {
} | Java | 1 | qussarah/declare | compiler/testData/compileJavaAgainstKotlin/targets/annotation.java | [
"Apache-2.0"
] |
(defmodule pattern-test
(export all))
;; Testing multiple recurring variables.
(defun rv
;; Testing with cons and list.
([x (cons x xs)] (list 'c-1 x xs))
([(cons x _) (cons x xs)] (list 'c-2 x xs))
([(cons x _) (list x _)] (list 'c-3 x))
([(list x x) (list x y)] (list 'c-4 x y))
;; Testing with tuples.
([x (tuple x y z)] (list 't-1 x y z))
([(tuple x _ _) (tuple x y z)] (list 't-2 x y z))
([(tuple _ x x) (tuple x y z)] (list 't-3 x y z))
;; Testing with both list and tuples.
([(list x _ _) (tuple x y z)] (list 'lt-1 x y z))
([(list x _ z) (tuple x y z)] (list 'lt-2 x y z))
([(cons x _) (tuple x y z)] (list 'lt-3 x y z))
;; Catch all.
([x n] (list 'last x n)))
;; Testing aliases that match.
(defun alias (x)
(case x
((= (list a b) (cons h t)) (list 'c-1 a b h t))
(other (list 'last other))))
| LFE | 5 | haetze/lfe | dev/pattern-test.lfe | [
"Apache-2.0"
] |
set testmodule [file normalize tests/modules/mallocsize.so]
start_server {tags {"modules"}} {
r module load $testmodule
test {MallocSize of raw bytes} {
assert_equal [r mallocsize.setraw key 40] {OK}
assert_morethan [r memory usage key] 40
}
test {MallocSize of string} {
assert_equal [r mallocsize.setstr key abcdefg] {OK}
assert_morethan [r memory usage key] 7 ;# Length of "abcdefg"
}
test {MallocSize of dict} {
assert_equal [r mallocsize.setdict key f1 v1 f2 v2] {OK}
assert_morethan [r memory usage key] 8 ;# Length of "f1v1f2v2"
}
}
| Tcl | 4 | cndoit18/redis | tests/unit/moduleapi/mallocsize.tcl | [
"BSD-3-Clause"
] |
Format: Pe Little-endian 32-bit
Kind: Executable
Architecture: I386
Flags: Coff { characteristics: 102 }
Relative Address Base: 400000
Entry Address: 4012e1
Segment { name: ".text", address: 401000, size: 104d3 }
Segment { name: ".rdata", address: 412000, size: 6808 }
Segment { name: ".data", address: 419000, size: 12f4 }
Segment { name: ".reloc", address: 41b000, size: ec8 }
1: Section { name: ".text", address: 401000, size: 104d3, align: 1000, kind: Text, flags: Coff { characteristics: 60000020 } }
2: Section { name: ".rdata", address: 412000, size: 6808, align: 1000, kind: ReadOnlyData, flags: Coff { characteristics: 40000040 } }
3: Section { name: ".data", address: 419000, size: 12f4, align: 1000, kind: Data, flags: Coff { characteristics: c0000040 } }
4: Section { name: ".reloc", address: 41b000, size: ec8, align: 1000, kind: Other, flags: Coff { characteristics: 42000040 } }
Symbols
Dynamic symbols
Import { library: "KERNEL32.dll", name: "QueryPerformanceCounter" }
Import { library: "KERNEL32.dll", name: "GetCurrentProcessId" }
Import { library: "KERNEL32.dll", name: "GetCurrentThreadId" }
Import { library: "KERNEL32.dll", name: "GetSystemTimeAsFileTime" }
Import { library: "KERNEL32.dll", name: "InitializeSListHead" }
Import { library: "KERNEL32.dll", name: "IsDebuggerPresent" }
Import { library: "KERNEL32.dll", name: "UnhandledExceptionFilter" }
Import { library: "KERNEL32.dll", name: "SetUnhandledExceptionFilter" }
Import { library: "KERNEL32.dll", name: "GetStartupInfoW" }
Import { library: "KERNEL32.dll", name: "IsProcessorFeaturePresent" }
Import { library: "KERNEL32.dll", name: "GetModuleHandleW" }
Import { library: "KERNEL32.dll", name: "GetCurrentProcess" }
Import { library: "KERNEL32.dll", name: "TerminateProcess" }
Import { library: "KERNEL32.dll", name: "WriteConsoleW" }
Import { library: "KERNEL32.dll", name: "RtlUnwind" }
Import { library: "KERNEL32.dll", name: "GetLastError" }
Import { library: "KERNEL32.dll", name: "SetLastError" }
Import { library: "KERNEL32.dll", name: "EnterCriticalSection" }
Import { library: "KERNEL32.dll", name: "LeaveCriticalSection" }
Import { library: "KERNEL32.dll", name: "DeleteCriticalSection" }
Import { library: "KERNEL32.dll", name: "InitializeCriticalSectionAndSpinCount" }
Import { library: "KERNEL32.dll", name: "TlsAlloc" }
Import { library: "KERNEL32.dll", name: "TlsGetValue" }
Import { library: "KERNEL32.dll", name: "TlsSetValue" }
Import { library: "KERNEL32.dll", name: "TlsFree" }
Import { library: "KERNEL32.dll", name: "FreeLibrary" }
Import { library: "KERNEL32.dll", name: "GetProcAddress" }
Import { library: "KERNEL32.dll", name: "LoadLibraryExW" }
Import { library: "KERNEL32.dll", name: "RaiseException" }
Import { library: "KERNEL32.dll", name: "GetStdHandle" }
Import { library: "KERNEL32.dll", name: "WriteFile" }
Import { library: "KERNEL32.dll", name: "GetModuleFileNameW" }
Import { library: "KERNEL32.dll", name: "ExitProcess" }
Import { library: "KERNEL32.dll", name: "GetModuleHandleExW" }
Import { library: "KERNEL32.dll", name: "GetCommandLineA" }
Import { library: "KERNEL32.dll", name: "GetCommandLineW" }
Import { library: "KERNEL32.dll", name: "HeapAlloc" }
Import { library: "KERNEL32.dll", name: "HeapFree" }
Import { library: "KERNEL32.dll", name: "CompareStringW" }
Import { library: "KERNEL32.dll", name: "LCMapStringW" }
Import { library: "KERNEL32.dll", name: "GetFileType" }
Import { library: "KERNEL32.dll", name: "FindClose" }
Import { library: "KERNEL32.dll", name: "FindFirstFileExW" }
Import { library: "KERNEL32.dll", name: "FindNextFileW" }
Import { library: "KERNEL32.dll", name: "IsValidCodePage" }
Import { library: "KERNEL32.dll", name: "GetACP" }
Import { library: "KERNEL32.dll", name: "GetOEMCP" }
Import { library: "KERNEL32.dll", name: "GetCPInfo" }
Import { library: "KERNEL32.dll", name: "MultiByteToWideChar" }
Import { library: "KERNEL32.dll", name: "WideCharToMultiByte" }
Import { library: "KERNEL32.dll", name: "GetEnvironmentStringsW" }
Import { library: "KERNEL32.dll", name: "FreeEnvironmentStringsW" }
Import { library: "KERNEL32.dll", name: "SetEnvironmentVariableW" }
Import { library: "KERNEL32.dll", name: "SetStdHandle" }
Import { library: "KERNEL32.dll", name: "GetStringTypeW" }
Import { library: "KERNEL32.dll", name: "GetProcessHeap" }
Import { library: "KERNEL32.dll", name: "FlushFileBuffers" }
Import { library: "KERNEL32.dll", name: "GetConsoleOutputCP" }
Import { library: "KERNEL32.dll", name: "GetConsoleMode" }
Import { library: "KERNEL32.dll", name: "GetFileSizeEx" }
Import { library: "KERNEL32.dll", name: "SetFilePointerEx" }
Import { library: "KERNEL32.dll", name: "HeapSize" }
Import { library: "KERNEL32.dll", name: "HeapReAlloc" }
Import { library: "KERNEL32.dll", name: "CloseHandle" }
Import { library: "KERNEL32.dll", name: "CreateFileW" }
Import { library: "KERNEL32.dll", name: "DecodePointer" }
| ObjDump | 1 | sunfishcode/object | crates/examples/testfiles/pe/base.exe.objdump | [
"Apache-2.0",
"MIT"
] |
GuardedOperation
================
Copyright (C) 2015, Bill Burdick, Roy Riggs, TEAM CTHULHU
An operation with a set of "guarded" regions that can fail or cause
other operations to fail if the guarded regions would be
"concurrently" modified.
Licensed with ZLIB license.
=============================
This software is provided 'as-is', without any express or implied
warranty. In no event will the authors be held liable for any damages
arising from the use of this software.
Permission is granted to anyone to use this software for any purpose,
including commercial applications, and to alter it and redistribute it
freely, subject to the following restrictions:
1. The origin of this software must not be misrepresented; you must not
claim that you wrote the original software. If you use this software
in a product, an acknowledgment in the product documentation would be
appreciated but is not required.
2. Altered source versions must be plainly marked as such, and must not be
misrepresented as being the original software.
3. This notice may not be removed or altered from any source distribution.
define ['./text-operation', './wrapped-operation'], (OT)->
{
TextOperation
WrappedOperation
} = OT
{
isRetain
isInsert
isDelete
transform
} = TextOperation
class GuardedOperation extends WrappedOperation
constructor: (@original, @guards)->
conflictsWith: (operation)->
if operation instanceof WrappedOperation then operation = operation.wrapped
nextGuardStart = @guards[0]
nextGuardStop = @guards[1]
guardPos = 2
cursor = 0
for op in operation.ops
if isRetain op
cursor += op
while cursor >= nextGuardStop
if guardPos >= @guards.length then return false
nextGuardStart = @guards[guardPos++]
nextGuardStop = @guards[guardPos++]
else if isDelete op
cursor -= op
if nextGuardStart < cursor then return true
else if nextGuardStart <= cursor < nextGuardStop then return true
false
toGuardOp: ->
op = new TextOperation()
cursor = 0
pos = 0
while pos < @guards.length
start = @guards[pos++]
end = @guards[pos++]
if cursor < start then op.retain start - cursor
op.insert 'x'
if cursor < end then op.retain end - cursor
op.insert 'x'
if cursor < @baseLength then op.retain @baseLength - cursor
op
transform: (refOp)->
t = WrappedOperation.transform(@original, refOp)[0]
guardOp = @toGuardOp()
for conOp in concurrentOperations
if conOp instanceof WrappedOperation then conOp = conOp.wrapped
guardOp = transform guardOp, conOp
new GuardedOperation t, guardsFromOp(guardOp)
guardsFromOp = (op)->
newGuards = []
cursor = 0
pos = 0
while pos < op.ops.length
if isRetain op then cursor += op
else if isInsert op then newGuards.push cursor
newGuards
OT.GuardedOperation = GuardedOperation
OT.RejectGuardedOperation = {}
OT
| Literate CoffeeScript | 3 | zot/Leisure | src/lib/ot/guarded-operation.litcoffee | [
"Zlib"
] |
const NodeAttributes = require('../utils/node-attributes.js')
module.exports = {
meta: {
docs: {
description: 'Ensure preconnect is used with Google Fonts',
recommended: true,
url: 'https://nextjs.org/docs/messages/google-font-preconnect',
},
},
create: function (context) {
return {
JSXOpeningElement(node) {
if (node.name.name !== 'link') {
return
}
const attributes = new NodeAttributes(node)
if (!attributes.has('href') || !attributes.hasValue('href')) {
return
}
const hrefValue = attributes.value('href')
const preconnectMissing =
!attributes.has('rel') ||
!attributes.hasValue('rel') ||
attributes.value('rel') !== 'preconnect'
if (
typeof hrefValue === 'string' &&
hrefValue.startsWith('https://fonts.gstatic.com') &&
preconnectMissing
) {
context.report({
node,
message: `Preconnect is missing. See: https://nextjs.org/docs/messages/google-font-preconnect`,
})
}
},
}
},
}
| JavaScript | 4 | blomqma/next.js | packages/eslint-plugin-next/lib/rules/google-font-preconnect.js | [
"MIT"
] |
<?php # vim:ft=php
include 'jlex.php';
include 'svg-path.php';
%%
%{
/* w/e */
%}
%function nextToken
D = [0-9]
E = [Ee][+-]?{D}+
%%
<YYINITIAL> [0|1] { return $this->createToken(A2S_SVGPathParser::TK_FLAG); }
<YYINITIAL> [+]?{D}+ { return $this->createToken(A2S_SVGPathParser::TK_POSNUM); }
<YYINITIAL> "-"{D}+ { return $this->createToken(A2S_SVGPathParser::TK_POSNUM); }
<YYINITIAL> [+]?{D}*"."{D}+({E})? { return $this->createToken(A2S_SVGPathParser::TK_POSNUM); }
<YYINITIAL> [+]?{D}+"."{D}*({E})? { return $this->createToken(A2S_SVGPathParser::TK_POSNUM); }
<YYINITIAL> "-"{D}*"."{D}+({E})? { return $this->createToken(A2S_SVGPathParser::TK_POSNUM); }
<YYINITIAL> "-"{D}+"."{D}*({E})? { return $this->createToken(A2S_SVGPathParser::TK_POSNUM); }
<YYINITIAL> [M|m] { return $this->createToken(A2S_SVGPathParser::TK_MCMD); }
<YYINITIAL> [Z|z] { return $this->createToken(A2S_SVGPathParser::TK_ZCMD); }
<YYINITIAL> [L|l] { return $this->createToken(A2S_SVGPathParser::TK_LCMD); }
<YYINITIAL> [H|h] { return $this->createToken(A2S_SVGPathParser::TK_HCMD); }
<YYINITIAL> [V|v] { return $this->createToken(A2S_SVGPathParser::TK_VCMD); }
<YYINITIAL> [Q|q] { return $this->createToken(A2S_SVGPathParser::TK_QCMD); }
<YYINITIAL> [C|c] { return $this->createToken(A2S_SVGPathParser::TK_CCMD); }
<YYINITIAL> [S|s] { return $this->createToken(A2S_SVGPathParser::TK_SCMD); }
<YYINITIAL> [T|t] { return $this->createToken(A2S_SVGPathParser::TK_TCMD); }
<YYINITIAL> [A|a] { return $this->createToken(A2S_SVGPathParser::TK_ACMD); }
<YYINITIAL> [ ,\t\v\n\f\r] { }
. { }
| Lex | 4 | JailbreakFox/LightWeightRepository | ZeroMQ/filecode/bin/asciitosvg/svg-path.lex | [
"BSD-2-Clause"
] |
img, svg {
max-width: 100%;
display: block;
margin-left: auto;
margin-right: auto;
}
img.inline
display: inline;
.nav-item .icon.outbound {
display: none !important;
}
.navbar {
box-shadow: 0px 1px 10px 0px rgba(221,221,221,0.1);
top: 0px;
position: fixed;
z-index: 222;
width:100%;
padding-right: 0;
border-bottom: 0px solid;
border-color: lightgrey;
/*box-shadow: 0px 1px 10px 0px rgba(255,255,255,0.8); #white version*/
}
.navbar .container {
max-width: 2000px;
}
.home-link {
font-size: 2em;
}
.nav-links {
font-size: 1.1em;
margin: 0px 14px 0px 12px;
}
.nav-item a:hover {
background-color: #eeeeee55;
color: black;
box-shadow: 0px 3px 0px -1px #206287; /*amai blau 206287, neon blau 206287*/
}
/* Style the active/current link*/
.nav-item .router-link-active {
border-bottom: 0 !important;
box-shadow: 0px 6px 0px -1px #206287;
color: black;
font-weight: bold;
font-family: "DM Mono", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica,
Arial, sans-serif;
}
.nav-link, .repo-link {
padding: 0.5em 0.5em;
}
@media only screen and (max-width: 720px) {
.nav-links, .nav-item {
margin-left: 0;
padding-left:0 !important;
}
.nav-link {
padding: 0.35rem 1rem 0.35rem 1.25rem;
}
.nav-item .router-link-active {
box-shadow: 0 0 0 0 #ffffffff;
border-left: 0.25rem solid #1f6286;
}
.repo-link {
margin-left:0;
padding: 0.35rem 1rem 0.35rem 1.25rem !important;
}
} | Stylus | 4 | TheEssenceSentry/AI-Expert-Roadmap | .vuepress/styles/index.styl | [
"MIT"
] |
class Out<out T>
class In<in Z>
interface A<T, E> {
fun foo1(x: Out<T>): Out<T>
fun foo2(x: In<E>): In<E>
var prop: Out<T>
}
// method: A::foo1
// generic signature: (LOut<+TT;>;)LOut<TT;>;
// method: A::foo2
// generic signature: (LIn<-TE;>;)LIn<TE;>;
// method: A::getProp
// generic signature: ()LOut<TT;>;
// method: A::setProp
// generic signature: (LOut<+TT;>;)V
abstract class B : A<String, Any?> {
override final fun foo1(x: Out<String>): Out<String> = null!!
override final fun foo2(x: In<Any?>): In<Any?> = null!!
override final var prop: Out<String> = null!!
}
// method: B::foo1
// generic signature: (LOut<Ljava/lang/String;>;)LOut<Ljava/lang/String;>;
// method: B::foo2
// generic signature: (LIn<Ljava/lang/Object;>;)LIn<Ljava/lang/Object;>;
// method: B::getProp
// generic signature: ()LOut<Ljava/lang/String;>;
// method: B::setProp
// generic signature: (LOut<Ljava/lang/String;>;)V
| Kotlin | 3 | qussarah/declare | compiler/testData/writeSignature/declarationSiteVariance/GenericOverrides.kt | [
"Apache-2.0"
] |
/* bright */
.gradient-bg {
background: linear-gradient(338.96deg, rgba(0, 0, 0, 0.2) -18.99%, rgba(0, 0, 0, 0) 25.34%),
linear-gradient(300.08deg, #53ffb1 7.6%, #3ecf8e 64.93%);
/* transform: rotate(-89.79deg); */
}
| CSS | 3 | ProPiloty/supabase | www/components/Carousels/ImageCarousel.module.css | [
"Apache-2.0"
] |
Rectangle {
#origin : Point [ -40, -15 ],
#corner : Point [ 60, 35 ]
}
| STON | 2 | JavascriptID/sourcerer-app | src/test/resources/samples/langs/STON/Rectangle.ston | [
"MIT"
] |
"use strict";
var _interopRequireDefault = require("@babel/runtime/helpers/interopRequireDefault");
Object.defineProperty(exports, "__esModule", {
value: true
});
exports.default = void 0;
var _createSvgIcon = _interopRequireDefault(require("./utils/createSvgIcon"));
var _jsxRuntime = require("react/jsx-runtime");
var _default = (0, _createSvgIcon.default)( /*#__PURE__*/(0, _jsxRuntime.jsx)("path", {
d: "M10.91 8.08 6.53 3.7C7.6 3.25 8.77 3 10 3c1.56 0 3.03.4 4.3 1.1l-3.39 3.98zm10.28 13.11-4.78-4.78-5.75-5.75-7.85-7.85-1.42 1.41 7.97 7.97L5.27 17h8.9l1.13 1.13c-.88.33-1.47 1.25-1.26 2.28.15.76.78 1.39 1.54 1.54 1.03.21 1.95-.38 2.28-1.26l1.91 1.91 1.42-1.41zM6 18c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2zM17 6.27c.58-.68.97-1.27 1.65-1.27.77 0 1.35.66 1.35 1.48V7h2v-.52C22 4.56 20.52 3 18.65 3c-1.66 0-2.54 1.27-3.18 2.03l-3.5 4.11L17 14.17v-7.9z"
}), 'NoStrollerSharp');
exports.default = _default; | JavaScript | 4 | good-gym/material-ui | packages/material-ui-icons/lib/NoStrollerSharp.js | [
"MIT"
] |
.free-scroll-container
&.view
position fixed!important
.core-container
.scroll-wrapper
height 400px
position relative
overflow hidden
.scroll-item
height 50px
line-height 50px
font-size 24px
font-weight bold
border-bottom 1px solid #eee
text-align center
&:nth-child(2n)
background-color #f3f5f7
&:nth-child(2n+1)
background-color #42b983
.horizontal-container
.scroll-wrapper
position relative
width 90%
margin 80px auto
white-space nowrap
border 3px solid #42b983
border-radius 5px
overflow hidden
.scroll-content
display inline-block
.scroll-item
height 50px
line-height 50px
font-size 24px
display inline-block
text-align center
padding 0 10px
.core-dynamic-content-container
text-align center
.scroll-wrapper
height 300px
overflow hidden
.scroll-item
height 50px
line-height 50px
font-size 24px
font-weight bold
border-bottom 1px solid #eee
text-align center
&:nth-child(2n)
background-color #f3f5f7
&:nth-child(2n+1)
background-color #42b983
.btn
margin 40px auto
padding 10px
color #fff!important
border-radius 4px
font-size 20px
background-color #666!important
.core-specified-content-container
text-align center
.scroll-wrapper
height 400px
overflow hidden
border 1px solid #42b983
.ignore-content
padding 20px
color white
font-size 20px
font-weight bold
background-color #2c3e50
.scroll-item
height 50px
line-height 50px
font-size 24px
font-weight bold
border-bottom 1px solid #eee
text-align center
&:nth-child(2n)
background-color #f3f5f7
&:nth-child(2n+1)
background-color #42b983
.free-scroll-container
position: relative
width: 100%
height: 100%
.free-scroll-wrapper
position: relative
width: 100%
height: 100%
border: 1px solid rgb(96, 108, 113)
box-sizing: border-box
.scroll-wrapper
position: absolute
top: 0
left: 0
right: 0
bottom: 0
overflow: hidden
.scroll-content
background-color: #efeff4
width: 1500px
height: 1000px
p
font-size: 16px
padding: 20px
line-height: 200%
margin: 0
.vertical-rotated-container
.description
text-align center
.scroll-wrapper
height 250px
width 100px
position relative
overflow hidden
margin 0 auto
border 1px solid #ccc
transform rotate(90deg)
.scroll-item
height 100px
width 100px
line-height 100px
font-size 24px
font-weight bold
text-align center
&:nth-child(2n)
background-color #f3f5f7
&:nth-child(2n+1)
background-color #42b983
.horizontal-rotated-container
.description
margin-bottom 40px
text-align center
.scroll-wrapper
height 100px
width 250px
position relative
overflow hidden
white-space nowrap
margin 0 auto
border 1px solid #ccc
transform rotate(180deg)
.scroll-content
display inline-block
.scroll-item
height 100px
width 100px
line-height 100px
font-size 24px
font-weight bold
text-align center
display inline-block
&:nth-child(2n)
background-color #f3f5f7
&:nth-child(2n+1)
background-color #42b983
| Stylus | 3 | cym2050/better-scroll | packages/react-examples/src/pages/core/index.styl | [
"MIT"
] |
FROM tiangolo/uvicorn-gunicorn-fastapi:python3.9-slim
WORKDIR /app
RUN apt update
COPY requirements.txt ./
RUN pip install --no-cache-dir -r requirements.txt
COPY ./app ./app
| Dockerfile | 4 | malywonsz/awesome-compose | fastapi/Dockerfile | [
"CC0-1.0"
] |
module Svc {
@ Fatal announce port with FATAL Event ID
port FatalEvent(
Id: FwEventIdType @< The ID of the FATAL event
)
}
| FORTRAN | 3 | AlperenCetin0/fprime | Svc/Fatal/Fatal.fpp | [
"Apache-2.0"
] |
cat apache_header.txt $1 > _add_apache_header.txt && mv _add_apache_header.txt $1
| Shell | 2 | Hacky-DH/pytorch | scripts/add_apache_header.sh | [
"Intel"
] |
/*
* Copyright (c) 2015, Technische Universitaet Berlin
* All rights reserved.
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions
* are met:
*
* - Redistributions of source code must retain the above copyright
* notice, this list of conditions and the following disclaimer.
* - Redistributions in binary form must reproduce the above copyright
* notice, this list of conditions and the following disclaimer in the
* documentation and/or other materials provided with the
* distribution.
* - Neither the name of the copyright holders nor the names of
* its contributors may be used to endorse or promote products derived
* from this software without specific prior written permission.
*
* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
* "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
* LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS
* FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL
* THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT,
* INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES
* (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
* SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
* HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT,
* STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
* ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED
* OF THE POSSIBILITY OF SUCH DAMAGE.
*/
/*
* author: Tim Bormann (bormann@tkn.tu-berlin.de)
*/
#include <MMAC.h>
#include <Ieee154.h>
module TestC
{
uses interface Boot;
uses interface Timer<TMilli> as SendTimer;
uses interface Timer<TMilli> as LedFlashTimer;
uses interface Leds;
uses interface SplitControl;
uses interface Send;
uses interface Receive;
uses interface Jn516PacketBody;
uses interface Ieee154Address;
}
implementation
{
#define SEND_INTERVAL 1000
uint8_t seqno = 0;
message_t tx_msg;
event void Boot.booted() {
jn516_header_t *tx_hdr = call Jn516PacketBody.getHeader(&tx_msg);
uint8_t* tx_payload;
tx_hdr->length = 15;
tx_hdr->fcf = 0x8841;
tx_hdr->destpan = call Ieee154Address.getPanId();
tx_hdr->dest = call Ieee154Address.getShortAddr();
tx_hdr->src = call Ieee154Address.getShortAddr();
tx_payload = call Jn516PacketBody.getPayload(&tx_msg);
tx_payload[0] = 0xca;
tx_payload[1] = 0xfe;
tx_payload[2] = 0xba;
tx_payload[3] = 0xbe;
call SplitControl.start();
}
event void SplitControl.startDone(error_t error) {
call SendTimer.startPeriodic(SEND_INTERVAL);
}
event void SendTimer.fired() {
jn516_header_t *tx_hdr = call Jn516PacketBody.getHeader(&tx_msg);
seqno++;
tx_hdr->dsn = seqno;
call Send.send(&tx_msg,4);
call Leds.led0Off();
}
event void Send.sendDone(message_t* msg, error_t error) {
}
event message_t* Receive.receive(message_t* msg, void* payload, uint8_t len) {
bool correct = TRUE;
jn516_header_t *rx_hdr = call Jn516PacketBody.getHeader(msg);
uint8_t* rx_payload = call Jn516PacketBody.getPayload(msg);
call Leds.led0Off();
if (rx_hdr->length != 15) correct = FALSE;
if (rx_hdr->fcf != 0x8841) correct = FALSE;
if (rx_hdr->destpan != call Ieee154Address.getPanId()) correct = FALSE;
if (rx_hdr->dest != call Ieee154Address.getShortAddr()) correct = FALSE;
if (rx_hdr->src != call Ieee154Address.getShortAddr()) correct = FALSE;
if (rx_payload[0] != 0xca) correct = FALSE;
if (rx_payload[1] != 0xfe) correct = FALSE;
if (rx_payload[2] != 0xba) correct = FALSE;
if (rx_payload[3] != 0xbe) correct = FALSE;
if (correct) {
call Leds.led0On();
call LedFlashTimer.startOneShot(100);
}
return msg;
}
event void LedFlashTimer.fired() {
call Leds.led0Off();
}
event void SplitControl.stopDone(error_t error) {}
event void Ieee154Address.changed() {}
}
| nesC | 5 | tgtakaoka/tinyos-prod | apps/jennic-tests/radio/Ieee154Bare/TestC.nc | [
"BSD-3-Clause"
] |
#version 450
#extension GL_ARB_sparse_texture2 : require
struct ResType
{
uint _m0;
vec4 _m1;
};
layout(binding = 0) uniform sampler2D uSamp;
layout(location = 0) in vec2 vUV;
void main()
{
uint _30;
vec4 _31;
_30 = sparseTextureARB(uSamp, vUV, _31);
ResType _26 = ResType(_30, _31);
vec4 texel = _26._m1;
bool ret = sparseTexelsResidentARB(int(_26._m0));
}
| GLSL | 3 | js6i/SPIRV-Cross | reference/shaders-no-opt/asm/frag/sparse-texture-feedback-uint-code.asm.desktop.frag | [
"Apache-2.0"
] |
:noheader:
= Spring Framework Documentation
[horizontal]
<<overview.adoc#overview, Overview>> :: history, design philosophy, feedback,
getting started.
<<core.adoc#spring-core, Core>> :: IoC Container, Events, Resources, i18n,
Validation, Data Binding, Type Conversion, SpEL, AOP.
<<testing.adoc#testing, Testing>> :: Mock Objects, TestContext Framework,
Spring MVC Test, WebTestClient.
<<data-access.adoc#spring-data-tier, Data Access>> :: Transactions, DAO Support,
JDBC, R2DBC, O/R Mapping, XML Marshalling.
<<web.adoc#spring-web, Web Servlet>> :: Spring MVC, WebSocket, SockJS,
STOMP Messaging.
<<web-reactive.adoc#spring-webflux, Web Reactive>> :: Spring WebFlux, WebClient,
WebSocket, RSocket.
<<integration.adoc#spring-integration, Integration>> :: Remoting, JMS, JCA, JMX,
Email, Tasks, Scheduling, Caching.
<<languages.adoc#languages, Languages>> :: Kotlin, Groovy, Dynamic Languages.
<<appendix.adoc#appendix, Appendix>> :: Spring properties.
https://github.com/spring-projects/spring-framework/wiki[*Wiki*] :: What's New, Upgrade Notes, Supported Versions,
and other cross-version information.
ifdef::backend-html5[]
NOTE: This documentation is also available as {docs-spring-framework}/reference/pdf/index.pdf[PDF].
endif::[]
ifdef::backend-pdf[]
NOTE: This documentation is also available as {docs-spring-framework}/reference/html/index.html[HTML].
endif::[]
Rod Johnson, Juergen Hoeller, Keith Donald, Colin Sampaleanu, Rob Harrop, Thomas Risberg,
Alef Arendsen, Darren Davison, Dmitriy Kopylenko, Mark Pollack, Thierry Templier, Erwin
Vervaet, Portia Tung, Ben Hale, Adrian Colyer, John Lewis, Costin Leau, Mark Fisher, Sam
Brannen, Ramnivas Laddad, Arjen Poutsma, Chris Beams, Tareq Abedrabbo, Andy Clement, Dave
Syer, Oliver Gierke, Rossen Stoyanchev, Phillip Webb, Rob Winch, Brian Clozel, Stephane
Nicoll, Sebastien Deleuze, Jay Bryant, Mark Paluch
Copyright © 2002 - 2021 Pivotal, Inc. All Rights Reserved.
Copies of this document may be made for your own use and for distribution to others,
provided that you do not charge any fee for such copies and further provided that each
copy contains this Copyright Notice, whether distributed in print or electronically.
| AsciiDoc | 1 | spreoW/spring-framework | src/docs/asciidoc/index.adoc | [
"Apache-2.0"
] |
using Uno;
using Uno.Collections;
using Uno.Compiler.ExportTargetInterop;
namespace Fuse.Scripting.V8
{
[Require("Header.Include", "include/V8Simple.h")]
internal extern(USE_V8) class Object: Scripting.Object
{
[WeakReference]
readonly Context _context;
internal readonly Simple.JSObject _object;
internal Simple.JSObject GetJSObject(AutoReleasePool pool)
{
_object.AsValue().Retain(_context._context);
return pool.AutoRelease(_object);
}
public Object(Context context, Simple.JSObject obj)
{
_context = context;
_object = obj;
_object.AsValue().Retain(_context._context);
}
~Object()
{
if (_context != null && !_context.IsDisposed)
_object.AsValue().Release(_context._context);
}
public override object this[string key]
{
get
{
var cxt = _context._context;
object result = null;
using (var pool = new AutoReleasePool(cxt))
using (var vm = new Context.EnterVM(_context))
result = Marshaller.Wrap(_context, _object.GetProperty(cxt, key, pool, _context._errorHandler));
_context.ThrowPendingExceptions();
return result;
}
set
{
var cxt = _context._context;
using (var pool = new AutoReleasePool(cxt))
using (var vm = new Context.EnterVM(_context))
_object.SetProperty(cxt, key, Marshaller.Unwrap(_context, value, pool), pool, _context._errorHandler);
_context.ThrowPendingExceptions();
}
}
public override string[] Keys
{
get
{
var cxt = _context._context;
string[] result = null;
using (var pool = new AutoReleasePool(cxt))
using (var vm = new Context.EnterVM(_context))
{
var keys = _object.GetOwnPropertyNames(cxt, pool, _context._errorHandler);
int len = keys.Length(cxt);
result = new string[len];
for (int i = 0; i < len; ++i)
{
var prop = keys.GetProperty(cxt, i, pool, _context._errorHandler);
var wrappedProp = Marshaller.Wrap(_context, prop);
var strProp = wrappedProp as string;
if (strProp == null)
strProp = wrappedProp.ToString();
result[i] = strProp;
}
}
_context.ThrowPendingExceptions();
return result;
}
}
public override bool InstanceOf(Scripting.Context context, Scripting.Function type)
{
if (context != _context)
throw new ArgumentException("Inconsistent context", nameof(context));
var f = type as Function;
return (bool)_context._instanceOf.Call(_context, this, type);
}
public override bool InstanceOf(Scripting.Function type)
{
return InstanceOf(_context, type);
}
public override object CallMethod(Scripting.Context context, string name, params object[] args)
{
if (context != _context)
throw new ArgumentException("Inconsistent context", nameof(context));
var cxt = _context._context;
object result = null;
using (var pool = new AutoReleasePool(cxt))
using (var vm = new Context.EnterVM(_context))
{
var fun = Marshaller.Wrap(_context, _object.GetProperty(cxt, name, pool, _context._errorHandler)) as Function;
if (fun == null)
throw new Scripting.Error("No such method: " + fun);
var unwrappedArgs = Marshaller.UnwrapArray(_context, args, pool);
result = Marshaller.Wrap(_context,
fun.GetJSFunction(pool).Call(cxt, _object, unwrappedArgs, pool, _context._errorHandler));
}
_context.ThrowPendingExceptions();
return result;
}
public override object CallMethod(string name, params object[] args)
{
return CallMethod(_context, name, args);
}
public override bool ContainsKey(string key)
{
var cxt = _context._context;
bool result = false;
using (var pool = new AutoReleasePool(cxt))
using (var vm = new Context.EnterVM(_context))
result = _object.HasProperty(cxt, key, pool, _context._errorHandler);
_context.ThrowPendingExceptions();
return result;
}
public override bool Equals(Scripting.Object o)
{
var that = o as Object;
return that != null && _object.Equals(that._object);
}
public override int GetHashCode()
{
return _object.GetHashCode();
}
}
}
| Uno | 4 | helilabs/fuselibs | Source/Fuse.Scripting.JavaScript/V8/Object.uno | [
"MIT"
] |
#+TITLE: ui/unicode
#+DATE: June 8, 2020
#+SINCE: v2.0
#+STARTUP: inlineimages nofold
* Table of Contents :TOC_3:noexport:
- [[#description][Description]]
- [[#maintainers][Maintainers]]
- [[#module-flags][Module Flags]]
- [[#plugins][Plugins]]
- [[#prerequisites][Prerequisites]]
- [[#features][Features]]
- [[#configuration][Configuration]]
- [[#getting-fonts-with-good-coverage][Getting fonts with good coverage]]
- [[#advanced-configuration][Advanced configuration]]
- [[#troubleshooting][Troubleshooting]]
- [[#emacs-daemon-mode][Emacs daemon mode]]
* Description
This module extends Doom's ability to display non-English unicode.
It is primarily useful for non-English Emacs users, for whom Doom's built-in unicode support in insufficient.
This module relies on the [[https://github.com/rolandwalker/unicode-fonts][unicode-fonts]] package. It tries to setup the default emacs fontset to cover as many unicode glyphs as possible by scanning all available glyphs from all available fonts.
When this module is enabled...
+ Emacs will prefer to use the ~doom-unicode-font~ font to display non-latin glyphs if it provides coverage for them.
+ The first time you run Emacs a unicode cache will be generated -- this will take a while!
+ The cache will be regenerated every time Emacs is made aware of new fonts or you change the font configuration e.g. by modifying ~doom-unicode-font~.
+ The cache will be stored and should not be regenerated unless font-related configuration or the versions of relevant packages changes.
** Maintainers
This module has no dedicated maintainers.
** Module Flags
This module provides no flags.
** Plugins
+ [[https://github.com/rolandwalker/unicode-fonts][unicode-fonts]]
* Prerequisites
This module has no prerequisites.
* Features
# An in-depth list of features, how to use them, and their dependencies.
* Configuration
The first font that will be analyzed to see if it contains the glyphs of non-latin characters will be ~doom-unicode-font~. To set this font place
#+BEGIN_SRC elisp
(setq doom-unicode-font (font-spec :family "Fira Mono"))
#+END_SRC
in your private =config.el= file. If your ~doom-font~ provides good unicode coverage you just set
#+BEGIN_SRC elisp
(setq doom-unicode-font doom-font)
#+END_SRC
If your font does not provide some glyphs, this package will try its best to find another font that does.
** Getting fonts with good coverage
A list of fonts with good unicode coverage can be found on the page of the [[https://github.com/rolandwalker/unicode-fonts#minimum-useful-fonts][unicode-fonts]] package.
** Advanced configuration
Consult the [[https://github.com/rolandwalker/unicode-fonts][unicode-fonts]] package documentation for a description of more advanced configuration. The configuration should be placed, as usual, in your private =config.el= wrapped in an ~(after! unicode-fonts)~ block. The variable ~unicode-fonts-blocks~ contains a list of all unicode block names and their character ranges. The default fonts to search for glyphs are in the variable ~unicode-fonts-block-font-mapping~.
If you want to use the font =Symbola= for =Miscellaneous Symbols= by default you could add
#+BEGIN_SRC elisp
(after! unicode-fonts
(push "Symbola" (cadr (assoc "Miscellaneous Symbols" unicode-fonts-block-font-mapping))))
#+END_SRC
to your =config.el=.
If you want to redefine several blocks an efficient way would be
#+BEGIN_SRC elisp
(after! unicode-fonts
(dolist (unicode-block '("Mathematical Alphanumeric Symbols"
"Mathematical Operators"
"Miscellaneous Mathematical Symbols-A"
"Miscellaneous Mathematical Symbols-B"
"Miscellaneous Symbols"
"Miscellaneous Symbols and Arrows"
"Miscellaneous Symbols and Pictographs"))
(push "DejaVu Math TeX Gyre" (cadr (assoc unicode-block unicode-fonts-block-font-mapping)))))
#+END_SRC
You can find a list of fonts available to emacs using ~M-x counsel-fonts~.
* Troubleshooting
# Common issues and their solution, or places to look for help.
** TODO Emacs daemon mode
Currently this module may fail setup fonts when emacs is run in daemon mode. See [[https://github.com/hlissner/doom-emacs/issues/3328][Bug 3328]].
| Org | 5 | leezu/doom-emacs | modules/ui/unicode/README.org | [
"MIT"
] |
--TEST--
Bug #48428 (crash when exception is thrown while passing function arguments)
--FILE--
<?php
try {
function x() { throw new Exception("ERROR"); }
x(x());
} catch(Exception $e) {
echo($e -> getMessage());
}
?>
--EXPECT--
ERROR
| PHP | 3 | thiagooak/php-src | Zend/tests/bug48428.phpt | [
"PHP-3.01"
] |
<?xml version="1.0" encoding="ISO-8859-1" ?>
<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
<xsl:output method='html' version='1.0' encoding='UTF-8' indent='yes' />
<xsl:variable name="main_menu" select="/htmlhelp_toc/main_menu_file"/>
<xsl:variable name="docs" select="/htmlhelp_toc/docs_folder"/>
<xsl:variable name="show_include_file" select="/htmlhelp_toc/show_include_file"/>
<!-- ************************************************************************* -->
<xsl:variable name="lcletters">abcdefghijklmnopqrstuvwxyz </xsl:variable>
<xsl:variable name="ucletters">ABCDEFGHIJKLMNOPQRSTUVWXYZ </xsl:variable>
<!-- ************************************************************************* -->
<xsl:template match="/htmlhelp_toc">
<HTML>
<HEAD>
</HEAD><BODY>
<UL>
<xsl:apply-templates select="document($main_menu)/doc/menu"/>
</UL>
</BODY></HTML>
</xsl:template>
<!-- ************************************************************************* -->
<xsl:template match="section">
<xsl:param name="html_file" />
<xsl:param name="xml_file" />
<xsl:choose>
<xsl:when test="count(/doc/menu/top/section) != 1">
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="{name}"/>
</OBJECT>
</LI>
<UL>
<xsl:for-each select="item | chm/item">
<xsl:sort select="translate(concat(name,.),$lcletters, $ucletters)"/>
<xsl:apply-templates select=".">
<xsl:with-param name="xml_file" select="$xml_file"/>
<xsl:with-param name="html_file" select="$html_file"/>
</xsl:apply-templates>
</xsl:for-each>
</UL>
</xsl:when>
<xsl:otherwise>
<xsl:for-each select="item | chm/item">
<xsl:sort select="translate(concat(name,.),$lcletters, $ucletters)"/>
<xsl:apply-templates select=".">
<xsl:with-param name="xml_file" select="$xml_file"/>
<xsl:with-param name="html_file" select="$html_file"/>
</xsl:apply-templates>
</xsl:for-each>
</xsl:otherwise>
</xsl:choose>
</xsl:template>
<!-- ************************************************************************* -->
<xsl:template match="menu">
<xsl:param name="html_file" />
<xsl:param name="xml_file" />
<xsl:for-each select="top/section">
<xsl:apply-templates select=".">
<xsl:with-param name="xml_file" select="$xml_file"/>
<xsl:with-param name="html_file" select="$html_file"/>
</xsl:apply-templates>
</xsl:for-each>
</xsl:template>
<!-- ************************************************************************* -->
<xsl:template match="item">
<xsl:param name="html_file" />
<xsl:param name="xml_file" />
<xsl:choose>
<xsl:when test="name != ''">
<LI><OBJECT type="text/sitemap">
<param name="Name" value="{name}"/>
<xsl:choose>
<xsl:when test="link">
<param name="Local" value="{$docs}\{link}"/>
</xsl:when>
<xsl:when test="@nolink = 'true'">
</xsl:when>
<xsl:otherwise>
<param name="Local" value="{$docs}\{$html_file}#{name}"/>
</xsl:otherwise>
</xsl:choose>
</OBJECT>
</LI>
<xsl:choose>
<xsl:when test="sub">
<UL>
<xsl:for-each select="sub/item">
<xsl:sort select="translate(concat(name,.),$lcletters, $ucletters)"/>
<xsl:apply-templates select=".">
<xsl:with-param name="xml_file" select="$xml_file"/>
<xsl:with-param name="html_file" select="$html_file"/>
</xsl:apply-templates>
</xsl:for-each>
</UL>
</xsl:when>
<xsl:when test="chm_sub">
<UL>
<xsl:apply-templates select="document(chm_sub)/doc/menu">
<xsl:with-param name="xml_file" select="chm_sub"/>
<xsl:with-param name="html_file" select="link"/>
</xsl:apply-templates>
</UL>
</xsl:when>
</xsl:choose>
</xsl:when>
<xsl:when test="@nolink = 'true'">
</xsl:when>
<xsl:otherwise>
<LI><OBJECT type="text/sitemap">
<param name="Name" value="{.}"/>
<param name="Local" value="{$docs}\{$html_file}#{.}"/>
</OBJECT>
</LI>
<xsl:variable name="cname" select="."/>
<xsl:for-each select="document($xml_file)/doc/components/component">
<xsl:if test="name = $cname">
<UL>
<xsl:if test="spec_file">
<xsl:choose>
<xsl:when test="spec_file/@link = 'true'">
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="specification"/>
<param name="Local" value="{$docs}\{spec_file}.html#{name}"/>
</OBJECT>
</LI>
</xsl:when>
<xsl:otherwise>
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="specification"/>
<param name="Local" value="{$docs}\{spec_file}.html"/>
</OBJECT>
</LI>
</xsl:otherwise>
</xsl:choose>
</xsl:if>
<xsl:if test="$show_include_file = 'true'">
<xsl:if test="file">
<xsl:choose>
<xsl:when test="spec_file/@link = 'true' ">
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="include file"/>
<param name="Local" value="{$docs}\{file}.html"/>
</OBJECT>
</LI>
</xsl:when>
<xsl:when test="spec_file != file">
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="include file"/>
<param name="Local" value="{$docs}\{file}.html"/>
</OBJECT>
</LI>
</xsl:when>
</xsl:choose>
</xsl:if>
</xsl:if>
<xsl:if test="body_file">
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="body"/>
<param name="Local" value="{$docs}\{body_file}.html#{name}"/>
</OBJECT>
</LI>
</xsl:if>
<xsl:if test="extensions">
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="extensions"/>
</OBJECT>
</LI>
<UL>
<xsl:for-each select="extensions/extension">
<LI> <OBJECT type="text/sitemap">
<param name="Name" value="{name}"/>
<param name="Local" value="{$docs}\{spec_file}.html"/>
</OBJECT>
</LI>
</xsl:for-each>
</UL>
</xsl:if>
</UL>
</xsl:if>
</xsl:for-each>
</xsl:otherwise>
</xsl:choose>
</xsl:template>
<!-- ************************************************************************* -->
<xsl:template match="sub">
<ul>
<xsl:for-each select="item">
<xsl:sort select="translate(concat(name,.),$lcletters, $ucletters)"/>
<xsl:apply-templates select="."/>
</xsl:for-each>
</ul>
</xsl:template>
<!-- ************************************************************************* -->
</xsl:stylesheet>
| XSLT | 4 | yatonon/dlib-face | docs/docs/chm/htmlhelp_stylesheet.xsl | [
"BSL-1.0"
] |
class Class1 : GLib.Object {
public void hello() {
var c2 = new Class2();
c2.hello();
}
}
| Vala | 2 | kira78/meson | test cases/vala/2 multiple files/class1.vala | [
"Apache-2.0"
] |
namespace OpenAPI
open PetApiHandlerParams
open System
open Microsoft.AspNetCore.Http
module PetApiServiceInterface =
//#region Service interface
type IPetApiService =
abstract member AddPet : AddPetBodyParams -> AddPetResult
abstract member DeletePet : unit -> DeletePetResult
abstract member FindPetsByStatus : unit -> FindPetsByStatusResult
abstract member FindPetsByTags : unit -> FindPetsByTagsResult
abstract member GetPetById : unit -> GetPetByIdResult
abstract member UpdatePet : UpdatePetBodyParams -> UpdatePetResult
abstract member UpdatePetWithForm : unit -> UpdatePetWithFormResult
abstract member UploadFile : unit -> UploadFileResult
//#endregion | F# | 4 | MalcolmScoffable/openapi-generator | samples/server/petstore/fsharp-functions/OpenAPI/src/api/PetApiServiceInterface.fs | [
"Apache-2.0"
] |
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(general
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(no_connects 0)
(area 32.520599 27.275 76.550001 43.575001)
(thickness 2)
(drawings 50)
(tracks 206)
(zones 0)
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(page User 101.6 101.6)
(layers
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(44 Edge.Cuts user)
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(49 F.Fab user)
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(setup
(last_trace_width 0.25)
(user_trace_width 0.16)
(user_trace_width 0.2)
(trace_clearance 0.2)
(zone_clearance 0.3)
(zone_45_only no)
(trace_min 0.15)
(segment_width 0.2)
(edge_width 0.15)
(via_size 0.8)
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(user_via 5.1 4.5)
(uvia_size 0.3)
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(uvias_allowed no)
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(useauxorigin false)
(hpglpennumber 1)
(hpglpenspeed 20)
(hpglpendiameter 15)
(hpglpenoverlay 2)
(psnegative false)
(psa4output false)
(plotreference true)
(plotvalue true)
(plotinvisibletext false)
(padsonsilk false)
(subtractmaskfromsilk false)
(outputformat 1)
(mirror false)
(drillshape 0)
(scaleselection 1)
(outputdirectory ../))
)
(net 0 "")
(net 1 /+5V)
(net 2 "Net-(A1-Pad7)")
(net 3 "Net-(A1-Pad6)")
(net 4 "Net-(A1-Pad5)")
(net 5 GND)
(net 6 "Net-(A1-Pad3)")
(net 7 "Net-(A1-Pad2)")
(net 8 "Net-(A1-Pad1)")
(net 9 /HD+)
(net 10 /HD-)
(net 11 "Net-(R1-Pad2)")
(net 12 "Net-(Z1-Pad1)")
(net 13 /C2CK)
(net 14 /C2D)
(net 15 /RX)
(net 16 /TX)
(net 17 "Net-(E0-Pad1)")
(net 18 "Net-(E0-Pad10)")
(net 19 "Net-(E0-Pad13)")
(net 20 "Net-(E0-Pad15)")
(net 21 "Net-(E0-Pad16)")
(net 22 "Net-(E0-Pad17)")
(net 23 "Net-(E0-Pad18)")
(net 24 "Net-(E0-Pad19)")
(net 25 "Net-(E0-Pad20)")
(net 26 "Net-(E0-Pad21)")
(net 27 "Net-(E0-Pad24)")
(net 28 "Net-(E0-Pad7)")
(net_class Default "This is the default net class."
(clearance 0.2)
(trace_width 0.25)
(via_dia 0.8)
(via_drill 0.4)
(uvia_dia 0.3)
(uvia_drill 0.1)
(add_net /+5V)
(add_net /C2CK)
(add_net /C2D)
(add_net /HD+)
(add_net /HD-)
(add_net /RX)
(add_net /TX)
(add_net GND)
(add_net "Net-(A1-Pad1)")
(add_net "Net-(A1-Pad2)")
(add_net "Net-(A1-Pad3)")
(add_net "Net-(A1-Pad5)")
(add_net "Net-(A1-Pad6)")
(add_net "Net-(A1-Pad7)")
(add_net "Net-(E0-Pad1)")
(add_net "Net-(E0-Pad10)")
(add_net "Net-(E0-Pad13)")
(add_net "Net-(E0-Pad15)")
(add_net "Net-(E0-Pad16)")
(add_net "Net-(E0-Pad17)")
(add_net "Net-(E0-Pad18)")
(add_net "Net-(E0-Pad19)")
(add_net "Net-(E0-Pad20)")
(add_net "Net-(E0-Pad21)")
(add_net "Net-(E0-Pad24)")
(add_net "Net-(E0-Pad7)")
(add_net "Net-(R1-Pad2)")
(add_net "Net-(Z1-Pad1)")
)
(module Housings_SOIC:SOIC-8_3.9x4.9mm_Pitch1.27mm (layer F.Cu) (tedit 5705BD2C) (tstamp 5705B9E7)
(at 53.335 37.06 270)
(descr "8-Lead Plastic Small Outline (SN) - Narrow, 3.90 mm Body [SOIC] (see Microchip Packaging Specification 00000049BS.pdf)")
(tags "SOIC 1.27")
(path /56857313)
(attr smd)
(fp_text reference A1 (at 0.075 -0.05 360) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value ATECC508A (at 0 3.5 270) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_line (start -3.75 -2.75) (end -3.75 2.75) (layer F.CrtYd) (width 0.05))
(fp_line (start 3.75 -2.75) (end 3.75 2.75) (layer F.CrtYd) (width 0.05))
(fp_line (start -3.75 -2.75) (end 3.75 -2.75) (layer F.CrtYd) (width 0.05))
(fp_line (start -3.75 2.75) (end 3.75 2.75) (layer F.CrtYd) (width 0.05))
(fp_line (start -2.075 -2.575) (end -2.075 -2.43) (layer F.SilkS) (width 0.15))
(fp_line (start 2.075 -2.575) (end 2.075 -2.43) (layer F.SilkS) (width 0.15))
(fp_line (start 2.075 2.575) (end 2.075 2.43) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 2.575) (end -2.075 2.43) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 -2.575) (end 2.075 -2.575) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 2.575) (end 2.075 2.575) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 -2.43) (end -3.475 -2.43) (layer F.SilkS) (width 0.15))
(pad 1 smd rect (at -2.7 -1.905 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 8 "Net-(A1-Pad1)"))
(pad 2 smd rect (at -2.7 -0.635 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 7 "Net-(A1-Pad2)"))
(pad 3 smd rect (at -2.7 0.635 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 6 "Net-(A1-Pad3)"))
(pad 4 smd rect (at -2.7 1.905 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 5 GND))
(pad 5 smd rect (at 2.7 1.905 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 4 "Net-(A1-Pad5)"))
(pad 6 smd rect (at 2.7 0.635 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 3 "Net-(A1-Pad6)"))
(pad 7 smd rect (at 2.7 -0.635 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 2 "Net-(A1-Pad7)"))
(pad 8 smd rect (at 2.7 -1.905 270) (size 1.55 0.6) (layers F.Cu F.Paste F.Mask)
(net 1 /+5V))
(model Housings_SOIC.3dshapes/SOIC-8_3.9x4.9mm_Pitch1.27mm.wrl
(at (xyz 0 0 0))
(scale (xyz 1 1 1))
(rotate (xyz 0 0 0))
)
)
(module footprints:debug (layer F.Cu) (tedit 58286ACE) (tstamp 5705B9EC)
(at 61.635 36.5)
(path /56A3F8D6)
(fp_text reference C2CK1 (at 0.63 -1.5) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value debug-pin (at 1.75 1.25) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole oval (at 0 0) (size 0.78 1.1) (drill 0.7) (layers *.Cu *.Mask F.SilkS)
(net 13 /C2CK))
)
(module footprints:debug (layer F.Cu) (tedit 58286B0A) (tstamp 5705B9F1)
(at 61.635 34)
(path /56A3F90D)
(fp_text reference C2D1 (at 0.7 -5.75) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value debug-pin (at 1.75 1.25) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole oval (at 0 0) (size 0.78 1.1) (drill 0.7 (offset 0 -0.1)) (layers *.Cu *.Mask F.SilkS)
(net 14 /C2D))
)
(module footprints:debug (layer F.Cu) (tedit 58286AE9) (tstamp 5705BA1D)
(at 59.135 39)
(path /56A3F89E)
(fp_text reference RX1 (at 0.63 -1.5) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value debug-pin (at 1.75 1.25) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole oval (at 0 0) (size 0.78 1.1) (drill 0.7) (layers *.Cu *.Mask F.SilkS)
(net 15 /RX))
)
(module footprints:debug (layer F.Cu) (tedit 58286AE3) (tstamp 5705BA22)
(at 59.135 36.5)
(path /56A3F7EB)
(fp_text reference TX1 (at 0.63 -1.5) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value debug-pin (at 1.75 1.25) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole oval (at 0 0) (size 0.78 1.1) (drill 0.7) (layers *.Cu *.Mask F.SilkS)
(net 16 /TX))
)
(module footprints:debug (layer F.Cu) (tedit 58286ADD) (tstamp 5705D0B1)
(at 59.135 34)
(path /570602D3)
(fp_text reference GND1 (at 0.63 -1.5) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value debug-pin (at 1.75 1.25) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole oval (at 0 0) (size 0.78 1.1) (drill 0.7) (layers *.Cu *.Mask F.SilkS)
(net 5 GND))
)
(module footprints:QSOP-24_3.9x8.7mm_Pitch0.635mm_fat (layer F.Cu) (tedit 571C16FD) (tstamp 571C25E8)
(at 60.385 37.35 180)
(descr "SSOP24: plastic shrink small outline package; 24 leads; body width 3.9 mm; lead pitch 0.635; (see NXP SSOP-TSSOP-VSO-REFLOW.pdf and sot556-1_po.pdf)")
(tags "SSOP 0.635")
(path /5705BC18)
(attr smd)
(fp_text reference E0 (at 0 -0.15 180) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value EFM8UB1_24pin (at 0 5.4 180) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_line (start -3.45 -4.65) (end -3.45 4.65) (layer F.CrtYd) (width 0.05))
(fp_line (start 3.45 -4.65) (end 3.45 4.65) (layer F.CrtYd) (width 0.05))
(fp_line (start -3.45 -4.65) (end 3.45 -4.65) (layer F.CrtYd) (width 0.05))
(fp_line (start -3.45 4.65) (end 3.45 4.65) (layer F.CrtYd) (width 0.05))
(fp_line (start -2.075 -4.475) (end -2.075 -3.9175) (layer F.SilkS) (width 0.15))
(fp_line (start 2.075 -4.475) (end 2.075 -3.9175) (layer F.SilkS) (width 0.15))
(fp_line (start 2.075 4.475) (end 2.075 3.9175) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 4.475) (end -2.075 3.9175) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 -4.475) (end 2.075 -4.475) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 4.475) (end 2.075 4.475) (layer F.SilkS) (width 0.15))
(fp_line (start -2.075 -3.9175) (end -3.2 -3.9175) (layer F.SilkS) (width 0.15))
(pad 1 smd rect (at -2.6 -3.4925 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 17 "Net-(E0-Pad1)"))
(pad 2 smd rect (at -2.6 -2.8575 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 3 "Net-(A1-Pad6)"))
(pad 3 smd rect (at -2.6 -2.2225 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 4 "Net-(A1-Pad5)"))
(pad 4 smd rect (at -2.6 -1.5875 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 5 GND))
(pad 5 smd rect (at -2.6 -0.9525 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 9 /HD+))
(pad 6 smd rect (at -2.6 -0.3175 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 10 /HD-))
(pad 7 smd rect (at -2.6 0.3175 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 28 "Net-(E0-Pad7)"))
(pad 8 smd rect (at -2.6 0.9525 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 28 "Net-(E0-Pad7)"))
(pad 9 smd rect (at -2.6 1.5875 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 1 /+5V))
(pad 10 smd rect (at -2.6 2.2225 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 18 "Net-(E0-Pad10)"))
(pad 11 smd rect (at -2.6 2.8575 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 13 /C2CK))
(pad 12 smd rect (at -2.6 3.4925 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 14 /C2D))
(pad 13 smd rect (at 2.6 3.4925 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 19 "Net-(E0-Pad13)"))
(pad 14 smd rect (at 2.6 2.8575 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 19 "Net-(E0-Pad13)"))
(pad 15 smd rect (at 2.6 2.2225 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 20 "Net-(E0-Pad15)"))
(pad 16 smd rect (at 2.6 1.5875 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 21 "Net-(E0-Pad16)"))
(pad 17 smd rect (at 2.6 0.9525 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 22 "Net-(E0-Pad17)"))
(pad 18 smd rect (at 2.6 0.3175 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 23 "Net-(E0-Pad18)"))
(pad 19 smd rect (at 2.6 -0.3175 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 24 "Net-(E0-Pad19)"))
(pad 20 smd rect (at 2.6 -0.9525 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 25 "Net-(E0-Pad20)"))
(pad 21 smd rect (at 2.6 -1.5875 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 26 "Net-(E0-Pad21)"))
(pad 22 smd rect (at 2.6 -2.2225 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 15 /RX))
(pad 23 smd rect (at 2.6 -2.8575 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 16 /TX))
(pad 24 smd rect (at 2.6 -3.4925 180) (size 1.5 0.35) (layers F.Cu F.Paste F.Mask)
(net 27 "Net-(E0-Pad24)"))
(model Housings_SSOP.3dshapes/SSOP-24_3.9x8.7mm_Pitch0.635mm.wrl
(at (xyz 0 0 0))
(scale (xyz 1 1 1))
(rotate (xyz 0 0 0))
)
)
(module footprints:u2f-button (layer F.Cu) (tedit 571CDF8F) (tstamp 571CE173)
(at 42.884 36.704 90)
(path /5685E9F9)
(attr smd)
(fp_text reference SW1 (at 0.15 0.09 90) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value SW_PUSH (at -0.28 3.13 90) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 smd rect (at -3.6 -1.56 90) (size 1.6 1.4) (layers F.Cu F.Paste F.Mask)
(net 19 "Net-(E0-Pad13)"))
(pad 1 smd rect (at 3.6 -1.56 90) (size 1.6 1.4) (layers F.Cu F.Paste F.Mask)
(net 19 "Net-(E0-Pad13)"))
(pad 2 smd rect (at 3.6 1.44 90) (size 1.6 1.4) (layers F.Cu F.Paste F.Mask)
(net 5 GND))
(pad 2 smd rect (at -3.6 1.44 90) (size 1.6 1.4) (layers F.Cu F.Paste F.Mask)
(net 5 GND))
)
(module footprints:u2f-fiducial (layer F.Cu) (tedit 571CE320) (tstamp 571CE3A7)
(at 35.261 42.6)
(path /571C39BB)
(fp_text reference F1 (at 0.1 -1.4) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value u2f-fiducial (at 5.3848 -1.4986) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole circle (at 0 0) (size 1.524 1.524) (drill 0.508) (layers *.Cu *.Mask F.SilkS)
(solder_mask_margin 1.016) (clearance 1.016))
)
(module footprints:u2f-fiducial (layer F.Cu) (tedit 571CE320) (tstamp 571CE3AC)
(at 35.261 29.9)
(path /571C3A1E)
(fp_text reference F2 (at 0.1 -1.4) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value u2f-fiducial (at 5.3848 -1.4986) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole circle (at 0 0) (size 1.524 1.524) (drill 0.508) (layers *.Cu *.Mask F.SilkS)
(solder_mask_margin 1.016) (clearance 1.016))
)
(module footprints:u2f-fiducial (layer F.Cu) (tedit 571CE320) (tstamp 571CE3B1)
(at 63.3095 29.9)
(path /571C3A85)
(fp_text reference F3 (at 0.1 -1.4) (layer F.SilkS) hide
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value u2f-fiducial (at 5.3848 -1.4986) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(pad 1 thru_hole circle (at 0 0) (size 1.524 1.524) (drill 0.508) (layers *.Cu *.Mask F.SilkS)
(solder_mask_margin 1.016) (clearance 1.016))
)
(module Capacitors_SMD:C_0805 (layer F.Cu) (tedit 58AA8463) (tstamp 5A0730B1)
(at 54.245 41.91 180)
(descr "Capacitor SMD 0805, reflow soldering, AVX (see smccp.pdf)")
(tags "capacitor 0805")
(path /56857DEB)
(attr smd)
(fp_text reference C3 (at 2.683 -0.508 180) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value 0.1uF (at 0 1.75 180) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text user %R (at 2.683 -0.508 180) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_line (start -1 0.62) (end -1 -0.62) (layer F.Fab) (width 0.1))
(fp_line (start 1 0.62) (end -1 0.62) (layer F.Fab) (width 0.1))
(fp_line (start 1 -0.62) (end 1 0.62) (layer F.Fab) (width 0.1))
(fp_line (start -1 -0.62) (end 1 -0.62) (layer F.Fab) (width 0.1))
(fp_line (start 0.5 -0.85) (end -0.5 -0.85) (layer F.SilkS) (width 0.12))
(fp_line (start -0.5 0.85) (end 0.5 0.85) (layer F.SilkS) (width 0.12))
(fp_line (start -1.75 -0.88) (end 1.75 -0.88) (layer F.CrtYd) (width 0.05))
(fp_line (start -1.75 -0.88) (end -1.75 0.87) (layer F.CrtYd) (width 0.05))
(fp_line (start 1.75 0.87) (end 1.75 -0.88) (layer F.CrtYd) (width 0.05))
(fp_line (start 1.75 0.87) (end -1.75 0.87) (layer F.CrtYd) (width 0.05))
(pad 1 smd rect (at -1 0 180) (size 1 1.25) (layers F.Cu F.Paste F.Mask)
(net 1 /+5V))
(pad 2 smd rect (at 1 0 180) (size 1 1.25) (layers F.Cu F.Paste F.Mask)
(net 5 GND))
(model Capacitors_SMD.3dshapes/C_0805.wrl
(at (xyz 0 0 0))
(scale (xyz 1 1 1))
(rotate (xyz 0 0 0))
)
)
(module Capacitors_SMD:C_0805 (layer F.Cu) (tedit 58AA8463) (tstamp 5A0730C2)
(at 59.325 31.115)
(descr "Capacitor SMD 0805, reflow soldering, AVX (see smccp.pdf)")
(tags "capacitor 0805")
(path /56857E44)
(attr smd)
(fp_text reference C4 (at -2.683 0.381) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value 4.7uF (at 0 1.75) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text user %R (at -2.683 0.381) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_line (start -1 0.62) (end -1 -0.62) (layer F.Fab) (width 0.1))
(fp_line (start 1 0.62) (end -1 0.62) (layer F.Fab) (width 0.1))
(fp_line (start 1 -0.62) (end 1 0.62) (layer F.Fab) (width 0.1))
(fp_line (start -1 -0.62) (end 1 -0.62) (layer F.Fab) (width 0.1))
(fp_line (start 0.5 -0.85) (end -0.5 -0.85) (layer F.SilkS) (width 0.12))
(fp_line (start -0.5 0.85) (end 0.5 0.85) (layer F.SilkS) (width 0.12))
(fp_line (start -1.75 -0.88) (end 1.75 -0.88) (layer F.CrtYd) (width 0.05))
(fp_line (start -1.75 -0.88) (end -1.75 0.87) (layer F.CrtYd) (width 0.05))
(fp_line (start 1.75 0.87) (end 1.75 -0.88) (layer F.CrtYd) (width 0.05))
(fp_line (start 1.75 0.87) (end -1.75 0.87) (layer F.CrtYd) (width 0.05))
(pad 1 smd rect (at -1 0) (size 1 1.25) (layers F.Cu F.Paste F.Mask)
(net 5 GND))
(pad 2 smd rect (at 1 0) (size 1 1.25) (layers F.Cu F.Paste F.Mask)
(net 1 /+5V))
(model Capacitors_SMD.3dshapes/C_0805.wrl
(at (xyz 0 0 0))
(scale (xyz 1 1 1))
(rotate (xyz 0 0 0))
)
)
(module Resistors_SMD:R_0805 (layer F.Cu) (tedit 58E0A804) (tstamp 5A0730D3)
(at 47.945 31.75 180)
(descr "Resistor SMD 0805, reflow soldering, Vishay (see dcrcw.pdf)")
(tags "resistor 0805")
(path /56857B9B)
(attr smd)
(fp_text reference R1 (at -0.95 -1.651 180) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value 100 (at 0 1.75 180) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text user %R (at 0 0 180) (layer F.Fab)
(effects (font (size 0.5 0.5) (thickness 0.075)))
)
(fp_line (start -1 0.62) (end -1 -0.62) (layer F.Fab) (width 0.1))
(fp_line (start 1 0.62) (end -1 0.62) (layer F.Fab) (width 0.1))
(fp_line (start 1 -0.62) (end 1 0.62) (layer F.Fab) (width 0.1))
(fp_line (start -1 -0.62) (end 1 -0.62) (layer F.Fab) (width 0.1))
(fp_line (start 0.6 0.88) (end -0.6 0.88) (layer F.SilkS) (width 0.12))
(fp_line (start -0.6 -0.88) (end 0.6 -0.88) (layer F.SilkS) (width 0.12))
(fp_line (start -1.55 -0.9) (end 1.55 -0.9) (layer F.CrtYd) (width 0.05))
(fp_line (start -1.55 -0.9) (end -1.55 0.9) (layer F.CrtYd) (width 0.05))
(fp_line (start 1.55 0.9) (end 1.55 -0.9) (layer F.CrtYd) (width 0.05))
(fp_line (start 1.55 0.9) (end -1.55 0.9) (layer F.CrtYd) (width 0.05))
(pad 1 smd rect (at -0.95 0 180) (size 0.7 1.3) (layers F.Cu F.Paste F.Mask)
(net 1 /+5V))
(pad 2 smd rect (at 0.95 0 180) (size 0.7 1.3) (layers F.Cu F.Paste F.Mask)
(net 11 "Net-(R1-Pad2)"))
(model ${KISYS3DMOD}/Resistors_SMD.3dshapes/R_0805.wrl
(at (xyz 0 0 0))
(scale (xyz 1 1 1))
(rotate (xyz 0 0 0))
)
)
(module LEDs:LED_Cree-PLCC4_3.2x2.8mm_CCW (layer F.Cu) (tedit 59D415EA) (tstamp 5A087B4D)
(at 47.69 36.81 270)
(descr "3.2mm x 2.8mm PLCC4 LED, http://www.cree.com/led-components/media/documents/CLV1AFKB(874).pdf")
(tags "LED Cree PLCC-4")
(path /5686DEFD)
(attr smd)
(fp_text reference RGB1 (at 2.941 -0.316 360) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value CA_RGB (at 0 2.65 270) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_circle (center 0 0) (end 1.12 0) (layer F.Fab) (width 0.1))
(fp_line (start -2.2 -1.75) (end -2.2 1.75) (layer F.CrtYd) (width 0.05))
(fp_line (start -2.2 1.75) (end 2.2 1.75) (layer F.CrtYd) (width 0.05))
(fp_line (start 2.2 1.75) (end 2.2 -1.75) (layer F.CrtYd) (width 0.05))
(fp_line (start 2.2 -1.75) (end -2.2 -1.75) (layer F.CrtYd) (width 0.05))
(fp_line (start -0.6 -1.4) (end -1.6 -0.4) (layer F.Fab) (width 0.1))
(fp_line (start -1.6 -1.4) (end -1.6 1.4) (layer F.Fab) (width 0.1))
(fp_line (start -1.6 1.4) (end 1.6 1.4) (layer F.Fab) (width 0.1))
(fp_line (start 1.6 1.4) (end 1.6 -1.4) (layer F.Fab) (width 0.1))
(fp_line (start 1.6 -1.4) (end -1.6 -1.4) (layer F.Fab) (width 0.1))
(fp_line (start -1.95 -0.7) (end -1.95 -1.5) (layer F.SilkS) (width 0.12))
(fp_line (start -1.95 -1.5) (end 1.95 -1.5) (layer F.SilkS) (width 0.12))
(fp_line (start -1.95 1.5) (end 1.95 1.5) (layer F.SilkS) (width 0.12))
(fp_text user %R (at 0 0 270) (layer F.Fab)
(effects (font (size 0.5 0.5) (thickness 0.075)))
)
(pad 1 smd rect (at -1.25 -0.7 270) (size 1 0.8) (layers F.Cu F.Paste F.Mask)
(net 23 "Net-(E0-Pad18)"))
(pad 4 smd rect (at 1.25 -0.7 270) (size 1 0.8) (layers F.Cu F.Paste F.Mask)
(net 24 "Net-(E0-Pad19)"))
(pad 3 smd rect (at 1.25 0.7 270) (size 1 0.8) (layers F.Cu F.Paste F.Mask)
(net 25 "Net-(E0-Pad20)"))
(pad 2 smd rect (at -1.25 0.7 270) (size 1 0.8) (layers F.Cu F.Paste F.Mask)
(net 11 "Net-(R1-Pad2)"))
(model ${KISYS3DMOD}/LEDs.3dshapes/LED_Cree-PLCC4_3.2x2.8mm_CCW.wrl
(at (xyz 0 0 0))
(scale (xyz 1 1 1))
(rotate (xyz 0 0 0))
)
)
(module TO_SOT_Packages_SMD:SOT-353_SC-70-5 (layer F.Cu) (tedit 58CE4E7F) (tstamp 5A0880B3)
(at 53.533 31.511)
(descr "SOT-353, SC-70-5")
(tags "SOT-353 SC-70-5")
(path /56857EAF)
(attr smd)
(fp_text reference Z1 (at -2.352 0.874) (layer F.SilkS)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text value DF5A5.6JE (at 0 2 180) (layer F.Fab)
(effects (font (size 1 1) (thickness 0.15)))
)
(fp_text user %R (at 0 0 90) (layer F.Fab)
(effects (font (size 0.5 0.5) (thickness 0.075)))
)
(fp_line (start 0.7 -1.16) (end -1.2 -1.16) (layer F.SilkS) (width 0.12))
(fp_line (start -0.7 1.16) (end 0.7 1.16) (layer F.SilkS) (width 0.12))
(fp_line (start 1.6 1.4) (end 1.6 -1.4) (layer F.CrtYd) (width 0.05))
(fp_line (start -1.6 -1.4) (end -1.6 1.4) (layer F.CrtYd) (width 0.05))
(fp_line (start -1.6 -1.4) (end 1.6 -1.4) (layer F.CrtYd) (width 0.05))
(fp_line (start 0.675 -1.1) (end -0.175 -1.1) (layer F.Fab) (width 0.1))
(fp_line (start -0.675 -0.6) (end -0.675 1.1) (layer F.Fab) (width 0.1))
(fp_line (start -1.6 1.4) (end 1.6 1.4) (layer F.CrtYd) (width 0.05))
(fp_line (start 0.675 -1.1) (end 0.675 1.1) (layer F.Fab) (width 0.1))
(fp_line (start 0.675 1.1) (end -0.675 1.1) (layer F.Fab) (width 0.1))
(fp_line (start -0.175 -1.1) (end -0.675 -0.6) (layer F.Fab) (width 0.1))
(pad 1 smd rect (at -0.95 -0.65) (size 0.65 0.4) (layers F.Cu F.Paste F.Mask)
(net 12 "Net-(Z1-Pad1)"))
(pad 3 smd rect (at -0.95 0.65) (size 0.65 0.4) (layers F.Cu F.Paste F.Mask)
(net 1 /+5V))
(pad 2 smd rect (at -0.95 0) (size 0.65 0.4) (layers F.Cu F.Paste F.Mask)
(net 5 GND))
(pad 4 smd rect (at 0.95 0.65) (size 0.65 0.4) (layers F.Cu F.Paste F.Mask)
(net 10 /HD-))
(pad 5 smd rect (at 0.95 -0.65) (size 0.65 0.4) (layers F.Cu F.Paste F.Mask)
(net 9 /HD+))
(model ${KISYS3DMOD}/TO_SOT_Packages_SMD.3dshapes/SOT-353_SC-70-5.wrl
(at (xyz 0 0 0))
(scale (xyz 1 1 1))
(rotate (xyz 0 0 0))
)
)
(gr_line (start 64.725 32.44) (end 64.217 32.44) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 64.598 32.44) (end 64.09 32.44) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 64.598 37.52) (end 64.598 32.44) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 64.09 37.52) (end 64.598 37.52) (angle 90) (layer B.SilkS) (width 0.2))
(gr_text "C2CK\n" (at 63.635 36.5) (layer B.SilkS)
(effects (font (size 0.8 0.8) (thickness 0.2)) (justify mirror))
)
(gr_text C2D (at 63.455 33.71) (layer B.SilkS)
(effects (font (size 0.8 0.8) (thickness 0.2)) (justify mirror))
)
(gr_text RX (at 57.105 38.79) (layer B.SilkS)
(effects (font (size 0.8 0.8) (thickness 0.2)) (justify mirror))
)
(gr_text TX (at 57.105 36.25) (layer B.SilkS)
(effects (font (size 0.8 0.8) (thickness 0.2)) (justify mirror))
)
(gr_text GND (at 57.105 33.71) (layer B.SilkS)
(effects (font (size 0.8 0.8) (thickness 0.2)) (justify mirror))
)
(gr_line (start 55.835 32.44) (end 57.105 32.44) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 55.835 40.06) (end 55.835 32.44) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 60.915 40.06) (end 55.835 40.06) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 60.915 37.52) (end 60.915 40.06) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 64.725 37.52) (end 60.915 37.52) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 63.455 32.44) (end 64.725 32.44) (angle 90) (layer B.SilkS) (width 0.2))
(gr_line (start 57.105 32.44) (end 63.455 32.44) (angle 90) (layer B.SilkS) (width 0.2))
(gr_circle (center 61.885 41.4) (end 62.01 41.275) (layer F.SilkS) (width 0.2))
(gr_circle (center 55.385 35.66) (end 55.31 35.71) (layer F.SilkS) (width 0.2))
(gr_circle (center 49.403 34.646) (end 49.403 34.621) (layer F.SilkS) (width 0.2))
(gr_line (start 75.75 42.25) (end 64.25 42.25) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_line (start 75.75 30.25) (end 64.25 30.25) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_line (start 64.25 43.5) (end 64.25 42.25) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_line (start 34.361 43.5) (end 64.25 43.5) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_line (start 34.361 29) (end 34.361 43.5) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_line (start 64.25 29) (end 34.361 29) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_line (start 64.25 30.25) (end 64.25 29) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_line (start 66.1 30.05) (end 66.1 42.45) (angle 90) (layer Cmts.User) (width 0.2))
(gr_text u2fzero.com (at 42.799 42.291) (layer F.SilkS)
(effects (font (size 1.2 1.2) (thickness 0.2)))
)
(gr_text "U2F Zero" (at 41.783 30.48) (layer F.SilkS)
(effects (font (size 1.3 1.3) (thickness 0.25)))
)
(gr_line (start 75.75 42.25) (end 75.75 30.25) (angle 90) (layer Edge.Cuts) (width 0.15))
(gr_text "GND\n" (at 64.45 40.05) (layer Cmts.User)
(effects (font (size 0.5 0.5) (thickness 0.125)))
)
(gr_text D+ (at 64.5 37.6) (layer Cmts.User)
(effects (font (size 0.5 0.5) (thickness 0.125)))
)
(gr_text D- (at 64.35 35.35) (layer Cmts.User)
(effects (font (size 0.5 0.5) (thickness 0.125)))
)
(gr_text +5v (at 64.3 33) (layer Cmts.User)
(effects (font (size 0.5 0.5) (thickness 0.125)))
)
(gr_line (start 74.25 33.75) (end 74.75 33.75) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.3 38.75) (end 66.55 38.75) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 66.55 38.4) (end 74.25 38.4) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.25 36.4) (end 66.55 36.4) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 66.55 36.1) (end 74.25 36.1) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.25 34.1) (end 66.55 34.1) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.25 33.75) (end 66.55 33.75) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.25 30) (end 74.25 42.5) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.75 40.75) (end 66.55 40.75) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.75 31.75) (end 66.55 31.75) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 66.55 30) (end 66.55 42.45) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.75 42.5) (end 74.75 30) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.75 40.75) (end 76.05 40.75) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.75 42.45) (end 74.75 40.7) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.75 31.75) (end 76.45 31.75) (angle 90) (layer Cmts.User) (width 0.2))
(gr_line (start 74.75 30) (end 74.75 31.7) (angle 90) (layer Cmts.User) (width 0.2))
(via (at 37.8206 36.4236) (size 5.1) (drill 4.5) (layers F.Cu B.Cu) (net 0))
(segment (start 48.895 31.75) (end 49.495 31.75) (width 0.25) (layer F.Cu) (net 1))
(segment (start 49.495 31.75) (end 49.906 32.161) (width 0.25) (layer F.Cu) (net 1))
(segment (start 49.906 32.161) (end 52.008 32.161) (width 0.25) (layer F.Cu) (net 1))
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(segment (start 48.895 32.65) (end 48.895 31.75) (width 0.25) (layer F.Cu) (net 1))
(segment (start 60.325 31.115) (end 60.325 30.99) (width 0.25) (layer F.Cu) (net 1))
(segment (start 60.325 30.99) (end 58.864999 29.529999) (width 0.25) (layer F.Cu) (net 1))
(segment (start 58.864999 29.529999) (end 50.815001 29.529999) (width 0.25) (layer F.Cu) (net 1))
(segment (start 48.895 31.45) (end 48.895 31.75) (width 0.25) (layer F.Cu) (net 1))
(segment (start 56.473025 42.00162) (end 62.77338 42.00162) (width 0.25) (layer B.Cu) (net 1))
(via (at 62.865 41.91) (size 0.8) (drill 0.4) (layers F.Cu B.Cu) (net 1))
(segment (start 62.77338 42.00162) (end 62.865 41.91) (width 0.25) (layer B.Cu) (net 1))
(segment (start 62.865 41.91) (end 64.016998 41.91) (width 0.25) (layer F.Cu) (net 1))
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(segment (start 67.2 32.8) (end 64.586962 32.8) (width 0.25) (layer F.Cu) (net 1))
(segment (start 64.586962 32.8) (end 63.604105 31.817143) (width 0.25) (layer F.Cu) (net 1))
(segment (start 63.604105 31.817143) (end 63.604105 31.803001) (width 0.25) (layer F.Cu) (net 1))
(segment (start 63.604105 31.803001) (end 62.460821 31.803001) (width 0.25) (layer F.Cu) (net 1))
(segment (start 62.460821 31.803001) (end 61.77282 31.115) (width 0.25) (layer F.Cu) (net 1))
(segment (start 61.77282 31.115) (end 60.325 31.115) (width 0.25) (layer F.Cu) (net 1))
(segment (start 64.635009 36.000009) (end 64.3975 35.7625) (width 0.25) (layer F.Cu) (net 1))
(segment (start 65.495001 40.431997) (end 65.495001 38.2177) (width 0.25) (layer F.Cu) (net 1))
(segment (start 65.495001 38.2177) (end 64.635009 37.357708) (width 0.25) (layer F.Cu) (net 1))
(segment (start 64.635009 37.357708) (end 64.635009 36.000009) (width 0.25) (layer F.Cu) (net 1))
(segment (start 50.165 34.925) (end 50.165 33.92) (width 0.25) (layer F.Cu) (net 1))
(segment (start 50.165 34.925) (end 50.165 41.275) (width 0.25) (layer B.Cu) (net 1))
(via (at 50.165 34.925) (size 0.8) (drill 0.4) (layers F.Cu B.Cu) (net 1))
(segment (start 50.165 41.275) (end 50.89162 42.00162) (width 0.25) (layer B.Cu) (net 1))
(segment (start 50.89162 42.00162) (end 56.473025 42.00162) (width 0.25) (layer B.Cu) (net 1))
(segment (start 56.473025 42.00162) (end 55.33662 42.00162) (width 0.25) (layer F.Cu) (net 1))
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(xy 46.256322 34.915324) (xy 47.472646 33.699) (xy 50.698354 33.699) (xy 53.14804 36.148686) (xy 53.147857 36.358779)
(xy 53.273495 36.662846) (xy 53.50593 36.895688) (xy 53.809778 37.021856) (xy 54.138779 37.022143) (xy 54.442846 36.896505)
(xy 54.675688 36.66407) (xy 54.801856 36.360222) (xy 54.80189 36.320859) (xy 58.318 36.320859) (xy 58.318 36.679141)
(xy 58.38019 36.991793) (xy 58.557294 37.256847) (xy 58.822348 37.433951) (xy 59.135 37.496141) (xy 59.447652 37.433951)
(xy 59.712706 37.256847) (xy 59.88981 36.991793) (xy 59.952 36.679141) (xy 59.952 36.320859) (xy 60.818 36.320859)
(xy 60.818 36.679141) (xy 60.88019 36.991793) (xy 61.057294 37.256847) (xy 61.322348 37.433951) (xy 61.635 37.496141)
(xy 61.947652 37.433951) (xy 62.055191 37.362095) (xy 64.721476 37.362095) (xy 64.847114 37.666162) (xy 65.079549 37.899004)
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(xy 66.498495 37.867846) (xy 66.73093 38.100688) (xy 67.034778 38.226856) (xy 67.363779 38.227143) (xy 67.667846 38.101505)
(xy 67.900688 37.86907) (xy 68.026856 37.565222) (xy 68.026857 37.563779) (xy 72.772857 37.563779) (xy 72.898495 37.867846)
(xy 73.13093 38.100688) (xy 73.434778 38.226856) (xy 73.763779 38.227143) (xy 74.067846 38.101505) (xy 74.300688 37.86907)
(xy 74.426856 37.565222) (xy 74.427143 37.236221) (xy 74.301505 36.932154) (xy 74.06907 36.699312) (xy 73.765222 36.573144)
(xy 73.436221 36.572857) (xy 73.132154 36.698495) (xy 72.899312 36.93093) (xy 72.773144 37.234778) (xy 72.772857 37.563779)
(xy 68.026857 37.563779) (xy 68.027143 37.236221) (xy 67.901505 36.932154) (xy 67.66907 36.699312) (xy 67.365222 36.573144)
(xy 67.036221 36.572857) (xy 66.858437 36.646316) (xy 66.166117 36.646316) (xy 66.017689 36.497628) (xy 65.713841 36.37146)
(xy 65.38484 36.371173) (xy 65.080773 36.496811) (xy 64.847931 36.729246) (xy 64.721763 37.033094) (xy 64.721476 37.362095)
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(xy 62.38981 36.008207) (xy 62.212706 35.743153) (xy 61.947652 35.566049) (xy 61.635 35.503859) (xy 61.322348 35.566049)
(xy 61.057294 35.743153) (xy 60.88019 36.008207) (xy 60.818 36.320859) (xy 59.952 36.320859) (xy 59.88981 36.008207)
(xy 59.712706 35.743153) (xy 59.447652 35.566049) (xy 59.135 35.503859) (xy 58.822348 35.566049) (xy 58.557294 35.743153)
(xy 58.38019 36.008207) (xy 58.318 36.320859) (xy 54.80189 36.320859) (xy 54.802143 36.031221) (xy 54.676505 35.727154)
(xy 54.44407 35.494312) (xy 54.140222 35.368144) (xy 53.928605 35.367959) (xy 52.848717 34.288071) (xy 58.115443 34.288071)
(xy 58.242063 34.66849) (xy 58.504624 34.971496) (xy 58.850454 35.144713) (xy 59.008 35.01689) (xy 59.008 34.127)
(xy 59.262 34.127) (xy 59.262 35.01689) (xy 59.419546 35.144713) (xy 59.765376 34.971496) (xy 60.027937 34.66849)
(xy 60.154557 34.288071) (xy 60.003289 34.127) (xy 59.262 34.127) (xy 59.008 34.127) (xy 58.266711 34.127)
(xy 58.115443 34.288071) (xy 52.848717 34.288071) (xy 52.272575 33.711929) (xy 58.115443 33.711929) (xy 58.266711 33.873)
(xy 59.008 33.873) (xy 59.008 32.98311) (xy 59.262 32.98311) (xy 59.262 33.873) (xy 60.003289 33.873)
(xy 60.14617 33.720859) (xy 60.818 33.720859) (xy 60.818 34.079141) (xy 60.88019 34.391793) (xy 61.057294 34.656847)
(xy 61.322348 34.833951) (xy 61.635 34.896141) (xy 61.947652 34.833951) (xy 62.212706 34.656847) (xy 62.38981 34.391793)
(xy 62.452 34.079141) (xy 62.452 33.720859) (xy 62.38981 33.408207) (xy 62.212706 33.143153) (xy 61.947652 32.966049)
(xy 61.635 32.903859) (xy 61.322348 32.966049) (xy 61.057294 33.143153) (xy 60.88019 33.408207) (xy 60.818 33.720859)
(xy 60.14617 33.720859) (xy 60.154557 33.711929) (xy 60.027937 33.33151) (xy 59.765376 33.028504) (xy 59.419546 32.855287)
(xy 59.262 32.98311) (xy 59.008 32.98311) (xy 58.850454 32.855287) (xy 58.504624 33.028504) (xy 58.242063 33.33151)
(xy 58.115443 33.711929) (xy 52.272575 33.711929) (xy 51.317323 32.756677) (xy 51.138242 32.637018) (xy 50.927 32.595)
(xy 47.244 32.595) (xy 47.032758 32.637018) (xy 46.853677 32.756677) (xy 45.637353 33.973001) (xy 43.325999 33.973001)
(xy 43.114757 34.015019) (xy 42.990484 34.098056) (xy 42.762221 34.097857) (xy 42.458154 34.223495) (xy 42.225312 34.45593)
(xy 42.099144 34.759778) (xy 42.098857 35.088779) (xy 40.490182 35.088779) (xy 40.345849 34.739468) (xy 39.509137 33.901294)
(xy 38.41536 33.447118) (xy 37.231036 33.446084) (xy 36.136468 33.898351) (xy 35.298294 34.735063) (xy 34.863 35.783367)
(xy 34.863 31.797439) (xy 34.88041 31.804668) (xy 35.638265 31.80533) (xy 36.338686 31.515922) (xy 36.875039 30.980505)
(xy 37.165668 30.28059) (xy 37.16633 29.522735) (xy 37.157762 29.502) (xy 56.077354 29.502)
)
)
)
)
| KiCad | 4 | xkey10x/u2f-zero | hardware/u2f-zero.kicad_pcb | [
"BSD-2-Clause-FreeBSD"
] |
10 5
0 1 4 2 4 3 1 [0] [0] [0] [0]
1 1 1 7 [20]
2 1 1 10 [22]
3 1 1 8 [14]
4 1 2 6 7 [16] [-3]
5 1 3 6 9 11 [-6] [0] [8]
6 1 2 10 5 [-4] [4]
7 1 2 11 1 [9] [-23]
8 1 2 11 3 [3] [-18]
9 1 1 11 [4]
10 1 1 11 [3]
11 1 0
0 1 0 0 0 0 0
1 1 -1 0 -1 0 -1
2 1 0 0 -1 1 0
3 1 2 1 2 0 0
4 1 2 -1 -1 -1 0
5 1 -2 -2 0 2 -1
6 1 0 0 -1 -1 1
7 1 -2 -2 1 0 1
8 1 2 -1 2 -2 0
9 1 0 0 1 0 0
10 1 0 2 0 -2 1
11 1 0 0 0 0 0
1 -5 -1 -3 -1
5 0 2 0 1 | Eagle | 2 | klorel/or-tools | examples/data/rcpsp/single_mode_consumer_producer/ubo10_cum_2/psp10_26.sch | [
"Apache-2.0"
] |
/**
* @file verify.yap
*
* @brief JUpyter support.
*/
%% :- module( verify,
%% [errors/2,
%% ready/2]
%% ).
:- use_module(library(hacks)).
%% :- use_module(library(jupyter)).
:- use_module(library(lists)).
:- use_module(library(maplist)).
%% :- use_module(library(python)).
%% :- use_module(library(yapi)).
:- dynamic jupyter/1.
jupyter( []).
ready( Engine, Query) :-
errors( Engine , Query ),
Es := Engine.errors,
Es \== [].
errors( _Engine , Text ) :-
blank(Text),
!.
errors( Engine , Text ) :-
%start_low_level_trace,
setup_call_cleanup(
open_esh( Engine , Text, Stream, Name ),
esh(Engine , Name, Stream),
close_esh( Engine , Stream )
),
fail.
errors( _Engine , _Text ).
open_esh(Engine , Text, Stream, Name) :-
retractall(jupyter(_)),
assertz(jupyter(Engine)),
b_setval( jupyter, Engine),
Name := Engine.stream_name,
open_mem_read_stream( Text, Stream ).
esh(Engine , _Name, Stream) :-
repeat,
catch(
read_clause(Stream, Cl, [ syntax_errors(dec10)]),
error(C,E),
p3_message(C,Engine,E)
),
Cl == end_of_file,
!.
:- multifile user:portray_message/2.
user:portray_message(S,E) :-
jupyter(En),
En \= [],
python_clear_errors,
p3_message(S,En,E).
close_esh( _Engine , Stream ) :-
retractall(jupyter(_)),
assertz(jupyter([])),
close(Stream),
python_clear_errors.
p3_message( _Severity, Engine, error(syntax_error(Cause),info(between(_,LN,_), _FileName, CharPos, Details))) :-
python_clear_errors,
!,
Engine.errors := [t(Cause,LN,CharPos,Details)]+Engine.errors .
p3_message(error, _Engine, _E) :-
python_clear_errors,
!.
p3_message(warning, _Engine, _E) :-
!.
p3_message(error, Engine, E) :-
Engine.errors := [E] + Engine.errors.
p3_message(warning, Engine, E) :-
Engine.errors := [E] + Engine.errors.
%% ready(_Self, Line ) :-
%% blank( Line ),
%% !.
%% ready(Self, Line ) :-
%% errors( Self, Line ),
%% \+ syntax_error(_,_).
%% errors( Self, Text ) :-
%% setup_call_cleanup(
%% open_events( Self, Text, Stream),
%% goals(Self, Stream),
%% close_events( Self )
%% ).
%% clauses(_Self, Stream) :-
%% repeat,
%% read_clause(Stream, Cl, [term_position(_Pos), syntax_errors(fail)] ),
%% % command( Self, Cl ),
%% Cl == end_of_file,
%% !.
%% goals(_Self, Stream) :-
%% repeat,
%% read_term(Stream, Cl, [term_position(_Pos), syntax_errors(fail)] ),
%% % command( Self, Cl ),
%% Cl == end_of_file,
%% !.
%% command(_, end_of_file) :- !.
%% command( _Self, ( :- op(Prio,Assoc,Name) ) ) :-
%% addop(Prio,Assoc,Name).
%% command( _Self, ( :- module(Name, Exports) )) :-
%% retract( active_module( M0 ) ),
%% atom_concat( '__m0_', Name, M ),
%% assert( active_module(M) ),
%% assert( undo( active_module(M0) ) ),
%% maplist( addop2(M), Exports).
%% addop(Prio,Assoc,Name) :-
%% (
%% current_op(OPrio, SimilarAssoc, Name),
%% op(Prio, Assoc, Name),
%% matched_op(Assoc, SimilarAssoc)
%% ->
%% assertz( undo(op( OPrio, Assoc, Name ) ) )
%% ;
%% assertz( undo(op( 0, Assoc, Name ) ) )
%% ).
%% addop2(M, op(Prio, Assoc, Name)) :-
%% addop( Prio, Assoc, M:Name ).
%% matched_op(A, B) :-
%% optype( A, T),
%% optype( B, T).
%% optype(fx,pre).
%% optype(fy,pre).
%% optype(xfx,in).
%% optype(xfy,in).
%% optype(yfx,in).
%% optype(yfy,in).
%% optype(xf,pos).
%% optype(yf,pos).
%% :- dynamic syntax_error/4, undo/1.
%%
%% open_events(Self, Text, Stream) :-
%% Self.errors := [],
%% nb_setval( jupyter, on),
%% open_mem_read_stream( Text, Stream ).
%% :- initialization( nb_setval( jupyter, off ) ).
%% close_events( _Self ) :-
%% nb_setval( jupyter, off ),
%% retract( undo(G) ),
%% call(G),
%% fail.
%% close_events( Self ) :-
%% retract( syntax_error( C, L, N, A )),
%% Self.errors := [t(C,L,N,A)] + Self.errors,
%% fail.
%% close_events( _ ).
| Prolog | 4 | ryandesign/yap | packages/python/yap_kernel/yap_ipython/prolog/verify.yap | [
"Artistic-1.0-Perl",
"ClArtistic"
] |
--TEST--
Fractions with DateTime objects (create_from_format)
--INI--
date.timezone=UTC
--FILE--
<?php
$dt = date_create_from_format( "Y-m-d H:i:s.u", "2016-10-03 12:47:18.819313" );
var_dump( $dt );
$dt = date_create_from_format( "U.u", "1475500799.176312" );
var_dump( $dt );
?>
--EXPECTF--
object(DateTime)#%d (%d) {
["date"]=>
string(26) "2016-10-03 12:47:18.819313"
["timezone_type"]=>
int(3)
["timezone"]=>
string(3) "UTC"
}
object(DateTime)#%d (%d) {
["date"]=>
string(26) "2016-10-03 13:19:59.176312"
["timezone_type"]=>
int(1)
["timezone"]=>
string(6) "+00:00"
}
| PHP | 3 | thiagooak/php-src | ext/date/tests/date_time_fractions_create_from_format.phpt | [
"PHP-3.01"
] |
version (!gc) {
Foo: enum {
test = UNDEFINED_C_CONST
}
} | ooc | 0 | shamanas/rock | test/compiler/enums/versioned-enum.ooc | [
"MIT"
] |
#!perl
#
# test apparatus for Text::Template module
# still incomplete.
use strict;
use warnings;
use Test::More;
unless (eval { require Safe; 1 }) {
plan skip_all => 'Safe.pm is required for this test';
}
else {
plan tests => 12;
}
use_ok 'Text::Template' or exit 1;
my $c = Safe->new or die;
# Test handling of packages and importing.
$c->reval('$P = "safe root"');
our $P = 'main';
$Q::P = $Q::P = 'Q';
# How to effectively test the gensymming?
my $t = Text::Template->new(
TYPE => 'STRING',
SOURCE => 'package is {$P}') or die;
# (1) Default behavior: Inherit from calling package, `main' in this case.
my $text = $t->fill_in();
is $text, 'package is main';
# (2) When a package is specified, we should use that package instead.
$text = $t->fill_in(PACKAGE => 'Q');
is $text, 'package is Q';
# (3) When no package is specified in safe mode, we should use the
# default safe root.
$text = $t->fill_in(SAFE => $c);
is $text, 'package is safe root';
# (4) When a package is specified in safe mode, we should use the
# default safe root, after aliasing to the specified package
TODO: {
local $TODO = "test fails when tested with TAP/Devel::Cover" if defined $Devel::Cover::VERSION;
$text = $t->fill_in(SAFE => $c, PACKAGE => 'Q');
is $text, 'package is Q';
}
# Now let's see if hash vars are installed properly into safe templates
$t = Text::Template->new(
TYPE => 'STRING',
SOURCE => 'hash is {$H}') or die;
# (5) First in default mode
$text = $t->fill_in(HASH => { H => 'good5' });
is $text, 'hash is good5';
# suppress "once" warnings
$Q::H = $Q2::H = undef;
# (6) Now in packages
$text = $t->fill_in(HASH => { H => 'good6' }, PACKAGE => 'Q');
is $text, 'hash is good6';
# (7) Now in the default root of the safe compartment
TODO: {
local $TODO = "test fails when tested with TAP/Devel::Cover" if defined $Devel::Cover::VERSION;
$text = $t->fill_in(HASH => { H => 'good7' }, SAFE => $c);
is $text, 'hash is good7';
}
# (8) Now in the default root after aliasing to a package that
# got the hash stuffed in
our $H;
TODO: {
local $TODO = "test fails when tested with TAP/Devel::Cover" if defined $Devel::Cover::VERSION;
$text = $t->fill_in(HASH => { H => 'good8' }, SAFE => $c, PACKAGE => 'Q2');
is $text, 'hash is good8';
}
# Now let's make sure that none of the packages leaked on each other.
# (9) This var should NOT have been installed into the main package
ok !defined $H;
$H = $H;
# (11) this value overwrote the one from test 6.
is $Q::H, 'good7';
# (12)
is $Q2::H, 'good8';
| Perl | 4 | pmesnier/openssl | external/perl/Text-Template-1.56/t/safe2.t | [
"Apache-2.0"
] |
" Vim syntax file
" Language: ldap.conf(5) configuration file.
" Previous Maintainer: Nikolai Weibull <now@bitwi.se>
" Latest Revision: 2006-12-11
if exists("b:current_syntax")
finish
endif
let s:cpo_save = &cpo
set cpo&vim
syn keyword ldapconfTodo contained TODO FIXME XXX NOTE
syn region ldapconfComment display oneline start='^\s*#' end='$'
\ contains=ldapconfTodo,
\ @Spell
syn match ldapconfBegin display '^'
\ nextgroup=ldapconfOption,
\ ldapconfDeprOption,
\ ldapconfComment
syn case ignore
syn keyword ldapconfOption contained URI
\ nextgroup=ldapconfURI
\ skipwhite
syn keyword ldapconfOption contained
\ BASE
\ BINDDN
\ nextgroup=ldapconfDNAttrType
\ skipwhite
syn keyword ldapconfDeprOption contained
\ HOST
\ nextgroup=ldapconfHost
\ skipwhite
syn keyword ldapconfDeprOption contained
\ PORT
\ nextgroup=ldapconfPort
\ skipwhite
syn keyword ldapconfOption contained
\ REFERRALS
\ nextgroup=ldapconfBoolean
\ skipwhite
syn keyword ldapconfOption contained
\ SIZELIMIT
\ TIMELIMIT
\ nextgroup=ldapconfInteger
\ skipwhite
syn keyword ldapconfOption contained
\ DEREF
\ nextgroup=ldapconfDerefWhen
\ skipwhite
syn keyword ldapconfOption contained
\ SASL_MECH
\ nextgroup=ldapconfSASLMechanism
\ skipwhite
syn keyword ldapconfOption contained
\ SASL_REALM
\ nextgroup=ldapconfSASLRealm
\ skipwhite
syn keyword ldapconfOption contained
\ SASL_AUTHCID
\ SASL_AUTHZID
\ nextgroup=ldapconfSASLAuthID
\ skipwhite
syn keyword ldapconfOption contained
\ SASL_SECPROPS
\ nextgroup=ldapconfSASLSecProps
\ skipwhite
syn keyword ldapconfOption contained
\ TLS_CACERT
\ TLS_CERT
\ TLS_KEY
\ TLS_RANDFILE
\ nextgroup=ldapconfFilename
\ skipwhite
syn keyword ldapconfOption contained
\ TLS_CACERTDIR
\ nextgroup=ldapconfPath
\ skipwhite
syn keyword ldapconfOption contained
\ TLS_CIPHER_SUITE
\ nextgroup=@ldapconfTLSCipher
\ skipwhite
syn keyword ldapconfOption contained
\ TLS_REQCERT
\ nextgroup=ldapconfTLSCertCheck
\ skipwhite
syn keyword ldapconfOption contained
\ TLS_CRLCHECK
\ nextgroup=ldapconfTLSCRLCheck
\ skipwhite
syn case match
syn match ldapconfURI contained display
\ 'ldaps\=://[^[:space:]:]\+\%(:\d\+\)\='
\ nextgroup=ldapconfURI
\ skipwhite
" LDAP Distinguished Names are defined in Section 3 of RFC 2253:
" http://www.ietf.org/rfc/rfc2253.txt.
syn match ldapconfDNAttrType contained display
\ '\a[a-zA-Z0-9-]\+\|\d\+\%(\.\d\+\)*'
\ nextgroup=ldapconfDNAttrTypeEq
syn match ldapconfDNAttrTypeEq contained display
\ '='
\ nextgroup=ldapconfDNAttrValue
syn match ldapconfDNAttrValue contained display
\ '\%([^,=+<>#;\\"]\|\\\%([,=+<>#;\\"]\|\x\x\)\)*\|#\%(\x\x\)\+\|"\%([^\\"]\|\\\%([,=+<>#;\\"]\|\x\x\)\)*"'
\ nextgroup=ldapconfDNSeparator
syn match ldapconfDNSeparator contained display
\ '[+,]'
\ nextgroup=ldapconfDNAttrType
syn match ldapconfHost contained display
\ '[^[:space:]:]\+\%(:\d\+\)\='
\ nextgroup=ldapconfHost
\ skipwhite
syn match ldapconfPort contained display
\ '\d\+'
syn keyword ldapconfBoolean contained
\ on
\ true
\ yes
\ off
\ false
\ no
syn match ldapconfInteger contained display
\ '\d\+'
syn keyword ldapconfDerefWhen contained
\ never
\ searching
\ finding
\ always
" Taken from http://www.iana.org/assignments/sasl-mechanisms.
syn keyword ldapconfSASLMechanism contained
\ KERBEROS_V4
\ GSSAPI
\ SKEY
\ EXTERNAL
\ ANONYMOUS
\ OTP
\ PLAIN
\ SECURID
\ NTLM
\ NMAS_LOGIN
\ NMAS_AUTHEN
\ KERBEROS_V5
syn match ldapconfSASLMechanism contained display
\ 'CRAM-MD5\|GSS-SPNEGO\|DIGEST-MD5\|9798-[UM]-\%(RSA-SHA1-ENC\|\%(EC\)\=DSA-SHA1\)\|NMAS-SAMBA-AUTH'
" TODO: I have been unable to find a definition for a SASL realm,
" authentication identity, and proxy authorization identity.
syn match ldapconfSASLRealm contained display
\ '\S\+'
syn match ldapconfSASLAuthID contained display
\ '\S\+'
syn keyword ldapconfSASLSecProps contained
\ none
\ noplain
\ noactive
\ nodict
\ noanonymous
\ forwardsec
\ passcred
\ nextgroup=ldapconfSASLSecPSep
syn keyword ldapconfSASLSecProps contained
\ minssf
\ maxssf
\ maxbufsize
\ nextgroup=ldapconfSASLSecPEq
syn match ldapconfSASLSecPEq contained display
\ '='
\ nextgroup=ldapconfSASLSecFactor
syn match ldapconfSASLSecFactor contained display
\ '\d\+'
\ nextgroup=ldapconfSASLSecPSep
syn match ldapconfSASLSecPSep contained display
\ ','
\ nextgroup=ldapconfSASLSecProps
syn match ldapconfFilename contained display
\ '.\+'
syn match ldapconfPath contained display
\ '.\+'
" Defined in openssl-ciphers(1).
" TODO: Should we include the stuff under CIPHER SUITE NAMES?
syn cluster ldapconfTLSCipher contains=ldapconfTLSCipherOp,
\ ldapconfTLSCipherName,
\ ldapconfTLSCipherSort
syn match ldapconfTLSCipherOp contained display
\ '[+!-]'
\ nextgroup=ldapconfTLSCipherName
syn keyword ldapconfTLSCipherName contained
\ DEFAULT
\ COMPLEMENTOFDEFAULT
\ ALL
\ COMPLEMENTOFALL
\ HIGH
\ MEDIUM
\ LOW
\ EXP
\ EXPORT
\ EXPORT40
\ EXPORT56
\ eNULL
\ NULL
\ aNULL
\ kRSA
\ RSA
\ kEDH
\ kDHr
\ kDHd
\ aRSA
\ aDSS
\ DSS
\ aDH
\ kFZA
\ aFZA
\ eFZA
\ FZA
\ TLSv1
\ SSLv3
\ SSLv2
\ DH
\ ADH
\ AES
\ 3DES
\ DES
\ RC4
\ RC2
\ IDEA
\ MD5
\ SHA1
\ SHA
\ Camellia
\ nextgroup=ldapconfTLSCipherSep
syn match ldapconfTLSCipherSort contained display
\ '@STRENGTH'
\ nextgroup=ldapconfTLSCipherSep
syn match ldapconfTLSCipherSep contained display
\ '[:, ]'
\ nextgroup=@ldapconfTLSCipher
syn keyword ldapconfTLSCertCheck contained
\ never
\ allow
\ try
\ demand
\ hard
syn keyword ldapconfTLSCRLCheck contained
\ none
\ peer
\ all
hi def link ldapconfTodo Todo
hi def link ldapconfComment Comment
hi def link ldapconfOption Keyword
hi def link ldapconfDeprOption Error
hi def link ldapconfString String
hi def link ldapconfURI ldapconfString
hi def link ldapconfDNAttrType Identifier
hi def link ldapconfOperator Operator
hi def link ldapconfEq ldapconfOperator
hi def link ldapconfDNAttrTypeEq ldapconfEq
hi def link ldapconfValue ldapconfString
hi def link ldapconfDNAttrValue ldapconfValue
hi def link ldapconfSeparator ldapconfOperator
hi def link ldapconfDNSeparator ldapconfSeparator
hi def link ldapconfHost ldapconfURI
hi def link ldapconfNumber Number
hi def link ldapconfPort ldapconfNumber
hi def link ldapconfBoolean Boolean
hi def link ldapconfInteger ldapconfNumber
hi def link ldapconfType Type
hi def link ldapconfDerefWhen ldapconfType
hi def link ldapconfDefine Define
hi def link ldapconfSASLMechanism ldapconfDefine
hi def link ldapconfSASLRealm ldapconfURI
hi def link ldapconfSASLAuthID ldapconfValue
hi def link ldapconfSASLSecProps ldapconfType
hi def link ldapconfSASLSecPEq ldapconfEq
hi def link ldapconfSASLSecFactor ldapconfNumber
hi def link ldapconfSASLSecPSep ldapconfSeparator
hi def link ldapconfFilename ldapconfString
hi def link ldapconfPath ldapconfFilename
hi def link ldapconfTLSCipherOp ldapconfOperator
hi def link ldapconfTLSCipherName ldapconfDefine
hi def link ldapconfSpecial Special
hi def link ldapconfTLSCipherSort ldapconfSpecial
hi def link ldapconfTLSCipherSep ldapconfSeparator
hi def link ldapconfTLSCertCheck ldapconfType
hi def link ldapconfTLSCRLCheck ldapconfType
let b:current_syntax = "ldapconf"
let &cpo = s:cpo_save
unlet s:cpo_save
| VimL | 4 | uga-rosa/neovim | runtime/syntax/ldapconf.vim | [
"Vim"
] |
mailq_refresh=Väntetid (sekunder) för att uppdatera e-postkön,3,Uppdatera inte
perpage=Antal e-postbrev per sida,0
wrap_width=Maximal bredd för e-postbrev (ombrytning sker),0
sort_mode=Sortera tabeller efter,1,0-ordningen i filen,1-Namn
send_mode=Skicka e-post via förbindelse till,3,Sendmail executable
sendmail_cf=Fullständig sökväg till sendmail.cf,0
sendmail_pid=Fullständig sökväg till PID-fil för sendmail,0
sendmail_command=Kommando för att starta sendmail i servermod,0
sendmail_stop_command=Kommando för att stanna sendmail,3,Kill process
makemap_path=Makemap-kommando,0
sendmail_path=Sendmail-kommando,0
alias_file=Fullständig sökväg till aliasfil för sendmail,3,Automatisk
virtusers_file=Källfil för virtusers-databas,3,Samma som DBM
mailers_file=Källfil för mailertable-databas,3,Samma som DBM
generics_file=Källfil för generics-databas,3,Samma som DBM
access_file=Källfil för access-databas,3,Samma som DBM
domains_file=Källfil för domän-databas,3,Samma som DBM
mail_dir=Användarkatalog för e-postfiler,3
smrsh_dir=SMRSH-katalog,3,Ingen
| SystemVerilog | 3 | GalaxyGFX/webmin | sendmail/config.info.sv | [
"BSD-3-Clause-No-Nuclear-License-2014",
"BSD-3-Clause"
] |
service Storage {
oneway void incr(1: i32 amount);
i32 get();
}
| Thrift | 3 | Jimexist/thrift | contrib/zeromq/storage.thrift | [
"Apache-2.0"
] |
\\
\\ AJY 2016-01-09
\\
\\ Vector and array ops for ANN software
\\
\\ ------------------------------------------------------------
\\ Aux array operations
\\ First load Ramil Farkhshatov's for macro:
\\ (load "for.shen")
\\ Then load this file:
\\ (load "array.shen")
(define outer-product
{ vector --> vector --> vector }
Y X ->
(let
XM (limit X) \\ M columns in the result vector
YN (limit Y) \\ N rows in the result vector
VEC (vector YN) \\ resulting output array (vector of vectors)
(do \\ Build result array, then return it
(for (IndxY 1 1 YN) \\ Build vert rows (vectors) one by one
(let
VEC2 (vector XM) \\ One vertical row (products vector)
(do
(for (IndxX 1 1 XM)
(vector-> VEC2
IndxX
(* (<-vector Y IndxY)
(<-vector X IndxX)))) \\ Outer prod elems
(vector-> VEC IndxY VEC2)))) \\ Fill row into array
VEC) \\ Return the resulting vector of vectors
) \\ end (let ...)
) \\ end function
(define scalar-mult
{ number --> vector --> vector }
C V ->
(let
YN (limit V) \\ Number of vertical rows
XM (limit (<-vector V 1)) \\ Number of horizontal columns
(do \\ First compute the scalar product, then return it
(for (IndxY 1 1 YN)
(let
ROW (<-vector V IndxY)
(do \\ Compute row, then assign it
(for (IndxX 1 1 XM)
(let
YNXM (* (<-vector ROW IndxX) \\ Compute scalar product
C)
(vector-> ROW IndxX YNXM)))
(vector-> V IndxY ROW))) \\ end (let ...)
) end \\ (for (IndxY 1 1 N) ...)
V \\ return the scalar multiplied vector V
) \\ end (do ...)
) \\ end (let ...)
) \\ end function
(define output-array
{ vector --> (list A) }
\\ Prettyprint a 2-D array, a vector of vectors
\\ Return []
V ->
(let
Ydim (limit V) \\ # of rows
Xdim (limit (<-vector V 1)) \\ # of columns
_ (output "~%<")
_ (output "~A~%" (<-vector V 1))
_ (for (Indx 2 1 Ydim)
(output " ~A~%" (<-vector V Indx)))
_ (output ">~%")
[]) \\ end (let ...)
) \\ end (define output-array ...)
(define array-sum
{ vector --> vector --> vector }
X Y ->
(let
XyM (limit X) \\ XyM rows in the first array
YyM (limit Y) \\ YyM rows in the second array
XxN (limit (<-vector X 1)) \\ XyN columns in the second array
YxN (limit (<-vector Y 1)) \\ YyN columns in the second array
_ (if (not (= XyM YyM)) (error "DIM error -- rows")
skip)
_ (if (not (= XxN YxN)) (error "DIM error -- columns")
skip)
VEC (vector XyM) \\ resulting output array (vector of vectors)
(do \\ Build result array, then return it
(for (IndxY 1 1 XyM) \\ Build vert rows (vectors) one by one
(let
VEC2 (vector XxN) \\ One vertical row (products vector)
_ (let
XRow (<-vector X IndxY)
YRow (<-vector Y IndxY)
(for (IndxX 1 1 XxN) \\ Fill VEC2 with partial sums
(vector-> VEC2
IndxX
(+ (<-vector XRow IndxX) \\ Sum elems
(<-vector YRow IndxX))))
) \\ end (let ...)
(vector-> VEC IndxY VEC2) \\ Fill row into array
) \\ end (let ...)
) \\ end (for ...)
VEC \\ Return the resulting vector of vectors
) \\ end (do ...)
) \\ end (let ...)
) \\ end function
\\ Transpose of a 2-D array
(define transpose
{ vector --> vector }
A ->
(let Ydim (limit A) \\ number of rows
Xdim (limit (<-vector A 1)) \\ number of columns
R (vector Xdim) \\ The result has Xdim rows
_ (for (IndxX 1 1 Xdim) \\ First build the result array
(vector-> R IndxX (vector Ydim))) \\ Fill IndxX'th row
\\ Now the result array is there, and is full of (fail)
\\ objects, actually. Fill it with A's transpose
_ (for (IndxY 1 1 Ydim) \\ For each row:
(for (IndxX 1 1 Xdim) \\ For each column:
\\ R(Xdim, Ydim) := A(Ydim, Xdim)
(let
D (<-vector A IndxY) \\ Take IndxY'th row
Item (<-vector D IndxX) \\ This is the item
RR (<-vector R IndxX) \\ IndxX'th row in result
_ (vector-> RR IndxY Item) \\ Insert Item
(vector-> R IndxX RR) \\ Insert the new row
) \\ end (let ...)
) \\ end (for ...)
) \\ end (for ...)
R \\ Return the result from the (let ...) form
) \\ end (let ...)
) \\ end function
(define output-array-v \\ For Hopfield
{ vector --> (list A) }
\\ Prettyprint a 2-D array, a vector of vectors
\\ Return []
V ->
(let
Ydim (limit V) \\ # of rows
Xdim (limit (<-vector V 1)) \\ # of columns
_ (output "~%<")
_ (output "~A~%~%" (<-vector V 1))
_ (for (Indx 2 1 Ydim)
(output " ~A~%~%" (<-vector V Indx)))
_ (output ">~%")
[]) \\ end (let ...)
) \\ end (define output-array ...)
| Shen | 5 | ajnavarro/language-dataset | data/github.com/bluejay77/ANN-with-Shen-4/f93c9c32bd161f7467a635f6f62d7dc0c2d6ebf7/array.shen | [
"MIT"
] |
/*
* Copyright (c) Ian F. Darwin 1986-1995.
* Software written by Ian F. Darwin and others;
* maintained 1995-present by Christos Zoulas and others.
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions
* are met:
* 1. Redistributions of source code must retain the above copyright
* notice immediately at the beginning of the file, without modification,
* this list of conditions, and the following disclaimer.
* 2. Redistributions in binary form must reproduce the above copyright
* notice, this list of conditions and the following disclaimer in the
* documentation and/or other materials provided with the distribution.
*
* THIS SOFTWARE IS PROVIDED BY THE AUTHOR AND CONTRIBUTORS ``AS IS'' AND
* ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
* IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
* ARE DISCLAIMED. IN NO EVENT SHALL THE AUTHOR OR CONTRIBUTORS BE LIABLE FOR
* ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
* DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS
* OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
* HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT
* LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY
* OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF
* SUCH DAMAGE.
*/
/*
* is_tar() -- figure out whether file is a tar archive.
*
* Stolen (by the author!) from the public domain tar program:
* Public Domain version written 26 Aug 1985 John Gilmore (ihnp4!hoptoad!gnu).
*
* @(#)list.c 1.18 9/23/86 Public Domain - gnu
*
* Comments changed and some code/comments reformatted
* for file command by Ian Darwin.
*/
#include "file.h"
#ifndef lint
FILE_RCSID("@(#)$File: is_tar.c,v 1.44 2019/02/20 02:35:27 christos Exp $")
#endif
#include "magic.h"
#include <string.h>
#include <ctype.h>
#include "tar.h"
#define isodigit(c) ( ((c) >= '0') && ((c) <= '7') )
private int is_tar(const unsigned char *, size_t);
private int from_oct(const char *, size_t); /* Decode octal number */
static const char tartype[][32] = { /* should be equal to messages */
"tar archive", /* found in ../magic/Magdir/archive */
"POSIX tar archive",
"POSIX tar archive (GNU)", /* */
};
protected int
file_is_tar(struct magic_set *ms, const struct buffer *b)
{
const unsigned char *buf = CAST(const unsigned char *, b->fbuf);
size_t nbytes = b->flen;
/*
* Do the tar test first, because if the first file in the tar
* archive starts with a dot, we can confuse it with an nroff file.
*/
int tar;
int mime = ms->flags & MAGIC_MIME;
if ((ms->flags & (MAGIC_APPLE|MAGIC_EXTENSION)) != 0)
return 0;
tar = is_tar(buf, nbytes);
if (tar < 1 || tar > 3)
return 0;
if (mime == MAGIC_MIME_ENCODING)
return 1;
if (file_printf(ms, "%s", mime ? "application/x-tar" :
tartype[tar - 1]) == -1)
return -1;
return 1;
}
/*
* Return
* 0 if the checksum is bad (i.e., probably not a tar archive),
* 1 for old UNIX tar file,
* 2 for Unix Std (POSIX) tar file,
* 3 for GNU tar file.
*/
private int
is_tar(const unsigned char *buf, size_t nbytes)
{
const union record *header = RCAST(const union record *,
RCAST(const void *, buf));
size_t i;
int sum, recsum;
const unsigned char *p, *ep;
if (nbytes < sizeof(*header))
return 0;
recsum = from_oct(header->header.chksum, sizeof(header->header.chksum));
sum = 0;
p = header->charptr;
ep = header->charptr + sizeof(*header);
while (p < ep)
sum += *p++;
/* Adjust checksum to count the "chksum" field as blanks. */
for (i = 0; i < sizeof(header->header.chksum); i++)
sum -= header->header.chksum[i];
sum += ' ' * sizeof(header->header.chksum);
if (sum != recsum)
return 0; /* Not a tar archive */
if (strncmp(header->header.magic, GNUTMAGIC,
sizeof(header->header.magic)) == 0)
return 3; /* GNU Unix Standard tar archive */
if (strncmp(header->header.magic, TMAGIC,
sizeof(header->header.magic)) == 0)
return 2; /* Unix Standard tar archive */
return 1; /* Old fashioned tar archive */
}
/*
* Quick and dirty octal conversion.
*
* Result is -1 if the field is invalid (all blank, or non-octal).
*/
private int
from_oct(const char *where, size_t digs)
{
int value;
if (digs == 0)
return -1;
while (isspace(CAST(unsigned char, *where))) { /* Skip spaces */
where++;
if (digs-- == 0)
return -1; /* All blank field */
}
value = 0;
while (digs > 0 && isodigit(*where)) { /* Scan til non-octal */
value = (value << 3) | (*where++ - '0');
digs--;
}
if (digs > 0 && *where && !isspace(CAST(unsigned char, *where)))
return -1; /* Ended on non-(space/NUL) */
return value;
}
| C | 5 | thiagooak/php-src | ext/fileinfo/libmagic/is_tar.c | [
"PHP-3.01"
] |
#! /usr/bin/env perl
# Copyright 2006-2018 The OpenSSL Project Authors. All Rights Reserved.
#
# Licensed under the OpenSSL license (the "License"). You may not use
# this file except in compliance with the License. You can obtain a copy
# in the file LICENSE in the source distribution or at
# https://www.openssl.org/source/license.html
use strict;
use warnings;
use lib ".";
use configdata;
use File::Spec::Functions;
my $versionfile = catfile( $config{sourcedir}, "include/openssl/opensslv.h" );
my ( $ver, $v1, $v2, $v3, $v4, $beta, $version );
open FD, $versionfile or die "Couldn't open include/openssl/opensslv.h: $!\n";
while (<FD>) {
if (/OPENSSL_VERSION_NUMBER\s+(0x[0-9a-f]+)/i) {
$ver = hex($1);
$v1 = ( $ver >> 28 );
$v2 = ( $ver >> 20 ) & 0xff;
$v3 = ( $ver >> 12 ) & 0xff;
$v4 = ( $ver >> 4 ) & 0xff;
$beta = $ver & 0xf;
$version = "$v1.$v2.$v3";
if ( $beta == 0xf ) {
$version .= chr( ord('a') + $v4 - 1 ) if ($v4);
} elsif ( $beta == 0 ) {
$version .= "-dev";
} else {
$version .= "-beta$beta";
}
last;
}
}
close(FD);
my $filename = $ARGV[0];
my $description = "OpenSSL library";
my $vft = "VFT_DLL";
if ( $filename =~ /openssl/i ) {
$description = "OpenSSL application";
$vft = "VFT_APP";
}
my $YEAR = [localtime()]->[5] + 1900;
print <<___;
#include <winver.h>
LANGUAGE 0x09,0x01
1 VERSIONINFO
FILEVERSION $v1,$v2,$v3,$v4
PRODUCTVERSION $v1,$v2,$v3,$v4
FILEFLAGSMASK 0x3fL
#ifdef _DEBUG
FILEFLAGS 0x01L
#else
FILEFLAGS 0x00L
#endif
FILEOS VOS__WINDOWS32
FILETYPE $vft
FILESUBTYPE 0x0L
BEGIN
BLOCK "StringFileInfo"
BEGIN
BLOCK "040904b0"
BEGIN
// Required:
VALUE "CompanyName", "The OpenSSL Project, https://www.openssl.org/\\0"
VALUE "FileDescription", "$description\\0"
VALUE "FileVersion", "$version\\0"
VALUE "InternalName", "$filename\\0"
VALUE "OriginalFilename", "$filename\\0"
VALUE "ProductName", "The OpenSSL Toolkit\\0"
VALUE "ProductVersion", "$version\\0"
// Optional:
//VALUE "Comments", "\\0"
VALUE "LegalCopyright", "Copyright 1998-$YEAR The OpenSSL Authors. All rights reserved.\\0"
//VALUE "LegalTrademarks", "\\0"
//VALUE "PrivateBuild", "\\0"
//VALUE "SpecialBuild", "\\0"
END
END
BLOCK "VarFileInfo"
BEGIN
VALUE "Translation", 0x409, 0x4b0
END
END
___
| Perl | 5 | vanga-top/mediasoup | worker/deps/openssl/openssl/util/mkrc.pl | [
"0BSD"
] |
;;
;
; Name: single_bind_tcp_shell
; Version: $Revision: 1633 $
; License:
;
; This file is part of the Metasploit Exploit Framework
; and is subject to the same licenses and copyrights as
; the rest of this package.
;
; Description:
;
; Single portbind TCP shell.
;
; Meta-Information:
;
; meta-shortname=BSDi Bind TCP Shell
; meta-description=Listen on a port and spawn a shell
; meta-authors=skape <mmiller [at] hick.org>
; meta-os=bsdi
; meta-arch=ia32
; meta-category=single
; meta-connection-type=bind
; meta-name=bind_tcp_shell
; meta-basemod=Msf::PayloadComponent::BindConnection
; meta-offset-lport=0x1f
;;
BITS 32
%define USE_SINGLE_STAGE 1
%include "generic.asm"
%include "stager_sock_bind.asm"
shell:
execve_binsh EXECUTE_REDIRECT_IO
| Assembly | 3 | OsmanDere/metasploit-framework | external/source/shellcode/bsdi/ia32/single_bind_tcp_shell.asm | [
"BSD-2-Clause",
"BSD-3-Clause"
] |
title: Motovun Jack.pdf
type: application/pdf
tags: picture
| Unity3D Asset | 0 | 8d1h/TiddlyWiki5 | editions/tw5.com/tiddlers/images/Motovun Jack.pdf.meta | [
"BSD-3-Clause"
] |
////////////////////////////////////////////////////////////////////////////////
// ____ ____
// / /\/ /
// /___/ \ / Vendor: Xilinx
// \ \ \/ Version : 1.12
// \ \ Application : Virtex-6 FPGA GTX Transceiver Wizard
// / / Filename : vertex6_gtx_rx_component.v
// /___/ /\
// \ \ / \
// \___\/\___\
//
//
// Instantiation Template
// Generated by Xilinx Virtex-6 FPGA GTX Transceiver Wizard
//
//
// (c) Copyright 2009-2011 Xilinx, Inc. All rights reserved.
//
// This file contains confidential and proprietary information
// of Xilinx, Inc. and is protected under U.S. and
// international copyright and other intellectual property
// laws.
//
// DISCLAIMER
// This disclaimer is not a license and does not grant any
// rights to the materials distributed herewith. Except as
// otherwise provided in a valid license issued to you by
// Xilinx, and to the maximum extent permitted by applicable
// law: (1) THESE MATERIALS ARE MADE AVAILABLE "AS IS" AND
// WITH ALL FAULTS, AND XILINX HEREBY DISCLAIMS ALL WARRANTIES
// AND CONDITIONS, EXPRESS, IMPLIED, OR STATUTORY, INCLUDING
// BUT NOT LIMITED TO WARRANTIES OF MERCHANTABILITY, NON-
// INFRINGEMENT, OR FITNESS FOR ANY PARTICULAR PURPOSE; and
// (2) Xilinx shall not be liable (whether in contract or tort,
// including negligence, or under any other theory of
// liability) for any loss or damage of any kind or nature
// related to, arising under or in connection with these
// materials, including for any direct, or any indirect,
// special, incidental, or consequential loss or damage
// (including loss of data, profits, goodwill, or any type of
// loss or damage suffered as a result of any action brought
// by a third party) even if such damage or loss was
// reasonably foreseeable or Xilinx had been advised of the
// possibility of the same.
//
// CRITICAL APPLICATIONS
// Xilinx products are not designed or intended to be fail-
// safe, or for use in any application requiring fail-safe
// performance, such as life-support or safety devices or
// systems, Class III medical devices, nuclear facilities,
// applications related to the deployment of airbags, or any
// other applications that could lead to death, personal
// injury, or severe property or environmental damage
// (individually and collectively, "Critical
// Applications"). Customer assumes the sole risk and
// liability of any use of Xilinx products in Critical
// Applications, subject only to applicable laws and
// regulations governing limitations on product liability.
//
// THIS COPYRIGHT NOTICE AND DISCLAIMER MUST BE RETAINED AS
// PART OF THIS FILE AT ALL TIMES.
// Use the templates in this file to add the components generated by the wizard to your
// design.
//--------------------------- The GTX Wrapper -----------------------------
vertex6_gtx_rx_component #
(
.WRAPPER_SIM_GTXRESET_SPEEDUP (0) // Set this to 1 for simulation
)
vertex6_gtx_rx_component_i
(
//_____________________________________________________________________
//_____________________________________________________________________
//GTX0 (X0Y0)
//---------------------- Loopback and Powerdown Ports ----------------------
.GTX0_LOOPBACK_IN (),
//--------------------- Receive Ports - 8b10b Decoder ----------------------
.GTX0_RXCHARISK_OUT (),
.GTX0_RXDISPERR_OUT (),
.GTX0_RXNOTINTABLE_OUT (),
//------------- Receive Ports - Comma Detection and Alignment --------------
.GTX0_RXCOMMADET_OUT (),
.GTX0_RXENMCOMMAALIGN_IN (),
.GTX0_RXENPCOMMAALIGN_IN (),
//----------------- Receive Ports - RX Data Path interface -----------------
.GTX0_RXDATA_OUT (),
.GTX0_RXRESET_IN (),
.GTX0_RXUSRCLK2_IN (),
//----- Receive Ports - RX Driver,OOB signalling,Coupling and Eq.,CDR ------
.GTX0_RXEQMIX_IN (),
.GTX0_RXN_IN (),
.GTX0_RXP_IN (),
//---------------------- Receive Ports - RX PLL Ports ----------------------
.GTX0_GTXRXRESET_IN (),
.GTX0_MGTREFCLKRX_IN (),
.GTX0_PLLRXRESET_IN (),
.GTX0_RXPLLLKDET_OUT (),
.GTX0_RXRESETDONE_OUT (),
//-------------- Transmit Ports - 8b10b Encoder Control Ports --------------
.GTX0_TXCHARISK_IN (),
//----------------------- Transmit Ports - GTX Ports -----------------------
.GTX0_GTXTEST_IN (),
//---------------- Transmit Ports - TX Data Path interface -----------------
.GTX0_TXDATA_IN (),
.GTX0_TXOUTCLK_OUT (),
.GTX0_TXRESET_IN (),
.GTX0_TXUSRCLK2_IN (),
//-------------- Transmit Ports - TX Driver and OOB signaling --------------
.GTX0_TXDIFFCTRL_IN (),
.GTX0_TXN_OUT (),
.GTX0_TXP_OUT (),
.GTX0_TXPOSTEMPHASIS_IN (),
//------------- Transmit Ports - TX Driver and OOB signalling --------------
.GTX0_TXPREEMPHASIS_IN (),
//--------------------- Transmit Ports - TX PLL Ports ----------------------
.GTX0_GTXTXRESET_IN (),
.GTX0_MGTREFCLKTX_IN (),
.GTX0_PLLTXRESET_IN (),
.GTX0_TXPLLLKDET_OUT (),
.GTX0_TXRESETDONE_OUT ()
);
//---------------------Dedicated GTX Reference Clock Inputs ---------------
// Each dedicated refclk you are using in your design will need its own IBUFDS_GTXE1 instance
IBUFDS_GTXE1 q0_clk0_refclk_ibufds_i
(
.O (),
.ODIV2 (),
.CEB (),
.I (), // Connect to package pin AK6
.IB () // Connect to package pin AK5
);
| Verilog | 3 | Marslanali/fpga_vertex_6_gtx_Interface | vertex6_gtx_rx_component.veo | [
"MIT"
] |
PREFIX : <http://example.org/>
PREFIX xsd: <http://www.w3.org/2001/XMLSchema#>
SELECT ?s (STRDT(?str,xsd:string) AS ?str1) WHERE {
?s :str ?str
FILTER(LANGMATCHES(LANG(?str), "en"))
}
| SPARQL | 3 | alpano-unibz/ontop | test/sparql-compliance/src/test/resources/testcases-dawg-sparql-1.1/functions/strdt01.rq | [
"Apache-2.0"
] |
@0xe0b7ff464fbc7ee1;
struct Foo {
bar @0 :Text;
baz @1 :Text;
}
| Cap'n Proto | 2 | sahirgomez1/capnp-ts | packages/capnp-ts-test/test/integration/foo-new.capnp | [
"MIT"
] |
--TEST--
Enum prevent unsetting value
--FILE--
<?php
enum Foo: int {
case Bar = 0;
}
unset(Foo::Bar->value);
?>
--EXPECTF--
Fatal error: Cannot use temporary expression in write context in %s on line %d
| PHP | 3 | NathanFreeman/php-src | Zend/tests/enum/no-unsed-value.phpt | [
"PHP-3.01"
] |
# docker wrapper that returns a nushell table
def docker [
...args:string # command to be passed to the real docker command
] {
let data = (^docker $args --format={{json .}}|lines|each {$it|from json})
if Labels in ($data|get) {
$data|docker labels
} {
$data
}
}
# subcommand used to reformat docker labels into their own table
def 'docker labels' [] {
update Labels {
get Labels|
split row ','|
where ($it|str starts-with ' ') == $false|
split column '=' name value
}
} | Nu | 4 | CommonLoon102/scc | examples/language/docker.nu | [
"MIT",
"Unlicense"
] |
\ For testing REQUIRED etc
1+
| Forth | 0 | jamesbowman/swapforth | anstests/required-helper2.fth | [
"BSD-3-Clause"
] |
DROP TABLE IF EXISTS `User`;
CREATE TABLE `User` (
`id` varchar(255) COLLATE utf8mb4_unicode_ci NOT NULL,
`email` text COLLATE utf8mb4_unicode_ci NOT NULL,
`name` text COLLATE utf8mb4_unicode_ci,
`age` tinyint unsigned DEFAULT NULL,
PRIMARY KEY (`id`)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_unicode_ci;
INSERT INTO `User` (`age`, `email`, `id`, `name`)
VALUES (
NULL,
'a@a.de',
'576eddf9-2434-421f-9a86-58bede16fd95',
'Alice'
); | SQL | 3 | safareli/prisma | packages/client/src/__tests__/integration/errors/int-errors/setup.sql | [
"Apache-2.0"
] |
;;;;;::=--------------------------------=::;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;;;::=- SuperCollider server options -=::;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;;;;;::=--------------------------------=::;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
(defun server-options ()
#m(arch undefined ; - the target architecture [current host]
attrs () ; - list of additional target attributes
channels undefined ; - attempts to force num of output audio channels
compile undefined ; - compiles xtm file to native executable
cpu undefined ; - the target cpu [current host]
device-name undefined ; - a regex to match the name of the audio device
;; to use (output or duplex) (overrides index)
device undefined ; - the index of the audio device to use (output or
;; duplex)
frames 64 ; - attempts to force frames [64]
inchannels undefined ; - attempts to force num of input audio channels
indevice-name undefined ; - a regex to match the name of the audio input
;; device to use (overrides index)
indevice undefined ; - the index of the audio input device to use
latency undefined ; - attempts to force audio output latency
noaudio undefined ; - set to 'true for no audio output: use a
;; "dummy" device (overrides 'device' option)
nobase undefined ; - set to 'true to not load base lib on startup
port 7099 ; - port for primary process
run undefined ; - path to a scheme file to load at startup
samplerate 48000 ; - audio samplerate [48000]
sharedir undefined ; - location of the Extempore share dir
;; (which contains runtime/, libs/, examples/,
;; etc.)
term nocolor ; - either ansi, cmd (windows), basic (for simpler
;; ansi terms), or nocolor
timediv 1 ; - timed sub divisions of FRAMES for scheduling
;; engine (1 = no division which is the default)
))
(defun server-options->strings (opts)
(maps:fold (lambda (k v acc)
(if (or (== v 'undefined) (== v '()))
acc
(lists:append acc (list
(lists:flatten (lfe_io_format:fwrite1 "--~p=~p"
`(,k ,v)))))))
'()
opts))
;; This function is for display purposes when used in the REPL
;; and needs to be the last function in the include file.
(defun |-- loaded include: xt/options --| ()
'ok) | LFE | 4 | ioolkos/undertone | include/xt/options.lfe | [
"Apache-2.0"
] |
{{ flashSession.output() }}
<div class="row">
<div class="col-sm-12">
<div class="card card-secondary">
<div class="card-header">
<h3 class="card-title">
Migrations List
<br/>
<small>All migrations that we managed to find</small>
</h3>
<div class="card-tools">
{{ link_to(webtools_uri ~ "/migrations/generate", "Generate", 'class': 'btn btn-primary pull-right') }}
</div>
</div>
<div class="card-body">
<table class="table table-hover table-bordered">
<thead>
<tr>
<th>Version</th>
<th>Migration</th>
<th>Size</th>
<th>Owner</th>
<th>Last modified</th>
</tr>
</thead>
<tbody>
{%- if migrations_dir is empty -%}
<tr class="warning">
<td colspan="1">
<p class="text-center">
Sorry, Phalcon WebTools doesn't know where the migrations directory is.<br>
Please add the valid path for <code>migrationsDir</code>
in the <code>application</code> section.
</p>
</td>
</tr>
{%- else -%}
{% for version, migration_files in migrations %}
{% set rowspan = count(migration_files) %}
{% set start = rowspan > 1 %}
{% for file in migration_files %}
<tr title="{{ version }}">
{% if rowspan <= 1 %}
<th class="migration-version">{{ version }}</th>
{% else %}
{% if start is true %}
<th rowspan="{{ rowspan }}" class="migration-version">{{ version }}</th>
{% set start = false %}
{%- endif -%}
{%- endif -%}
<td>{{ file.name }}</td>
<td>{{ file.size }} b</td>
<td>{{ file.owner }}</td>
<td>{{ file.modified_time }}</td>
</tr>
{% endfor %}
{% endfor %}
{%- endif -%}
</tbody>
</table>
</div>
</div>
</div>
</div>
| Volt | 3 | PSD-Company/phalcon-devtools-docker | src/Web/Tools/Views/migrations/index.volt | [
"BSD-3-Clause"
] |
// 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-x4-(UL)-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(0.21686034, 0.010273451, 0.15376332, -0.22370663, -0.14823641, 0.05847777, -0.11170672, -0.2794799, 0.31577533, -0.105595954, 0.22051519, -0.3041742, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.18516932, -0.55408335, -0.21974638, -0.12663211, 0.15778883, -0.00079428876, 0.09723738, 0.24894303, 0.5431219, 0.46600795, 0.25859228, 0.5342776, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.09650102, 0.14374134, 0.009930892, 0.20204046, 0.29794076, -0.2009416, 0.40836716, -0.10684464, -0.10803752, 0.05385496, -0.14949757, 0.11512128, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(-0.13328597, -0.05603695, 0.2066786, -0.2341972, -0.312389, -0.11184745, 0.41893005, -0.38365173, 0.10591462, -0.17695336, -0.5522976, -0.37277612, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(-0.5247597, 0.44467092, 0.15017024, 0.23272365, -0.004378827, 0.5503159, 0.06559786, 0.63450027, -0.2821488, 0.70697284, 0.06037206, 0.14824837, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(0.27582723, 0.28981453, -0.27953598, -0.38641593, -0.069845125, -0.2876848, 0.42303023, 0.2096282, -0.46025985, 0.019995337, 0.14215434, -0.0032444412, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(-0.3542521, -0.1290754, -0.33536354, 0.07639946, -0.21480027, 0.5740277, -0.2068473, -0.24294598, 0.06887606, 0.12432943, -0.2565582, 0.00022530541, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.34990567, -0.117348365, 0.16015093, 0.2501366, 0.19090433, -0.5718451, -0.22541083, 0.00674141, -0.1110584, -0.13668513, 0.14688468, -0.021032542, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.11405209, -0.19855933, 0.18547794, 0.22860141, 0.13999332, 0.14210562, -0.33748418, -0.122842506, -0.15546343, -0.024134178, -0.21489416, -0.0865141, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.006117499, -0.0031791371, 0.048566718, -0.021858927);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-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(0.10929366, 0.327926, 0.4713077, 0.19815566, 0.09252597, -0.12897652, 0.14017919, -0.117154755, 0.07230293, 0.10565211, 0.047754508, -0.1503215, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.0026017402, -0.056956105, 0.0695359, -0.40459624, -0.41438407, -0.24114844, 0.673736, 0.22991985, 0.17312498, -0.36519593, -0.3227756, -0.31550214, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.3247658, 0.18215618, -0.21491867, 0.10206452, 0.35056487, -0.04285168, -0.34823352, 0.2470923, 0.25979036, -0.48504788, -0.13086547, 0.099075995, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(-0.040807806, -0.30899513, 0.2068589, 0.17732157, -0.086111076, 0.3898061, -0.11504756, -0.20005062, -0.29525205, -0.107833266, 0.227913, 0.06954518, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(0.4532243, 0.21249862, -0.24575852, 0.11716148, 0.13279238, 0.8276753, -0.100262396, -0.14868626, -0.05340188, 0.44897172, 0.18865296, -0.57959807, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(-0.4039624, 0.09238004, -0.0056891013, 0.67555726, 0.14713438, -0.18302856, 0.022408731, 0.26836616, -0.4203644, -0.3223556, -0.476889, -0.36540377, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(0.07463623, -0.13695839, 0.19964464, 0.034749743, 0.0656226, -0.12622209, -0.18529165, -0.2443194, -0.14840299, 0.010471225, -0.30794603, 0.06472215, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.24495342, 0.2709279, 0.46451533, -0.1110042, 0.059573397, 0.08838069, -0.45778695, -0.090110734, 0.014180886, -0.3838859, -0.154384, 0.3170096, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.10225649, 0.17237318, 0.12612183, 0.13250452, -0.21184945, -0.014274503, -0.03265513, -0.1426008, -0.51739746, -0.20366845, 0.29887617, 0.16982934, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.006826314, 0.00461317, -0.026852833, -0.057010923);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf2
//!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(0.0471075, 0.31225806, -0.37929785, 0.43969426, -0.0020258147, -0.17849202, 0.18287076, 0.5349646, 0.26426196, -0.07494979, 0.043889828, 0.083557904, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.30102602, -0.20380482, -0.48910898, -0.132322, 0.056846913, 0.123972304, 0.16173325, 0.07034413, -0.21596576, -0.069037, 0.3502346, 0.25920063, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.45725793, 0.33194527, 0.31424007, 0.02424403, -0.5363229, -0.29947516, -0.1431686, 0.42444733, 0.22996962, 0.2109503, -0.09393614, 0.33772293, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(-0.024214078, 0.33155, 0.20300971, -0.36914715, -0.16345179, 0.5682778, -0.26810458, -0.42982668, -0.14192776, -0.110919, 0.42419475, -0.1473602, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(0.18150777, -0.47733742, 0.10404226, 0.21457794, 0.37720117, 0.13280968, 0.008208851, 0.059821837, 0.443415, 0.030501857, 0.13587411, 0.080713995, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(-0.18850364, -0.3472835, 0.49484876, -0.06648983, 0.03814947, 0.27776024, -0.04688367, 0.61331964, -0.2776909, -0.36696884, 0.03983977, -0.35913125, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(0.19481012, -0.08641656, 0.011285091, -0.35443705, -0.17543805, -0.45401692, -0.5278059, -0.14485542, 0.006704323, -0.17372592, -0.07998461, 0.1811669, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.0059836046, 0.053937424, -0.2764704, 0.096112974, 0.36684337, 0.26575375, 0.563075, 0.45542747, 0.15248352, 0.11391156, -0.29306483, -0.1514665, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.035114568, -0.13244304, -0.07839212, 0.39952558, 0.06760725, 0.2142741, -0.020275498, 0.3155373, 0.16888031, 0.24090965, -0.3730481, 0.1806138, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(-0.005380107, -0.017430196, 0.03937373, 0.0043463805);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x3
//!HOOK MAIN
//!BIND MAIN
//!SAVE conv2d_tf3
//!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(0.049419224, 0.15691243, 0.39030707, 0.017580656, 0.08154996, -0.23705184, -0.15799701, 0.040712252, -0.3821994, 0.07067287, 0.01839085, 0.030687721, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.020802025, 0.33823022, -0.052135084, 0.3542869, -0.0027859134, 0.44006044, -0.16127233, -0.22381315, 0.2574494, -0.25050887, 0.20496298, 0.009993323, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.08769917, -0.1953583, 0.05949845, 0.01795218, 0.3972092, -0.044264503, -0.4756617, 0.37460735, 0.09788464, 0.48144168, 0.080894485, 0.06296183, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.018645043, 0.019118845, 0.19234078, -0.39879698, 0.3848868, 0.104610726, 0.29154545, -0.028288463, -0.31086552, 0.5709823, -0.22434935, -0.5021053, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0);
result += mat4(0.46135244, 0.07460708, -0.20591648, -0.31916717, -0.38675314, 0.107762225, 0.39979035, -0.6061402, -0.40462908, -0.17135368, 0.26059985, 0.033156518, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0);
result += mat4(-0.057017997, 0.39801362, 0.26862207, -0.28336683, 0.23420385, -0.17003912, 0.017628595, -0.21126425, -0.23548096, -0.2774119, 0.18068078, 0.013097709, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0);
result += mat4(0.14194304, -0.15504828, 0.008901963, 0.30057347, -0.4207854, -0.07842078, -0.073276505, -0.2544436, 0.1802911, 0.2420754, -0.42773435, 0.2522558, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0);
result += mat4(0.19879274, -0.037631564, -0.48757973, 0.17617616, 0.12550192, 0.25250614, -0.69017535, -0.3262703, -0.42006296, -0.5177533, -0.45128047, -0.32255673, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0);
result += mat4(-0.11818855, 0.023456054, -0.3039647, 0.01846073, 0.27628344, 0.087394774, -0.31707954, -0.1830862, 0.48208076, 0.08061034, -0.0324067, -0.11835895, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0);
result += vec4(0.0015710528, -0.040573142, -0.0067538484, 0.017224679);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_tf2
//!BIND conv2d_tf3
//!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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.16682588, 0.16400978, 0.1757737, -0.021072395, 0.06539432, -0.16751267, 0.058869474, -0.099648096, 0.17858149, 0.069162704, 0.060763087, -0.0552454, 0.1828016, 0.033170946, 0.02926846, -0.028046839) * go_0(-1.0, -1.0);
result += mat4(-0.16627714, 0.038792863, 0.21548623, 0.089160435, 0.14856382, 0.015014318, -0.21442959, -0.022967536, 0.17467047, -0.009386143, -0.10867876, -0.10340466, 0.02159861, 0.06991594, -0.1119627, -0.066545576) * go_0(-1.0, 0.0);
result += mat4(-0.052230895, -0.018615242, -0.11445917, 0.20970617, -0.084426574, -0.013301296, 0.04667932, -0.07582495, 0.07844388, 0.00012446557, -0.07266012, 0.08583548, -0.02102188, -0.11897397, -0.11998327, -0.18759511) * go_0(-1.0, 1.0);
result += mat4(-0.04358097, 0.014953064, -0.074998334, -0.19127296, 0.16845511, -0.04516635, 0.02583239, -0.047779176, -0.12151052, -0.1124019, 0.029203191, -0.018370887, -0.14904961, -0.09657445, 0.020365175, -0.05846497) * go_0(0.0, -1.0);
result += mat4(0.25461844, -0.060104672, -0.14170858, 0.069125645, -0.1670495, 0.09117099, -0.05437694, -0.03770912, 0.07687557, -0.019987138, -0.03828993, -0.036767155, -0.17758714, 0.2593606, -0.04066676, 0.055565428) * go_0(0.0, 0.0);
result += mat4(0.08597206, -0.011373685, 0.11531317, -0.13527994, 0.01074891, 0.022915367, -0.05613657, -0.0019634536, -0.046051264, 0.04448185, -0.26410443, -0.08412236, 0.07554895, -0.39869463, -0.23130144, 0.060447454) * go_0(0.0, 1.0);
result += mat4(0.08946055, 0.08202704, 0.079762414, -0.048531603, 0.08040403, 0.010686519, -0.087924965, -0.031123916, 0.016973065, 0.010001628, -0.011202491, -0.03149303, 0.03803412, -0.008884727, -0.18052368, -0.09137474) * go_0(1.0, -1.0);
result += mat4(-0.02726759, 0.21556567, 0.004814665, 0.057784032, 0.07907243, 0.033794418, -0.02036775, 0.0027191124, 0.08991113, 0.098211594, 0.07318809, -0.12720437, -0.060651563, 0.14401628, -0.035520233, -0.14350496) * go_0(1.0, 0.0);
result += mat4(-0.036229495, -0.023633955, 0.23254488, -0.025807278, -0.027887143, 0.015893005, -0.010803646, -0.15636021, -0.13111556, 0.024331553, -0.01490455, 0.13553609, 0.027496863, -0.25810578, -0.1345966, 0.09652125) * go_0(1.0, 1.0);
result += mat4(0.11428291, 0.27346528, 0.1849472, 0.24622405, 0.050756928, 0.07492283, 0.01873704, -0.0929874, 0.04518344, 0.06052399, -0.08201803, 0.023678334, -0.054044113, 0.07687756, -0.24156125, 0.118543856) * go_1(-1.0, -1.0);
result += mat4(-0.10255773, 0.058314987, -0.012948728, 0.22051606, 0.08234475, -0.024384284, -0.066541836, -0.0045136414, 0.14321695, -0.021375086, -0.018986465, 0.25354996, 0.032398373, 0.0074365274, -0.07150176, -0.0842891) * go_1(-1.0, 0.0);
result += mat4(-0.3070068, 0.13025287, 0.09119921, -0.014824796, -0.25336218, 0.13276166, 0.07451352, 0.071450256, -0.04538872, -0.06761559, -0.08009838, 0.053507026, -0.028579384, 0.12820083, -0.05414399, 0.02820338) * go_1(-1.0, 1.0);
result += mat4(0.25568405, -0.09424015, 0.064411856, 0.037094396, 0.089236505, 0.11341471, 0.06519967, -0.11673984, -0.07431905, 0.032323904, 0.012612807, -0.037857708, -0.09549262, 0.019785486, 0.11215783, -0.08178563) * go_1(0.0, -1.0);
result += mat4(-0.12977616, 0.052315574, 0.19321385, -0.23796389, -0.1430282, 0.033092096, 0.13771, -0.1681169, 0.07370609, -0.06530381, 0.023147697, 0.11661184, 0.009935798, -0.033072658, -0.1157439, 0.167107) * go_1(0.0, 0.0);
result += mat4(0.022870995, -0.051999938, 0.09499206, -0.050381728, -0.07750411, -0.07534439, -0.15148367, 0.10671288, -0.07895085, 0.08590099, -0.039177563, 0.04156403, 0.03901156, 0.0019494012, -0.082597494, -0.045954913) * go_1(0.0, 1.0);
result += mat4(0.18670611, 0.04035675, 0.010265794, 0.13104586, 0.015118543, 0.020945968, -0.08077425, 0.12478306, 0.033348877, -0.050095998, -0.021956673, -0.15989247, 0.0703153, -0.22443427, 0.09721435, 0.09415636) * go_1(1.0, -1.0);
result += mat4(0.022562401, -0.21802509, -0.13968697, 0.030495679, 0.20164397, -0.14806582, -0.16575468, 0.07708878, -0.007932748, 0.0076615694, 0.06960648, -0.09071667, -0.071091525, 0.014406244, -0.04066828, 0.07381237) * go_1(1.0, 0.0);
result += mat4(0.098004915, -0.15594271, 0.16878232, -0.13722226, 0.22940964, -0.009132059, -0.00984221, -0.10996952, -0.1617233, -0.011615988, -0.064739786, -0.21046808, 0.029180123, -0.10817059, 0.081083305, -0.124370016) * go_1(1.0, 1.0);
result += mat4(0.04555113, -0.038119707, -0.037176583, -0.22539136, 0.057313137, 0.0024502992, 0.11532159, -0.006040425, 0.013644908, -0.22676414, 0.045331072, 0.12293299, 0.022487158, -0.061195657, -0.15630952, -0.04152167) * go_2(-1.0, -1.0);
result += mat4(0.019613482, 0.07709181, -0.0667477, 0.030783981, -0.051050212, 0.13300157, -0.02746384, 0.044673294, 0.041831452, -0.12082941, 0.24011718, -0.13198936, -0.12387437, 0.11518795, 0.12564468, 0.0048698136) * go_2(-1.0, 0.0);
result += mat4(0.018528216, 0.06411587, -0.12267898, -0.024469404, 0.13344407, 0.09435489, -0.11681974, 0.13422827, 0.23464775, -0.13637649, -0.13120876, 0.16024348, -0.1178978, -0.0033701332, 0.05109847, -0.121679015) * go_2(-1.0, 1.0);
result += mat4(0.008721387, 0.07300866, 0.056996226, -0.04116479, 0.2858162, -0.03170533, -0.06512709, 0.07614593, 0.02063735, -0.10648821, 0.06545271, -0.07760196, 0.11181356, 0.09734669, 0.06384592, 0.13856758) * go_2(0.0, -1.0);
result += mat4(-0.087809436, 0.026485445, -0.10262454, -0.067591794, -0.054495905, -0.13071996, 0.007614136, -0.18144777, 0.1451436, 0.076285824, -0.006134546, -0.09420317, 0.059833933, 0.084446974, -0.08009216, -0.07066621) * go_2(0.0, 0.0);
result += mat4(0.21006338, -0.12184664, -0.18929327, 0.07800224, -0.032166578, 0.042057462, 0.030147228, -0.18111266, 0.06385915, 0.056353245, -0.08566922, 0.246077, 0.022679256, -0.046758424, -0.013280484, 0.048559744) * go_2(0.0, 1.0);
result += mat4(-0.016968472, 0.06551541, 0.10248965, -0.019251779, 0.12909546, -0.061840314, -0.006220995, -0.027636442, -0.023421615, -0.13997608, 0.22226256, -0.00414297, -0.11852816, 0.0030413773, -0.0484824, -0.057998173) * go_2(1.0, -1.0);
result += mat4(-0.074645035, -0.037241343, 0.093852654, -0.08116666, 0.03477197, -0.115568645, -0.10765692, 0.0003785455, 0.059631344, 0.13411269, 0.17720251, 0.09270491, 0.004923464, 0.118155435, 0.051029027, 0.019561961) * go_2(1.0, 0.0);
result += mat4(-0.11729622, 0.08133092, -0.1565527, 0.1092305, -0.044586428, 0.038454134, 0.1805931, 0.065337844, -0.033772465, 0.18221322, 0.064187706, 0.15034407, -0.112804286, -0.09195703, -0.06559008, -0.029188333) * go_2(1.0, 1.0);
result += mat4(-0.10510915, -0.0776238, -0.02661216, -0.07667854, 0.015220721, -0.16932015, -0.15212865, -0.12440911, 0.10847065, 0.16949058, 0.20047556, 0.06391445, 0.06942035, 0.09796073, -0.04969445, 0.18864428) * go_3(-1.0, -1.0);
result += mat4(0.050649058, 0.07098103, -0.0473734, -0.017548949, 0.059222713, -0.11837112, -0.1502057, 0.13990685, 0.16519493, -0.007813526, -0.015865954, 0.11118964, -0.0921189, 0.11554642, 0.09068235, -0.054495323) * go_3(-1.0, 0.0);
result += mat4(0.010653917, 0.071099974, -0.008376932, 0.08623703, 0.037236527, 0.05155848, -0.10741108, -0.12480437, -0.036548067, -0.02779435, 0.21860917, 0.110088535, 0.12381749, 0.0013657579, 0.078342445, 0.15400365) * go_3(-1.0, 1.0);
result += mat4(-0.044285372, -0.080408566, -0.082381204, -0.05444333, 0.09583508, -0.04366566, -0.18833442, -0.048229303, 0.12010392, 0.028752124, 0.20307614, -0.025710972, 0.07631876, -0.039822593, -0.21747215, -0.11503206) * go_3(0.0, -1.0);
result += mat4(0.15301265, -0.0904066, -0.13152894, 0.025233751, -0.0096486695, -0.047325417, 0.015993157, -0.074668825, 0.03168052, -0.12000325, 0.048012275, 0.04170218, 0.087761246, 0.114786044, -0.15148023, -0.039366517) * go_3(0.0, 0.0);
result += mat4(0.020880366, -0.06214199, -0.007097687, 0.017239975, -0.10893327, 0.076604076, -0.06110473, -0.08351579, 0.057976708, -0.11395709, -0.07283605, 0.17210332, 0.13145506, -0.034735806, 0.079893544, 0.027503777) * go_3(0.0, 1.0);
result += mat4(-0.064012215, -0.009359275, 0.051874913, 0.07147825, -0.002497903, -0.072561875, 0.06659626, 0.05593401, -0.0019645633, -0.0017003771, 0.0058332747, -0.03824299, 0.092494816, -0.16331163, -0.07637431, -0.1316867) * go_3(1.0, -1.0);
result += mat4(-0.012422661, 0.19522803, 0.08242971, -0.022447145, -0.08470463, 0.013340826, 0.022906132, 0.0104356585, -0.05838931, -0.22278416, -0.07702832, -0.03898843, -0.2222767, 0.020577319, -0.048793092, -0.20062482) * go_3(1.0, 0.0);
result += mat4(0.101836815, -0.07303682, 0.06112855, 0.07785088, -0.000851969, 0.1227914, -0.0124482615, 0.042857908, -0.0614457, 0.021257306, -0.047207817, -0.17122878, -0.20265298, 0.05639956, 0.13556977, -0.38614172) * go_3(1.0, 1.0);
result += mat4(-0.088439435, -0.13450874, 0.023986593, 0.06869799, 0.05181423, -0.041318443, 0.23758505, -0.003188584, -0.20574366, -0.08783116, -0.16370814, -0.10861661, -0.04101733, -0.25832054, 0.024531696, -0.052762356) * go_4(-1.0, -1.0);
result += mat4(0.06963789, -0.1523674, -0.13724455, 0.02417662, -0.26311964, 0.048317496, 0.033046376, -0.073426016, -0.07795718, -0.06680464, -0.10631037, -0.17531694, -0.00028496052, -0.18643321, -0.06544361, -0.260227) * go_4(-1.0, 0.0);
result += mat4(0.041163392, 0.1538335, 0.024395503, -0.22399011, 0.2949855, -0.046959065, 0.15241133, 0.1848325, 0.0073397346, -0.017275874, 0.20777975, -0.086460754, -0.03622649, 0.06786584, -0.06431515, -0.01926139) * go_4(-1.0, 1.0);
result += mat4(0.05714057, 0.026254643, 0.06006601, 0.044767264, -0.13143657, 0.077170044, 0.0218321, 0.3374874, 0.11799663, 0.07651933, -0.18386526, 0.12819925, 0.0458167, 0.031566396, -0.02104284, 0.060249478) * go_4(0.0, -1.0);
result += mat4(-0.15578985, -0.043274876, -0.06848441, -0.22675386, 0.34348467, 0.04755662, -0.120318204, 0.21213302, 0.22091343, 0.12801792, -0.27103272, 0.009107759, 0.28275114, -0.2595034, -0.08657963, -0.1385154) * go_4(0.0, 0.0);
result += mat4(-0.048247293, 0.006379949, 0.07069376, -0.03797948, -0.07503996, 0.10124351, 0.25479224, -0.012689729, -0.13646767, 0.063495666, -0.10367744, 0.02457448, 0.09329864, 0.25692573, 0.14967956, -0.11331509) * go_4(0.0, 1.0);
result += mat4(0.11566507, -0.10061327, -0.15576088, -0.091777846, 0.008444853, -0.08745054, -0.033295806, 0.0029031383, -0.030447904, 0.0064194244, 0.09609729, -0.12425308, -0.13877183, 0.06545948, 0.018649856, -0.00038733307) * go_4(1.0, -1.0);
result += mat4(0.021538408, -0.031782147, 0.053700346, -0.023047661, 0.06118648, 0.09422846, 0.15563804, -0.019954393, 0.058209274, -0.096121445, 0.0006476186, 0.0044233687, 0.10033549, -0.05667658, 0.0046613375, -0.21005854) * go_4(1.0, 0.0);
result += mat4(0.09127173, -0.13292567, 0.026308151, -0.086961046, -0.00038384288, -0.021899618, -0.018954279, -0.06198408, 0.083354875, -0.07151073, 0.05365628, -0.07579846, 0.032780807, 0.2582205, -0.10887159, -0.08340997) * go_4(1.0, 1.0);
result += mat4(0.03234336, -0.09737819, 0.005996931, -0.029132001, -0.13736439, -0.019345973, -0.13236563, 0.06412147, -0.012885312, 0.003402039, 0.07691811, 0.053523198, 0.047960896, -0.15073822, 0.07127285, -0.12797488) * go_5(-1.0, -1.0);
result += mat4(0.0013998925, 0.10343592, -0.03278372, -0.04077459, -0.04884479, 0.019157771, -0.035050172, -0.1138655, 0.0073900735, 0.06231151, -0.057525188, -0.18135616, 0.054992713, -0.20210464, 0.07046144, -0.04294392) * go_5(-1.0, 0.0);
result += mat4(0.057260677, -0.09056544, -0.15916282, 0.099339016, 0.16303736, -0.18345179, -0.031675916, 0.010661271, -0.13354564, 0.009094732, -0.123463884, -0.16987814, 0.040181488, -0.12794387, 0.20167524, -0.0942567) * go_5(-1.0, 1.0);
result += mat4(0.028133342, -0.0070152264, 0.027720878, -0.17349002, 0.04688365, -0.050090306, 0.062954105, 0.07243229, 0.056431357, -0.041695453, 0.02747664, 0.050903425, 0.1544682, 0.36754557, -0.16574225, -0.045575242) * go_5(0.0, -1.0);
result += mat4(0.07568822, -0.015356766, 0.062736675, -0.12429261, 0.006161586, -0.06951273, 0.0054048044, 0.0028502627, 0.07468177, -0.051956825, -0.034254014, 0.0506702, 0.16182432, -0.036455415, 0.14812818, 0.06563189) * go_5(0.0, 0.0);
result += mat4(-0.029565258, 0.028832972, 0.052721135, -0.11605627, 0.016583271, 0.0783395, 0.08374811, -0.15612024, 0.050813407, -0.14781949, 0.050757557, 0.047298737, -0.054435518, -0.0947514, 0.05424098, 0.03920314) * go_5(0.0, 1.0);
result += mat4(0.02041634, -0.094589, 0.017068772, -0.016447546, -0.07200135, -0.0031161357, 0.10459771, -0.13401397, 0.04388721, 0.007574108, -0.024857935, 0.08437274, 0.017542962, 0.0050615096, 0.0025386487, -0.058008164) * go_5(1.0, -1.0);
result += mat4(-0.074039295, 0.01593561, 0.027271466, -0.01622838, -0.12313946, 0.29065675, 0.0666616, -0.0015515542, -0.027692154, 0.11814952, -0.15590793, 0.0016750757, -0.055199716, -0.11188217, -0.041076142, 0.055293556) * go_5(1.0, 0.0);
result += mat4(-0.087336674, 0.09597909, 0.032252833, 0.019957634, -0.14232716, -0.037647195, -0.018637605, 0.028734578, 0.098073855, -0.039794624, 0.092389226, 0.16911197, -0.009319175, 0.12036487, -0.011530916, 0.080162555) * go_5(1.0, 1.0);
result += mat4(-0.024965037, 0.006104625, 0.10367222, 0.07385069, -0.15523866, 0.18478672, -0.28199175, 0.03124214, -0.106478676, 0.1969974, -0.0022582007, 0.0043790154, 0.013964622, -0.10033643, 0.07260623, -0.124574065) * go_6(-1.0, -1.0);
result += mat4(0.1866749, 0.21620537, -0.012563025, 0.03262129, 0.1719916, -0.053168118, 0.1302181, 0.21435094, -0.13355109, 0.06338094, -0.21260814, -0.014875881, 0.2550572, 0.03543736, -0.028924052, 0.34301576) * go_6(-1.0, 0.0);
result += mat4(0.014582116, 0.107564695, 0.19177647, 0.047451418, -0.11816758, -0.037558496, 0.37259078, -0.018045045, -0.14484513, 0.014460476, -0.006206022, -0.22719343, 0.06953869, -0.036870986, -0.0055092354, 0.21955575) * go_6(-1.0, 1.0);
result += mat4(0.25376984, 0.03961877, 0.12551436, 0.33974785, -0.27738678, -0.012565747, 0.08306037, -0.16246852, -0.09256709, 0.06350151, -0.0019622499, 0.14914742, 0.21517865, 0.15766472, 0.4066891, -0.20577961) * go_6(0.0, -1.0);
result += mat4(0.21415462, -0.0642115, -0.28112733, 0.27817658, -0.20207204, -0.06520876, -0.13293326, 0.0953727, 0.11732344, -0.02437645, 0.07841982, 0.081664644, 0.15626748, -0.06634179, 0.0855079, 0.34586227) * go_6(0.0, 0.0);
result += mat4(-0.05047869, 0.16492498, 0.11043203, 0.0057451506, 0.1889248, 0.007079426, -0.058276135, 0.21064675, -0.059098043, -0.19127457, -0.013977541, -0.1847022, -0.051189642, -0.27713004, 0.09603268, 0.36067933) * go_6(0.0, 1.0);
result += mat4(-0.067639776, -0.22933814, -0.07072787, -0.09514877, 0.0036013937, 0.054084364, 0.16150047, -0.09798026, -0.025709623, -0.04036443, -0.09191741, 0.12434371, 0.011584389, 0.0500184, 0.13453145, -0.04406909) * go_6(1.0, -1.0);
result += mat4(0.093614265, 0.08832574, -0.019384595, 0.33492145, 0.024007287, 0.20037757, 0.06563748, -0.08472612, -0.07865445, -0.017250929, -0.21227354, -0.15559788, 0.22698876, -0.062241085, -0.050376724, 0.104179695) * go_6(1.0, 0.0);
result += mat4(0.1361344, -0.054771457, 0.21874528, -0.13601023, 0.04159267, 0.04265182, -0.1952905, -0.006956085, -0.039083548, 0.12852322, 0.001135891, -0.12257516, 0.20699623, 0.037602983, -0.23034777, 0.2659882) * go_6(1.0, 1.0);
result += mat4(0.0074865655, -0.05454164, 0.0086328, 0.12537627, -0.19097276, 0.010964307, 0.09877973, -0.060631316, 0.0035393643, -0.010404835, 0.056712646, -0.13026424, -0.08125458, 0.08328297, -0.024453856, -0.019881193) * go_7(-1.0, -1.0);
result += mat4(0.2146004, 0.009173491, 0.06430178, 0.1115497, 0.2286379, 0.07678605, -0.074050754, -0.4544871, 0.04180918, 0.02466224, 0.049769487, -0.040270872, 0.031240942, -0.015997326, -0.05564773, 0.13276885) * go_7(-1.0, 0.0);
result += mat4(-0.024886066, -0.10454424, -0.008339705, -0.19566591, 0.017025474, -0.05540896, -0.14112535, 0.028222617, -0.110432364, -0.0370566, -0.060746565, -0.004373458, -0.110383295, 0.06892138, 0.057743933, 0.023001496) * go_7(-1.0, 1.0);
result += mat4(-0.07039479, -0.08098219, -0.0517122, 0.14518479, -0.0024635883, 0.08573159, 0.08298556, 0.19724075, 0.08604213, 0.026222989, 0.039014954, 0.027334757, 0.032409273, -0.012616069, 0.20315504, -0.18313569) * go_7(0.0, -1.0);
result += mat4(-0.25649765, 0.027311508, 0.18878505, -0.16631337, 0.077981934, 0.14177446, -0.045889527, 0.08531879, 0.05342123, 0.07260306, -0.024213074, -0.01107666, 0.10646281, 0.020352455, -0.06365357, -0.09970133) * go_7(0.0, 0.0);
result += mat4(-0.11130239, 0.07479549, -0.06315088, -0.08944423, 0.23731343, -0.059101656, -0.03792892, -0.08729022, -0.044306744, 0.098353304, -0.026851522, 0.055906583, -0.0229506, 0.007420558, -0.05338183, 0.07801898) * go_7(0.0, 1.0);
result += mat4(0.10403469, 0.11227043, -0.21066704, -0.09841933, 0.1123802, -0.09163859, 0.029262666, -0.02716128, -0.07741291, -0.12595192, 0.056868527, 0.11314479, 0.068367966, -0.048116703, 0.03942078, -0.049022034) * go_7(1.0, -1.0);
result += mat4(0.06663052, -0.18349448, -0.060040575, -0.034590982, 0.19210911, -0.16136944, 0.1027474, -0.026148252, 0.1331118, 0.08373371, 0.07543836, -0.0821376, -0.08116568, 0.028726097, -0.039574195, 0.12940447) * go_7(1.0, 0.0);
result += mat4(-0.0755444, -0.02010773, 0.12867439, -0.1612916, 0.11019535, -0.036212057, 0.08348267, 0.076423444, 0.103842124, 0.043353815, 0.005119714, -0.041111667, 0.19236392, -0.094081365, 0.088794835, -0.0032366752) * go_7(1.0, 1.0);
result += vec4(0.025721604, 0.008808415, -0.0029403395, 0.03648866);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_tf2
//!BIND conv2d_tf3
//!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_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.05523119, -0.09518896, 0.08921959, -0.13052566, -0.013512739, 0.047997378, 0.16674618, 0.019661155, 0.1088371, 0.040083896, -0.004689575, -0.036687367, -0.015716005, 0.049643658, -0.011459498, -0.064227246) * go_0(-1.0, -1.0);
result += mat4(-0.0014415162, -0.14803964, -0.10233617, -0.025700033, 0.09305118, -0.041833147, -0.017107604, -0.050550215, -0.055211663, 0.009147919, 0.07102604, 0.0067789825, 0.017316047, 0.032877374, 0.15263063, 0.031808965) * go_0(-1.0, 0.0);
result += mat4(0.11732844, 0.0910447, -0.081579626, 0.013813927, -0.07561606, 0.07621211, -0.08448194, 0.054920398, -0.043369707, 0.07710235, 0.04483282, -0.065252446, -0.01860033, -0.09282624, -0.042522658, -0.015202259) * go_0(-1.0, 1.0);
result += mat4(0.045474872, 0.10024481, -0.06166239, 0.12003297, -0.016422411, -0.05285928, 0.058388602, -0.1718166, 0.020738792, -0.0068486542, -0.04581591, -0.12065283, 0.06530598, -0.05116496, -0.01669561, 0.0024559954) * go_0(0.0, -1.0);
result += mat4(0.1193021, -0.25388858, -0.25403944, 0.048347283, -0.091768295, 0.082378544, -0.0510033, 0.017673727, 0.17033571, -0.14308529, -0.16331477, -0.04362767, -0.07888228, 0.14927958, -0.18066473, 0.089434035) * go_0(0.0, 0.0);
result += mat4(0.02403974, 0.08044914, -0.01426072, 0.03443945, -0.014536994, 0.02533013, 0.16955474, 0.0822529, -0.0060408474, 0.019831115, 0.04393656, 0.15207846, 0.05056048, 0.124797806, -0.139311, 0.09310812) * go_0(0.0, 1.0);
result += mat4(0.03542925, 0.11915315, -0.1311098, 0.09819034, -0.009666393, 0.029037869, 0.023572456, 0.020142581, 0.03380651, -0.08997595, -0.017141165, -0.018526986, 0.05253317, 0.049661253, -0.065568395, -0.091917224) * go_0(1.0, -1.0);
result += mat4(-0.07639606, -0.054812707, 0.057559833, -0.09068783, 0.11863554, -0.017611986, -0.18931979, -0.005461553, 0.10720041, 0.15927693, -0.0123401, 0.18948005, 0.041474298, -0.10943666, 0.06085662, 0.003503111) * go_0(1.0, 0.0);
result += mat4(0.055770155, 0.02822951, 0.09700467, -0.050730113, 0.03784999, -0.08229594, -0.02861142, 0.07229477, 0.121336035, 0.056729127, 0.04663669, -0.007550928, 0.16710907, 0.009395554, -0.008610169, 0.11862871) * go_0(1.0, 1.0);
result += mat4(0.13294618, -0.06904705, -0.20041288, 0.19415551, 0.01685586, 0.038024202, 0.13990912, -0.046226025, 0.0797283, -0.05583546, 0.028278789, -0.1492692, -0.11463168, 0.058183275, 0.049645618, 0.039629117) * go_1(-1.0, -1.0);
result += mat4(-0.18696861, -0.13563703, 0.032692514, -0.10432131, 0.02230654, -0.07747905, 0.14739737, 0.11521728, 0.0729215, 0.15747418, 0.025431354, 0.14331931, -0.1488298, 0.10179947, -0.101467535, -0.033923466) * go_1(-1.0, 0.0);
result += mat4(0.081285305, 0.026952317, -0.085190386, -0.10324916, -0.0015412258, 0.08588591, -0.19694312, -0.08696667, 0.023812002, 0.014004666, 0.0023922345, -0.014925462, 0.053948395, 0.026938133, 0.07743994, 0.069554806) * go_1(-1.0, 1.0);
result += mat4(0.13122624, 0.04613391, -0.05911036, -0.071337715, 0.14670388, 0.10637735, 0.120025985, -0.14935657, 0.17701747, 0.023492154, -0.028118515, 0.00088938075, -0.19212362, -0.20968609, 0.21538667, 0.26384237) * go_1(0.0, -1.0);
result += mat4(-0.054812234, -0.08416403, 0.0260952, -0.008515731, -0.142125, 0.02519786, 0.03312871, 0.0462577, 0.09721707, 0.013835848, -0.102207415, -0.10014805, 0.10402717, 0.08674653, 0.04860208, -0.06947179) * go_1(0.0, 0.0);
result += mat4(0.034799274, 0.024590576, -0.19037321, 0.03151982, -0.06556395, 0.006009085, -0.054991134, -0.06431149, -0.015655322, -0.0699281, 0.049673237, 0.06879375, -0.09895477, 0.0019435796, -0.0021232502, -0.06291184) * go_1(0.0, 1.0);
result += mat4(-0.09569188, -0.04358026, -0.056854516, -0.000111347676, 0.0853871, -0.028307417, 0.06702482, 0.032195363, -0.00012289426, 0.036054786, -0.07317682, -0.06055966, -0.008536366, -0.063153945, -0.13675526, 0.09815369) * go_1(1.0, -1.0);
result += mat4(0.060001787, -0.14248027, -0.18766588, -0.031177832, 0.25668815, 0.06644367, -0.10251424, 0.085613154, -0.07137866, -0.0390658, 0.07766741, -0.10317507, 0.025111878, 0.09819934, -0.2345668, -0.048678897) * go_1(1.0, 0.0);
result += mat4(-0.14977072, -0.087542735, -0.14482, 0.007347984, -0.08235114, -0.0005702134, 0.11287718, 0.021635564, -0.07436876, -0.11370213, 0.075715326, 0.06619972, 0.056717034, -0.020862443, -0.019998845, -0.051332474) * go_1(1.0, 1.0);
result += mat4(0.035570905, 0.13936782, -0.119994484, -0.1743154, 0.09265176, 0.067416996, -0.12855934, -0.03325352, -0.0010884873, -0.11393612, 0.26708764, 0.059674438, -0.06540884, -0.029078847, 0.0752755, 0.060898334) * go_2(-1.0, -1.0);
result += mat4(0.004282939, -0.074319474, -0.08570652, -0.08257143, 0.012451813, -0.052780382, -0.15148674, 0.080452204, -0.10941718, 0.04138225, -0.02822319, -0.1640315, 0.003044549, 0.13333072, 0.1302482, 0.117772214) * go_2(-1.0, 0.0);
result += mat4(-0.10399595, -0.06414262, 0.04463848, 0.03789655, 0.008393662, 0.096075214, 0.06362348, -0.08228957, 0.116857044, 0.107161805, 0.024692193, 0.20706779, -0.04162803, -0.021823602, -0.06078314, -0.08919124) * go_2(-1.0, 1.0);
result += mat4(0.21876146, 0.09191945, -0.1713131, -0.1695255, -0.14229187, 0.16128044, -0.042203654, -0.019452719, -0.11618261, 0.058886774, 0.21331106, -0.10177181, -0.050883863, -0.026295587, -0.011005942, 0.031958587) * go_2(0.0, -1.0);
result += mat4(-0.19700775, 0.00011510546, 0.064185515, 0.101220824, 0.14517656, -0.12774344, -0.083788246, -0.17077136, 0.015813397, 0.03214562, -0.036940534, -0.22156641, -0.13669154, 0.1068224, 0.046991926, 0.15731399) * go_2(0.0, 0.0);
result += mat4(0.07979363, 0.1641743, 0.1953904, 0.12759592, 0.058493655, -0.067155585, 0.012606587, 0.047781534, 0.1679869, 0.099415414, -0.14752066, 0.103076465, 0.010993393, 0.04623457, 0.06644519, 0.06356699) * go_2(0.0, 1.0);
result += mat4(0.17410177, -0.021142596, 0.03832318, 0.05570731, -0.08795235, 0.08994314, 0.14860317, 0.110479094, -0.053650588, 0.11992882, 0.0786844, -0.029005896, 0.022813741, -0.097005606, 0.043160316, 0.14180337) * go_2(1.0, -1.0);
result += mat4(0.020900672, 0.070728056, -0.058542836, 0.10948163, -0.044124976, -0.08577386, 0.1291225, -0.058463164, 0.10717037, 0.087889396, -0.19010662, -0.014903362, 0.066647105, 0.0008108183, -0.10592918, -0.16838996) * go_2(1.0, 0.0);
result += mat4(0.03863103, 0.061151855, 0.024460992, 0.00017194312, 0.16070026, -0.079970434, 0.14885707, 0.16158094, 0.07065171, -0.083885066, -0.0773903, 0.043984737, -0.13688512, 0.04315529, 0.029171892, -0.043184932) * go_2(1.0, 1.0);
result += mat4(-0.0032730796, -0.0678228, -0.1079233, -0.10729724, -0.0414774, -0.106715254, 0.021418726, -0.115363866, -0.021818358, 0.014319188, 0.27558854, 0.07177722, 0.16198973, -0.036741022, -0.039331302, 0.08528458) * go_3(-1.0, -1.0);
result += mat4(-0.0022572405, -0.12707013, 0.07970686, -0.033344477, 0.011235312, 0.029737111, 0.037241872, -0.027490782, 0.1667001, -0.22329094, 0.19529633, -0.06801771, 0.03439542, 0.09477615, -0.08548904, 0.02665781) * go_3(-1.0, 0.0);
result += mat4(0.023405857, -0.028674511, 0.17428322, 0.026365727, 0.059524775, 0.01696815, -0.11675319, 0.019108849, 0.043889746, -0.10923627, -0.06668395, -0.0001394108, -0.10932081, -0.10729272, -0.045865797, 0.058694717) * go_3(-1.0, 1.0);
result += mat4(0.028786171, -0.07996033, -0.042132188, 0.16268188, 0.01292829, -0.015771527, -0.11770419, 0.039871827, -0.067409195, -0.16829921, -0.12479334, -0.050815493, -0.0014285782, 0.037696563, 0.12936884, 0.24785544) * go_3(0.0, -1.0);
result += mat4(0.11821269, 0.02937396, 0.02528718, 0.02799023, -0.078774855, -0.13108966, 0.09530571, -0.12430738, -0.0658468, -0.014434043, -0.15922552, 0.10165563, 0.19187002, 0.0012871067, 0.13770217, 0.17639764) * go_3(0.0, 0.0);
result += mat4(-0.03887622, -0.043178383, -0.12944572, 0.0781853, -0.0343673, 0.15046304, 0.016929725, 0.010440784, 0.111742064, 0.20323086, -0.17518038, 0.20861465, 0.07141131, -0.1499564, 0.08331723, -0.018338641) * go_3(0.0, 1.0);
result += mat4(-0.09879554, -0.009893019, 0.0983551, 0.09640564, 0.041065227, 0.037249558, -0.048898797, -0.14597179, -0.036883067, -0.058221117, -0.061707452, 0.11114091, -0.04219781, -0.07160853, 0.025964098, -0.022408063) * go_3(1.0, -1.0);
result += mat4(-0.06854093, 0.033134002, -0.094440706, 0.03418527, 0.04887616, 0.14051184, -0.01767298, -0.020024845, -0.12027486, -0.14781527, 0.0006639068, 0.012838632, -0.0671156, -0.04252161, 0.16688527, 0.15175684) * go_3(1.0, 0.0);
result += mat4(-0.036188185, 0.009798812, -0.07980902, -0.018469814, -0.022443485, -0.057728596, 0.027371801, -0.004489727, -0.15019576, 0.063210264, 0.04545364, -0.094795585, -0.23649287, -0.2896298, 0.3047641, -0.02306759) * go_3(1.0, 1.0);
result += mat4(0.0710798, 0.055451605, -0.07648699, 0.13898383, -0.08452192, 0.11012541, -0.06281854, -0.05461686, -0.13105838, 0.041378103, 0.1423915, 0.022731576, -0.09423944, 0.042240687, 0.0055206236, 0.217599) * go_4(-1.0, -1.0);
result += mat4(0.07588608, 0.08921057, -0.0058231056, 0.026653443, -0.21734685, -0.006213704, -0.12702152, -0.07060434, 0.023911633, -0.06637617, -0.057719648, 0.0022903855, -0.009479896, -0.1350784, -0.16709046, 0.010745677) * go_4(-1.0, 0.0);
result += mat4(-0.10086355, 0.0110535165, 0.10848059, -0.07035538, 0.14857347, 0.14099321, 0.052920546, 0.0960118, 0.00702182, -0.009694436, -0.050239813, 0.11574682, -0.008785853, 0.117072344, 0.06994709, -0.0785332) * go_4(-1.0, 1.0);
result += mat4(-0.0033244858, -0.041283812, -0.0062056403, -0.079100005, 0.03710724, -0.20561017, -0.077498965, -0.089842565, -0.11496833, 0.014476948, 0.03424653, -0.011620334, -0.1081823, -0.036695667, -0.010624277, 0.19094554) * go_4(0.0, -1.0);
result += mat4(-0.10281635, 0.07619934, 0.24530065, 0.031338155, 0.2293712, 0.10000642, 0.2913761, 0.10625675, -0.19064593, -0.15475498, 0.017788576, -0.07991813, 0.13237537, 0.018305784, -0.021386296, -0.21711792) * go_4(0.0, 0.0);
result += mat4(-0.052176226, -0.0452586, 0.046231613, -0.011801034, 0.036633253, -0.106147125, -0.12706251, -0.14980705, 0.078584775, 0.09951909, -0.115246415, -0.07272013, -0.111544944, -0.03231619, -0.113790385, -0.12621674) * go_4(0.0, 1.0);
result += mat4(-0.10080901, -0.006650695, 0.0813086, 0.01621316, -0.049660202, -0.05663305, 0.060899526, 0.09370089, 0.1034699, 0.1313489, 0.08382034, 0.15258797, -0.007328495, -0.07970968, 0.13271572, 0.1248114) * go_4(1.0, -1.0);
result += mat4(0.0811457, 0.021604871, -0.0708046, 0.10275134, -0.059385683, -0.15250053, 0.15080771, 0.12262505, -0.015175936, -0.21616012, 0.11106964, -0.06573024, 0.1334304, 0.039077487, -0.0077960994, -0.082096316) * go_4(1.0, 0.0);
result += mat4(-0.026532508, 0.052564014, -0.13472368, 0.11765044, -0.045610473, 0.21229759, 0.14939204, -0.020855857, -0.12167336, 0.014780039, 0.005599771, -0.0366069, -0.114645116, 0.07955974, 0.025574045, -0.10698108) * go_4(1.0, 1.0);
result += mat4(-0.105111405, 0.01887759, 0.17108293, 0.030718861, -0.0036248523, -0.04220701, -0.1370944, 0.0610685, -0.08567308, 0.02382638, 0.04128756, 0.010917913, -0.0071965833, 0.11633362, -0.19415227, -0.06810197) * go_5(-1.0, -1.0);
result += mat4(0.17105678, -0.061937388, -0.12109572, -0.05737621, -0.010882215, 0.0077495095, -0.08858353, -0.037279226, -0.077877015, -0.08148342, -0.0128043005, -0.15990338, 0.06760134, 0.07077504, -0.077818625, 0.08186391) * go_5(-1.0, 0.0);
result += mat4(-0.04122479, -0.14456019, -0.00687704, -0.0023447806, -0.03724179, -0.01020969, 0.12662183, 0.0032528937, 0.0011372975, 0.0013715293, 0.042884655, 0.056097247, -0.023848789, 0.020091679, -0.056177765, -0.071522005) * go_5(-1.0, 1.0);
result += mat4(-0.10480783, -0.1623831, 0.16464269, 0.23841174, -0.13952696, -0.14506042, -0.0401578, 0.1833225, -0.1635158, -0.048028238, -0.026833056, 0.013035033, 0.33705005, 0.02140875, -0.0013267706, -0.13819021) * go_5(0.0, -1.0);
result += mat4(0.1160767, 0.060790952, -0.0724595, -0.04385768, 0.19978592, 0.0788206, 0.046029508, -0.049146708, -0.11248604, -0.09155754, 0.068832725, -0.03305183, 0.09853922, -0.22963063, 0.1005964, 0.08247126) * go_5(0.0, 0.0);
result += mat4(-0.028804837, 0.04783762, 0.026305035, 0.11646629, 0.022342246, 0.021584023, 0.0001582563, 0.04657554, 0.042147595, 0.10991348, -0.05957568, -0.035553932, 0.026858332, -0.048424963, 0.019152632, 0.019507838) * go_5(0.0, 1.0);
result += mat4(0.060836714, -0.022240432, -0.080111384, 0.012706318, -0.011927039, -0.036633156, -0.09807743, 0.001682814, -0.048570346, 0.022914637, 0.08297579, 0.07432916, -0.06689553, 0.07128321, 0.060760804, -0.053622015) * go_5(1.0, -1.0);
result += mat4(-0.08151351, 0.03328517, 0.0655914, 0.030473806, -0.20243235, -0.07587536, 0.059557915, -0.025496572, 0.08349247, 0.03562965, -0.013549137, 0.007226739, 0.02451737, -0.12500823, 0.17518938, 0.027817642) * go_5(1.0, 0.0);
result += mat4(0.111120775, 0.069498256, 0.109161, -0.07871808, 0.03341905, 0.093649514, -0.103547156, -0.0221692, 0.14756559, 0.08163537, -0.027058242, 0.012208241, -0.024274345, 0.036743194, 0.021657368, 0.08115235) * go_5(1.0, 1.0);
result += mat4(-0.016565295, -0.093153246, 0.07434916, 0.13516915, 0.066431835, -0.08160101, 0.22495477, -0.005786332, 0.050438188, -0.053129386, -0.19276144, -0.026223544, 0.07634501, 0.0152589185, 0.09015993, -0.12081901) * go_6(-1.0, -1.0);
result += mat4(-0.02868214, -0.09362387, 0.20420188, 0.2323043, 0.11400136, 0.005945724, 0.098368086, 0.08062859, 0.16150405, 0.035759013, -0.06049329, -0.043028176, 0.18725239, -0.16331641, -0.048589546, 0.0063477824) * go_6(-1.0, 0.0);
result += mat4(0.10109423, 0.028425362, 0.0021927503, -0.026673127, -0.061097544, -0.056787327, -0.19795562, -0.013237915, -0.010981921, -0.09065953, -0.13859056, -0.04323077, 0.040252034, 0.07637654, -0.11945002, 0.094968155) * go_6(-1.0, 1.0);
result += mat4(-0.3977607, -0.13790089, -0.055158988, -0.050174505, 0.052614894, -0.07778908, -0.015430888, 0.047986247, 0.14888169, -0.16543779, -0.2891003, -0.04342235, 0.30348074, 0.10824644, 0.10112518, -0.24783409) * go_6(0.0, -1.0);
result += mat4(0.23575824, 0.011677025, -0.085980736, -0.18474336, -0.046511535, -0.2450259, 0.015577409, 0.090929225, -0.23187812, 0.3062745, -0.008086566, 0.09375844, 0.17479296, -0.32219046, -0.17859502, -0.029911464) * go_6(0.0, 0.0);
result += mat4(0.0074331514, -0.0158369, -0.15111591, -0.0986743, -0.030352395, 0.25137565, 0.04130103, -0.0062408587, -0.1494196, 0.10451748, 0.17356388, -0.11889589, -0.21257852, 0.18119709, -0.32618928, -0.14297172) * go_6(0.0, 1.0);
result += mat4(-0.020291256, -0.12662272, 0.056155823, 0.057880387, 0.109167404, -0.08335087, -0.15138221, 0.047699973, 0.0058621103, -0.06914936, -0.073086455, 0.003365277, 0.22831668, -0.07399479, 0.024957279, 0.05620497) * go_6(1.0, -1.0);
result += mat4(0.07699637, 0.041208927, 0.06305996, 0.041955516, -0.08543101, 0.1444409, -0.08606257, -0.055031363, -0.10753908, 0.044322092, 0.15147197, -0.030209096, 0.009578645, -0.28745437, 0.182556, 0.019715844) * go_6(1.0, 0.0);
result += mat4(-0.075021446, -0.19192447, 0.1017877, -0.06666319, -0.14443877, 0.15312059, -0.073553406, -0.14337407, 0.08148258, 0.056119774, 0.12854706, -0.05987905, 0.08368831, -0.016305747, 0.07510809, 0.074687295) * go_6(1.0, 1.0);
result += mat4(-0.010471119, 0.13328238, 0.060071457, -0.03948096, 0.05319884, 0.17310601, -0.04464768, 0.08970178, 0.10060466, 0.03673445, -0.1702518, -0.16137329, -0.10923549, -0.080803566, 0.08140776, -0.023817802) * go_7(-1.0, -1.0);
result += mat4(0.013244887, 0.15331677, 0.09793132, 0.09692318, -0.1730623, 0.02818572, 0.05820418, -0.10480771, -0.009753599, 0.027658407, -0.08239695, -0.028878244, -0.13597834, -0.114619546, 0.12918031, -0.101478636) * go_7(-1.0, 0.0);
result += mat4(-0.1387837, -0.025863085, -0.07998665, -0.12072783, -0.02631342, 0.22394536, -0.044502188, 0.043130975, -0.054995466, -0.02638623, -0.03035314, -9.780792e-05, 0.10787078, 0.09983201, 0.048798468, -0.027303448) * go_7(-1.0, 1.0);
result += mat4(-0.030307472, 0.10377603, -0.048275083, -0.17565064, -0.0731305, -0.1687179, 0.049325664, 0.06664795, 0.15953282, 0.019989133, -0.12020434, 0.08591394, 0.016914282, 0.026901973, 0.058946334, -0.08739783) * go_7(0.0, -1.0);
result += mat4(-0.04967794, 0.07685563, 0.188108, 0.027708061, -0.12741639, 0.1113947, 0.080441244, -0.0532469, 0.18773162, -0.048492104, 0.10304353, -0.07217096, -0.03396989, -0.13489579, 0.0097981915, -0.07177994) * go_7(0.0, 0.0);
result += mat4(0.06648731, -0.013308226, 0.07468537, 0.018027442, 0.015774438, -0.12655127, 0.008981899, -0.10848047, 0.01785698, -0.037054867, 0.05375838, 0.026628552, -0.007766137, 0.021725474, -0.14604005, 0.07607764) * go_7(0.0, 1.0);
result += mat4(0.11879723, -0.015889695, -0.07713315, -0.069208734, 0.030487843, -0.01902965, 0.09156338, 0.11870824, -0.0053699217, 0.05143409, -0.07897252, -0.09999788, 0.037435826, 0.07663497, 0.0062756166, -0.007952132) * go_7(1.0, -1.0);
result += mat4(0.10580244, -0.036087725, -0.019035814, 0.033959202, 0.100345545, -0.1669388, 0.09289055, -0.0006761699, 0.05343634, 0.037503824, 0.08714516, 0.088569865, -0.08008031, -0.14313452, -0.0869759, -0.08801987) * go_7(1.0, 0.0);
result += mat4(0.006534133, 0.05105751, 0.1326258, -0.012239177, 0.058115125, 0.028674275, -0.09591513, -0.005499378, 0.041579086, -0.06331064, -0.045979768, 0.10551663, 0.112477005, -0.009950793, -0.1351577, 0.038971644) * go_7(1.0, 1.0);
result += vec4(0.05119014, 0.001999624, 0.0051741754, 0.006344799);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_tf2
//!BIND conv2d_tf3
//!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_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.113515526, 0.106837384, 0.20812881, 0.16897917, 0.041623022, -0.1039364, 0.19850619, 0.298937, -0.3082365, -0.031754434, 0.16342433, 0.37504506, 0.09699736, 0.010189174, 0.17887989, -0.09383025) * g_0;
result += mat4(0.10328652, -0.028724594, -0.03725655, 0.27347645, 0.10183029, -0.16081847, -0.10617321, 0.1901187, -0.03793219, 0.2775493, 0.14563474, 0.00840078, -0.17760493, 0.13339461, 0.089312814, 0.034915876) * g_1;
result += mat4(0.015832528, -0.045636576, -0.12128991, 0.2608647, 0.24673735, 0.10102276, 0.16210636, -0.46542636, -0.015267993, -0.15264183, 0.25447357, 0.031080268, 0.20901208, 0.14662905, -0.036634948, 0.0845752) * g_2;
result += mat4(0.09588151, 0.018494375, 0.027304746, 0.13447088, -0.06265565, 0.1733864, 0.334192, -0.113528445, 0.21299788, -0.1472667, 0.29488075, -0.1290995, -0.024090588, -0.3359844, -0.101115264, -0.2198912) * g_3;
result += mat4(-0.0139789, 0.21625891, 0.022689445, 0.06341661, -0.117535755, 0.2804869, -0.044223994, -0.19280532, 0.12332802, -0.038589306, 0.060168512, 0.003091399, 0.22361282, 0.20717236, -0.098680764, -0.3309222) * g_4;
result += mat4(-0.06628995, 0.12792988, 0.003792715, 0.1680786, -0.1342965, 0.41055954, 0.062222756, 0.049789477, -0.07372347, -0.18070233, 0.03299076, -0.09340363, 0.32073286, -0.07532172, -0.07331408, 0.20519489) * g_5;
result += mat4(0.086528674, 0.08663942, 0.25446007, -0.3459604, 0.08586162, -0.2900368, -0.24869849, 0.20104861, -0.5512707, -0.08311233, 0.14626856, -0.15290149, -0.1541716, 0.02692958, -0.0066374447, 0.37172756) * g_6;
result += mat4(-0.19816272, 0.08062059, 0.072980136, -0.1234166, 0.16083257, 0.07615364, 0.16252695, -0.31896582, -0.3006324, 0.24307664, 0.10824411, -0.22742745, -0.16614948, -0.22890756, -0.07267046, 0.09090352) * g_7;
result += mat4(-0.10712061, 0.071095675, -0.32983637, -0.09112012, 0.24694498, 0.09215849, 0.05334446, 0.077359654, -0.07286092, 0.34112877, -0.013829287, 0.06670894, -0.09276153, 0.072939105, -0.13622369, 0.14010417) * g_8;
result += mat4(0.11312907, -0.090158425, 0.3204081, 0.053531416, -0.253243, 0.12732224, -0.02162359, -0.34881824, 0.011340285, -0.2804999, -0.24482724, -0.06718974, 0.015262575, -0.0716948, -0.07537729, -0.20046124) * g_9;
result += mat4(0.046407733, 0.17073393, 0.027035931, -0.32520708, 0.47023183, -0.11385112, 0.10980019, 0.12331711, 0.039710827, 0.25615647, -0.06121073, 0.22643484, -0.053721283, -0.019124558, 0.24745707, -0.007544153) * g_10;
result += mat4(0.015645513, 0.24795622, -0.027034724, 0.091168396, 0.13050666, 0.19245213, -0.3235803, 0.12572092, -0.04100238, -0.2667382, -0.06869353, -0.18729845, -0.3253826, -0.15944591, -0.038754206, -0.022384685) * g_11;
result += vec4(-0.021124197, 0.065632634, 0.024891809, 0.072871104);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_tf2
//!BIND conv2d_tf3
//!BIND conv2d_2_tf
//!BIND conv2d_1_tf
//!SAVE conv2d_3_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_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.11699225, -0.011926791, 0.15968116, -0.28171888, -0.094884306, 0.12266288, -0.02869124, 0.124487214, 0.11344168, 0.27545413, -0.11473996, -0.18655725, 0.07444298, 0.20979966, -0.34344572, 0.09082154) * g_0;
result += mat4(0.34916008, 0.13911577, -0.010201517, 0.0037869287, 0.08340967, -0.12156858, -0.117294475, 0.35585365, -0.06922667, 0.06911412, -0.07068636, 0.12846842, 0.015117793, -0.023309045, 0.013241948, -0.107297644) * g_1;
result += mat4(0.17315003, -0.10761723, -0.072508104, 0.22057249, -0.07545323, 0.07440893, -0.20900318, 0.020722175, 0.10075026, -0.12781784, -0.023600617, -0.08387344, 0.32060823, -0.078003615, 0.114024006, 0.09494562) * g_2;
result += mat4(0.11551656, -0.000862936, -0.3338336, -0.19441503, 0.14071822, -0.09090158, 0.116582595, -0.14757058, 0.3173076, 0.027060512, -0.18175173, 0.103367195, -0.123774566, 0.004113376, -0.036047045, 0.20972507) * g_3;
result += mat4(0.2616819, -0.23769857, 0.14694063, 0.52330256, -0.15146148, -0.21730542, -0.067091495, -0.06504361, 0.04726932, -0.043983664, -0.04815243, 0.16768406, 0.19502987, -0.32623842, -0.051590122, -0.13552347) * g_4;
result += mat4(-0.10593247, 0.043780692, -0.0012781665, -0.027277134, 0.07427171, 0.21340221, -0.0145785725, -0.09647566, 0.07683649, -0.0025731022, 0.22363698, -0.05832384, 0.021017361, -0.07482151, -0.12129065, -0.0019391342) * g_5;
result += mat4(-0.0340859, -0.14430326, 0.10648293, -0.072308615, 0.11786764, 0.119093865, -0.012822142, -0.037612807, -0.1896853, -0.22999093, 0.4030961, -0.03841633, 0.12869515, -0.18355207, 0.010367995, 0.02159778) * g_6;
result += mat4(0.053300664, 0.09102034, 0.2953044, 0.20959346, 0.051493607, 0.42663953, -0.24863662, -0.18108594, 0.09425621, 0.13966715, -0.14302093, 0.043921605, -0.16983564, 0.0754303, -0.017989958, 0.17268774) * g_7;
result += mat4(-0.08402705, -0.09658915, 0.12671614, -0.16052966, 0.03697882, 0.30477068, 0.13104036, 0.0013146247, 0.20226406, -0.07586563, -0.011798672, 0.3262475, -0.06879792, 0.08181783, 0.36202317, 0.3781982) * g_8;
result += mat4(-0.17125002, 0.33657587, -0.39985514, 0.02585221, 0.1537332, 0.04795972, 0.018550362, -0.22021875, -0.19417998, 0.074346684, 0.12862094, -0.20361246, -0.024607735, -0.2939094, -0.20752306, -0.23394017) * g_9;
result += mat4(0.1611785, -0.21036223, 0.511955, -0.32777244, -0.1491686, 0.16397569, 0.08984783, -0.06717227, 0.0506624, 0.11203859, -0.05863204, -0.19412707, -0.10711086, 0.19335233, -0.036180694, -0.12216311) * g_10;
result += mat4(0.07279537, 0.118367635, -0.24924143, 0.077552676, 0.076574005, 0.29696205, -0.4367856, 0.049242187, 0.03598476, -0.23271763, 0.09492026, 0.1604189, 0.23055643, -0.5723609, -0.16704383, -0.1909646) * g_11;
result += vec4(0.02420742, -0.053550396, 0.09937034, 0.02549033);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_tf2
//!BIND conv2d_tf3
//!BIND conv2d_2_tf
//!BIND conv2d_1_tf
//!SAVE conv2d_3_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_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.2471731, -0.16232504, -0.30280364, 0.05774581, -0.33488455, -0.2850219, -0.14658487, 0.1705944, -0.24376623, -0.07736909, 0.13372669, 0.13659224, 0.15363434, 0.09130026, 0.118685074, -0.1887429) * g_0;
result += mat4(-0.14029902, 0.04204984, 0.029388431, -0.16639939, 0.037349563, 0.090201415, 0.115845665, 0.094291255, -0.003028802, -0.1821114, -0.052043844, 0.18686622, -0.1255908, 0.1673359, 0.17418015, -0.24007064) * g_1;
result += mat4(0.045778025, -0.038912218, 0.116795845, -0.118629694, -0.1916185, -0.21808104, 0.22124553, 0.12642126, -0.024481684, -0.32958513, -0.11877306, -0.13612218, 0.1202751, -0.17667405, 0.08483987, -0.07016802) * g_2;
result += mat4(0.004220892, -0.060743902, -0.15420602, -0.32612783, 0.022069136, -0.11913074, 0.22228731, 0.43151212, -0.03867469, 0.29992265, -0.14474417, -0.1324549, -0.067330755, 0.07419592, -0.3801413, 0.25740635) * g_3;
result += mat4(-0.43801382, 0.074864835, 0.22297561, -0.07522966, 0.089928746, -0.23775443, 0.12624952, 0.05267909, 0.11843678, 0.23380554, -0.16562468, 0.04727477, -0.07479534, -0.06559248, 0.41837972, 0.34442958) * g_4;
result += mat4(0.3688564, 0.13552678, -0.12272029, -0.14460362, -0.052870844, -0.0072880904, -0.20343664, 0.051840555, -0.07027805, 0.025613135, 0.1342496, -0.15982226, 0.21681777, -0.22339828, 0.04231994, 0.11173033) * g_5;
result += mat4(-0.014970335, -0.29749388, -0.17493735, 0.29414502, 0.040422376, 0.15367351, -0.16439381, -0.18030228, 0.11266584, 0.111256205, 0.14735286, 0.04284055, -0.15905188, 0.43124563, -0.32235175, -0.24786504) * g_6;
result += mat4(-0.05143537, 0.11057835, 0.21779476, 0.23726006, -0.0005560291, 0.04139496, -0.16062462, -0.24794249, -0.1464781, 0.19482404, -0.312965, 0.06129383, -0.18794996, 0.16319337, 0.14189719, -0.30816367) * g_7;
result += mat4(0.27121273, -0.004694028, -0.31637567, 0.032995105, -0.036668185, -0.11826119, 0.035944767, 0.21887423, -0.030638168, -0.3112658, 0.1413359, -0.05586408, 0.028680937, -0.109603494, -0.48359016, -0.085163146) * g_8;
result += mat4(-0.15236667, -0.06385869, 0.31347254, 0.024068993, 0.2756432, -0.0046036905, 0.07813827, -0.19012104, 0.04450809, 0.00904128, -0.21091071, 0.10090084, -0.014248632, 0.1903685, 0.27477407, 0.06778423) * g_9;
result += mat4(-0.13072848, 0.01106962, 0.09164927, 0.038539473, -0.27705765, 0.12634145, -0.32573533, 0.18789926, -0.089990735, -0.12661424, -0.19122249, 0.11970773, -0.15596688, -0.15337645, -0.39366686, 0.25173476) * g_10;
result += mat4(0.133498, -0.1286767, 0.0066307387, 0.05333134, 0.32057172, 0.11854806, 0.23994155, 0.07014444, -0.0822214, 0.17359538, 0.011753332, -0.098263726, 0.09097752, 0.23439142, 0.24286969, 0.30044666) * g_11;
result += vec4(-0.013156251, -0.073697254, 0.013861042, 0.029801248);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48
//!HOOK MAIN
//!BIND conv2d_tf
//!BIND conv2d_tf1
//!BIND conv2d_tf2
//!BIND conv2d_tf3
//!BIND conv2d_2_tf
//!BIND conv2d_1_tf
//!SAVE conv2d_3_tf3
//!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_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0))
#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.0753999, 0.03658432, 0.18477479, 0.1749442, -0.5686113, 0.07571735, 0.3006386, -0.10368173, 0.31511122, 0.19695596, 0.022956114, 0.10611498, 0.11219441, 0.07497535, -0.051178914, 0.40932408) * g_0;
result += mat4(-0.53745884, -0.26310006, -0.14212249, -0.10600016, -0.3300384, -0.11597243, -0.10909209, 0.1591658, 0.20530003, 0.10293979, 0.44854087, -0.14645655, -0.17974512, -0.22815758, 0.055204354, 0.07649109) * g_1;
result += mat4(-0.11100687, -0.020421045, -0.06534363, -0.006278175, -0.20759039, 0.41434816, 0.019221503, -0.18696092, -0.17718618, -0.27402994, -0.31856942, 0.17581874, 0.19913019, -0.12737915, -0.23136902, 0.29896608) * g_2;
result += mat4(-0.19094995, -0.008856119, -0.1510312, 0.027294202, -0.038605593, 0.26966265, 0.07470327, -0.21256901, -0.004842345, -0.007547481, 0.0102520995, -0.101378344, 0.06716397, 0.32778296, 0.09866201, 0.105650894) * g_3;
result += mat4(-0.07321942, -0.20841677, -0.2987479, -0.025003504, 0.51052386, 0.11103265, -0.24727266, 0.05006711, -0.04068963, -0.17566985, 0.22884814, -0.08789049, 0.15666409, -0.2519647, 0.1815161, -0.29741505) * g_4;
result += mat4(0.32267484, 0.30005294, -0.32079622, 0.30390024, 0.47575063, 0.15858233, -0.049186833, -0.08754423, -0.30718598, -0.23053262, -0.4130956, 0.15375546, -0.2504387, 0.14406683, -0.03541755, -0.116562754) * g_5;
result += mat4(0.089908786, 0.16712907, 0.2827455, -0.1158676, 0.100818515, -0.13472387, 0.0018383784, 0.28862092, 0.16807888, 0.21766861, -0.008835093, -0.013818307, 0.29853174, 0.44468543, 0.109368436, 0.05118149) * g_6;
result += mat4(0.068973444, 0.0794158, 0.008132662, -0.025349714, -0.241619, -0.562253, -0.06472331, 0.26760724, 0.14286947, -0.108172484, -0.18315507, 0.082276024, -0.056612104, 0.15318224, 0.09156046, 0.059472494) * g_7;
result += mat4(0.17709294, 0.11063602, 0.016538871, -0.04356374, -0.4417025, -0.23322596, 0.1735871, -0.13079296, -0.014818513, 0.085076906, 0.31257257, -0.0979718, 0.23537876, 0.22838776, -0.1946557, -0.21086106) * g_8;
result += mat4(0.16094512, -0.20355348, 0.1149018, -0.19766387, -0.043893784, -0.12358672, -0.03911131, 0.23320928, -0.08093544, 0.09920411, -0.40996867, 0.08985439, -0.26298022, -0.35406327, 0.27618915, -0.17629734) * g_9;
result += mat4(0.17672168, 0.33174667, -0.1032466, -0.27387938, -0.02977908, -0.025017925, -0.20994124, -0.08694916, -0.02364592, -0.09470408, 0.020289965, 0.012267187, -0.36518613, -0.3328729, -0.006646349, 0.2829864) * g_10;
result += mat4(-0.37110084, -0.35592732, 0.23536026, 0.23718278, 0.047251917, -0.005406326, -0.3790981, -0.06730541, -0.059093118, 0.17381823, 0.08860589, -0.08435597, 0.063891046, 0.111061476, -0.17462096, -0.21782869) * g_11;
result += vec4(-0.036752474, -0.0199064, -0.031221999, 0.027302064);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_3_tf2
//!BIND conv2d_3_tf3
//!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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.09734661, 0.061269853, 0.010684367, 0.07922197, 0.05781062, 0.09498859, 0.0059541194, 0.055028643, 0.029842257, 0.021540405, 0.046974428, -0.06634233, -0.13435823, 0.052091595, 0.15516177, 0.20840359) * go_0(-1.0, -1.0);
result += mat4(-0.11204712, 0.087035954, 0.18622182, 0.31039688, 0.14824612, -0.0020548997, -0.05728568, 0.09329071, -0.048949752, -0.00422063, 0.10059791, 0.01128758, -0.0667123, -0.07316058, -0.009909637, 0.14781536) * go_0(-1.0, 0.0);
result += mat4(0.21659678, -0.11969646, 0.31596485, -0.29449376, -0.085787125, -0.0041973544, 0.014939408, -0.06458572, 0.016557008, -0.10691503, 0.07453658, -0.09312512, -0.041953124, 0.0108861765, 0.046261944, 0.1774456) * go_0(-1.0, 1.0);
result += mat4(0.02254322, -0.052918423, -0.113152504, 0.071858585, 0.0117703015, 0.079451814, -0.0029153633, 0.015306896, -0.040042825, -0.06333894, 0.03827381, -0.003296969, 0.23065478, 0.11165739, 0.029987952, 0.13538778) * go_0(0.0, -1.0);
result += mat4(0.22478464, 0.053055856, 0.13375497, 0.11132069, 0.0768609, -0.08802591, -0.0005126305, -0.096074104, 0.05547799, 0.14047498, -0.21863975, 0.088811226, 0.14175189, 0.056029763, -0.09243144, -0.03227621) * go_0(0.0, 0.0);
result += mat4(0.058631405, -0.0020513993, -0.100427136, 0.09413551, 0.020093564, 0.069237374, -0.031309333, -0.15205812, -0.07296385, -0.08101741, -0.033533495, 0.04185518, -0.069678605, -0.11994933, -0.05458667, 0.1239785) * go_0(0.0, 1.0);
result += mat4(0.023654098, -0.016322771, -0.053925548, -0.05829063, 0.03189806, -0.07079362, 0.045294795, -0.056835167, 0.005102182, -0.004473431, 0.089829914, -0.051828075, 0.13791272, -0.12263063, 0.09900396, 0.08934504) * go_0(1.0, -1.0);
result += mat4(-0.14883909, -0.08370035, 0.029796274, -0.061349917, 0.031639863, 0.07670951, -0.07982861, -0.075953715, 0.01616426, 0.04547463, -0.17410962, -0.13339755, -0.030177329, 0.081280835, -0.071240604, -0.068024755) * go_0(1.0, 0.0);
result += mat4(-0.035136715, -0.0666993, -0.053949412, 0.23571363, 0.064162835, 0.058248613, 0.071939655, -0.043032203, 0.0027190417, 0.102130406, 0.08265134, 0.14767906, 0.11839981, 0.022512883, 0.008833997, -0.08867263) * go_0(1.0, 1.0);
result += mat4(-0.045464355, -0.03901701, 0.104742035, -0.054333255, -0.000674463, -0.072723635, -0.011385688, 0.1390963, -0.057841327, -0.10662542, -0.006296826, 0.07534485, -0.0022529615, -0.017679833, 0.11422933, -0.09602691) * go_1(-1.0, -1.0);
result += mat4(-0.037918784, 0.0471143, 0.01821684, 0.04785347, 0.05893716, -0.05264373, 0.031792507, 0.022692155, -0.12618628, -0.078732796, -0.107741006, -0.005904432, 0.033265546, -0.037677728, 0.018410092, -0.045087464) * go_1(-1.0, 0.0);
result += mat4(-0.08069271, 0.14640823, 0.03188813, 0.048628252, -0.10498838, -0.01750696, -0.017270578, -0.20060967, -0.022688782, 0.14007398, -0.064233646, -0.06584529, 0.048313648, 0.02902496, 0.025434876, -0.015005926) * go_1(-1.0, 1.0);
result += mat4(-0.11691012, 0.10830498, 0.0864008, -0.07428175, 0.059586193, 0.08761011, -0.051804967, -0.116023265, -0.040842712, 0.064043894, -0.055760466, -0.03979215, -0.1566118, -0.07059479, 0.23128736, 0.29601103) * go_1(0.0, -1.0);
result += mat4(0.019733015, -0.121494144, 0.07050759, -0.031028662, 0.02035677, 0.037133172, 0.1959422, 0.010620721, -0.11892457, -0.062402498, 0.23107922, 0.017938357, 0.039822582, -0.34718394, -0.0043610777, -0.12503235) * go_1(0.0, 0.0);
result += mat4(-0.1521077, 0.023124147, 0.17105149, -0.09529017, -0.18716997, 0.15938593, -0.075555176, 0.007660074, -0.0659198, 0.042362686, 0.06072557, -0.052555315, 0.031564806, -0.13988672, -0.100266196, 0.15556104) * go_1(0.0, 1.0);
result += mat4(0.03950866, 0.0932461, 0.14669223, -0.075737424, -0.09153526, 0.0028438887, 0.0519975, -0.008800768, -0.0026975062, -0.041466944, -0.10415832, -0.048266735, -0.19737266, -0.008451561, 0.054551005, -0.18987523) * go_1(1.0, -1.0);
result += mat4(-0.017622106, -0.10150143, -0.061344724, -0.021990284, 0.16188632, -0.039700583, 0.024772005, -0.05583961, 0.055742163, 0.17517552, 0.079216845, -0.045874085, -0.33632788, -0.55761105, -0.15164435, 0.19563487) * go_1(1.0, 0.0);
result += mat4(0.15358269, -0.08413987, 0.031613722, -0.016460061, -0.0045705284, 0.022188313, -0.053493183, -0.010319478, -0.10769792, -0.03695773, 0.004054835, -0.104466334, -0.10020303, -0.064705715, -0.041581728, -0.086132765) * go_1(1.0, 1.0);
result += mat4(-0.05974514, 0.036663704, -0.10178144, 0.21211717, 0.04420661, -0.036548615, -0.098309755, -0.08025222, 0.07865967, 0.07362496, 0.12985736, 0.12008698, -0.06263807, -0.10731051, -0.06923558, 0.07864413) * go_2(-1.0, -1.0);
result += mat4(0.22417663, 0.0588772, 0.1198325, -0.07723108, 0.033947755, -0.041091707, -0.16751619, -0.12512505, 0.100351505, 0.021007577, -0.0038691324, 0.11080665, 7.171485e-05, -0.05867157, 0.118601635, 0.053962808) * go_2(-1.0, 0.0);
result += mat4(0.021666002, 0.0027355652, 0.052574422, 0.056000613, 0.12146606, -0.13704947, -0.0871154, 0.025724513, -0.12228573, 0.11862116, 0.077627316, 0.0914951, 0.0656998, -0.012906203, 0.01584498, 0.0021894067) * go_2(-1.0, 1.0);
result += mat4(0.21685399, -0.21901615, 0.21654171, 0.09605749, 0.021838928, -0.060552385, 0.0023020366, -0.21475291, 0.19824745, -0.038538195, 0.14118937, 0.014410346, -0.03936526, -0.028588302, 0.01463384, 0.1269174) * go_2(0.0, -1.0);
result += mat4(-0.17986831, 0.17568718, 0.011101189, 0.034957506, -0.24435398, -0.17036551, 0.17677231, 0.114546336, 0.1765654, 0.14953285, -0.02125005, -0.090705946, 0.11545875, 0.11875337, 0.07169465, -0.056279495) * go_2(0.0, 0.0);
result += mat4(-0.20325391, 0.0077137332, -0.124255426, -0.03918733, 0.0057139527, -0.20959048, 0.016518086, 0.07134525, -0.033380203, 0.1895967, -0.020892128, -0.15934819, -0.026683806, 0.049555697, -0.012137531, 0.04078783) * go_2(0.0, 1.0);
result += mat4(0.044009577, -0.1267635, -0.19021805, 0.020304255, -0.026466701, -0.021304939, 0.05452358, 0.2480263, -0.10584058, -0.019716619, -0.021578709, -0.059174377, 0.016334238, 0.041968506, 0.06452988, -0.033252876) * go_2(1.0, -1.0);
result += mat4(0.13782366, 0.39971897, 0.041918628, -0.12675282, -0.06519262, -0.09265013, -0.09582015, 0.078845605, -0.16200846, -0.0828618, -0.028440878, 0.051919196, 0.18443401, 0.007192546, 0.1433654, 0.05663138) * go_2(1.0, 0.0);
result += mat4(0.20185442, -0.067758165, -0.074122995, 0.14756092, -0.12199864, -0.15655454, -0.12563851, -0.18541348, -0.021879317, 0.01678769, -0.0030687766, 0.08913009, 0.16956268, -0.023180367, 0.048467696, -0.046434075) * go_2(1.0, 1.0);
result += mat4(0.036227275, -0.05883773, 0.0012586793, 0.011253798, 0.10275155, -0.06640798, -0.1678144, 0.082103625, -0.1789737, -0.0023864328, -0.04942815, -0.030467045, 0.03752185, -0.014739322, -0.011592565, -0.08417689) * go_3(-1.0, -1.0);
result += mat4(0.010906125, -0.07623248, 0.024461044, 0.13993196, 0.026915673, 0.09800617, 0.00041784425, 0.0070541617, -0.1684005, -0.22166164, -0.019129276, 0.09959659, 0.09489805, 0.03439014, 0.10191427, 0.011791956) * go_3(-1.0, 0.0);
result += mat4(0.00095777505, -0.13054171, 0.14910473, -0.08741845, 0.02464533, 0.17301862, 0.04799081, -0.112584546, -0.10729309, 0.0021900109, -0.117694676, -0.22643587, 0.08776268, -0.013622246, 0.02121124, 0.0677086) * go_3(-1.0, 1.0);
result += mat4(0.080143295, 0.0005351027, -0.12454767, -0.009831431, 0.09471301, -0.06951146, 0.027126681, -0.0003073929, -0.045323767, 0.2865539, -0.08811831, 0.14265549, 0.057120778, -0.015644496, -0.13397896, -0.01764384) * go_3(0.0, -1.0);
result += mat4(-0.14829676, -0.22663654, 0.06900643, 0.19923732, -0.17632666, -0.1773072, -0.10938093, 0.1907633, -0.22015978, 0.16445194, -0.035109006, -0.1360336, 0.041809544, -0.05986774, -0.11678058, 0.02465583) * go_3(0.0, 0.0);
result += mat4(-0.1263213, 0.03851176, 0.06992986, 0.121745974, -0.0019402864, 0.069357015, -0.18422046, -0.021072289, 0.010600869, -0.09093927, 0.07218328, 0.030740313, -0.08003271, -0.07790914, 0.06410005, 0.014307259) * go_3(0.0, 1.0);
result += mat4(0.10477422, 0.0071695005, -0.14152291, -0.08124443, -0.09799372, -0.05710979, 0.058086738, -0.044789974, 0.043377526, 0.12331853, 0.025140652, 0.07699851, -0.045419525, -0.006256598, -0.1254608, -0.069459505) * go_3(1.0, -1.0);
result += mat4(0.012826945, 0.013810653, -0.03710287, 0.09192163, 0.20279253, 0.00034728806, -0.035849538, -0.017284289, -0.12103459, 0.113538265, 0.036033515, -0.2628409, 0.13250133, -0.15067518, -0.017473336, -0.017993376) * go_3(1.0, 0.0);
result += mat4(-0.04628539, -0.009509892, 0.010795782, 0.022657838, 0.034840304, -0.18331207, -0.043538917, 0.019726979, 0.093813986, -0.01182597, -0.030532721, -0.06725243, 0.035305396, 0.12598507, -0.045109455, -0.07104365) * go_3(1.0, 1.0);
result += mat4(-0.038427405, -0.03670289, 0.009010035, -0.08594717, 0.13386185, -0.055569336, 0.020312069, 0.17047036, -0.0005751851, 0.07102868, -0.0030843539, -0.062339533, 0.17729887, -0.02035552, -0.10233831, -0.11164339) * go_4(-1.0, -1.0);
result += mat4(-0.11263659, -0.05361348, -0.08857922, 0.025857484, 0.15782511, 0.11741005, 0.0008204784, -0.055593092, 0.16471939, -0.06537734, -0.049056504, -0.14134789, -0.06993487, 0.08265007, -0.026305847, -0.015778434) * go_4(-1.0, 0.0);
result += mat4(-0.007410701, -0.01441922, -0.013790292, -0.08496436, 0.059298597, 0.06749017, 0.033680003, -0.07553746, -0.007253728, 0.07603032, 0.03603444, 0.023113312, 0.009864538, 0.009545234, 0.007055779, 0.016675977) * go_4(-1.0, 1.0);
result += mat4(-0.03287154, 0.041329436, 0.048967343, 0.00020967565, -0.03840336, -0.26014775, 0.13467579, -0.01288433, 0.03179203, -0.124999754, 0.043841228, -0.06066888, -0.0051408918, -0.016409034, -0.12508035, -0.06799285) * go_4(0.0, -1.0);
result += mat4(-0.061412618, -0.023039775, 0.023298232, 0.027902585, -0.05903914, -0.04732177, -0.08157116, -0.16209878, -0.07151363, -0.11202448, 0.086137235, 0.13089454, -0.1727801, -0.084309146, 0.008881613, 0.10247897) * go_4(0.0, 0.0);
result += mat4(-0.080017336, -0.021263113, 0.19055346, -0.019997882, -0.1927784, -0.03550904, -0.030173002, 0.3082455, -0.15008178, 0.11214757, 0.02586731, -0.043060426, 0.07466955, 0.046203747, -0.07718886, 0.06528261) * go_4(0.0, 1.0);
result += mat4(0.019918084, 0.10393514, -0.009655002, 0.1094199, -0.089056216, -0.1737668, -0.059082154, 0.105823405, 0.026216887, 0.03503651, -0.12551196, 0.012876952, 0.11418996, -0.0284636, -0.11487945, 0.040532686) * go_4(1.0, -1.0);
result += mat4(-0.062002, -0.10289414, 0.0433779, -0.052594364, -0.026993295, -0.010685158, -0.14214714, 0.13103524, -0.1301826, -0.27670056, 0.11124729, -0.055402644, 0.01671333, -0.08101004, -0.05717023, 0.0962302) * go_4(1.0, 0.0);
result += mat4(-0.15299675, -0.0779102, 0.062842146, -0.11968336, -0.07164389, -0.017125668, -0.1688716, 0.061834283, 0.08188993, 0.0018753322, 0.08258499, -0.19381738, -0.04257649, -0.016848594, -0.017061861, -0.026112117) * go_4(1.0, 1.0);
result += mat4(-0.122003414, -0.09890703, -0.06982631, -0.02577599, 0.047824547, 0.03650507, 0.040395748, -0.04049112, 0.04005698, 0.09357465, 0.1360253, -0.15741147, -0.06551237, 0.08185881, -0.02194835, -0.013256005) * go_5(-1.0, -1.0);
result += mat4(-0.14268228, -0.08010237, 0.062330585, 0.24419874, 0.022156455, -0.031606868, 0.01986428, -0.123140745, 0.088045254, 0.07976336, 0.12356502, 0.03292295, 0.0039921612, 0.1391097, -0.1327237, 0.17087503) * go_5(-1.0, 0.0);
result += mat4(0.05809734, 0.10325669, 0.018551925, 0.18999831, 0.05094676, -0.031951625, -0.019107338, -0.024242481, -0.03815963, -0.14975072, 0.015570574, 0.116612114, -0.0035157371, -0.022934573, 0.0011566454, -0.1203576) * go_5(-1.0, 1.0);
result += mat4(-0.07571527, 0.1990212, -0.20027153, -0.10697796, -0.12820342, -0.084515885, 0.07578165, 0.020347733, -0.00892056, -0.18545923, 0.0695733, 0.14638829, -0.09150454, 0.006455754, -0.055462956, 0.042492133) * go_5(0.0, -1.0);
result += mat4(0.15239488, -0.06738116, -0.07969976, 0.1760308, 0.093105, 0.06533617, 0.037611242, -0.01698829, 0.09100471, 0.17494531, 0.10324255, -0.040920477, 0.04676677, -0.042271648, 0.17275427, 0.039887525) * go_5(0.0, 0.0);
result += mat4(0.04805025, 0.09289456, 0.012480428, 0.059763327, 0.20680524, 0.024041612, 0.04847308, -0.06536776, 0.03056509, -0.03703338, 0.031064041, 0.017866645, -0.0199645, 0.13258344, -0.0063539073, 0.04498349) * go_5(0.0, 1.0);
result += mat4(0.052932233, -0.11947033, -0.03155656, -0.07324679, -0.05424513, 0.078505605, -0.019819826, -0.118183404, 0.015165605, -0.15420818, 0.09117547, -0.06770803, 0.025362425, 0.10567001, 0.16803418, -0.014216641) * go_5(1.0, -1.0);
result += mat4(-0.002915114, 0.09753533, -0.07954533, -0.09036385, -0.10997803, -0.06226152, 0.15965928, 0.01742136, -0.16269052, 0.0012529608, -0.11517133, -0.06588761, 0.33304235, 0.32400182, -0.037736043, -0.08686809) * go_5(1.0, 0.0);
result += mat4(0.122677274, 0.07220127, 0.017788883, -0.1526565, -0.11781294, -0.096393414, -0.10738522, 0.027538292, 0.11034344, 0.0068561994, -0.01896905, 0.08191385, -0.031658173, -0.06143603, 0.11063846, 0.013613772) * go_5(1.0, 1.0);
result += mat4(-0.00034395256, 0.07757684, 0.03603346, -0.05409958, -0.039885473, 0.08888618, 0.11433487, 0.06239832, -0.012561817, -0.09264437, -0.06947361, -0.16703877, -0.05925366, 0.09730988, -0.0374859, -0.21553493) * go_6(-1.0, -1.0);
result += mat4(0.11113043, 0.046659853, -0.03720995, 0.13223019, -0.011127139, 0.045242492, 0.08000568, 0.026173163, -0.028678354, -0.04595475, -0.15907471, -0.061340734, 0.052668605, 0.120637506, 0.06996815, -0.032300867) * go_6(-1.0, 0.0);
result += mat4(-0.015105483, -0.035718217, 0.00565433, -0.0010706359, 0.01237486, -0.09663067, 0.060355566, -0.021619935, -0.0060178936, -0.10208557, 0.09834864, 0.005301487, -0.07065648, -0.0102565205, -0.079897635, -0.07363429) * go_6(-1.0, 1.0);
result += mat4(0.15122332, 0.01300845, 0.14561565, 0.0078122923, -0.07771233, 0.08672449, 0.059209164, 0.10349858, -0.18292949, -0.05491338, 0.037409253, -0.15557477, 0.007851884, -0.15677735, -0.007986883, -0.0820941) * go_6(0.0, -1.0);
result += mat4(-0.02603895, 0.004392774, 0.047779255, 0.030239321, -0.025975157, 0.007981695, -0.026700003, 0.17650554, -0.046760127, -0.12810352, 0.039018054, -0.020153303, -0.26770997, -0.24840021, 0.001749491, 0.13322414) * go_6(0.0, 0.0);
result += mat4(-0.048052143, 0.011061579, 0.048959274, 0.15330704, -0.05367691, 0.031792562, -0.030972287, 0.21764308, 0.07962203, -0.13632339, 0.05333787, 0.08173476, 0.029554084, -0.1607249, -0.14652269, -0.018444933) * go_6(0.0, 1.0);
result += mat4(-0.12028847, 0.11408145, -0.015187711, -0.1066138, 0.04004933, -0.054853894, -0.0002169158, -0.07392162, -0.06662435, 0.012898702, 0.11821237, -0.060647547, 0.10890098, 0.13925953, -0.034129824, -0.16795886) * go_6(1.0, -1.0);
result += mat4(-0.21198411, -0.22841139, 0.064901166, -0.0739707, 0.07579406, 0.13245337, 0.07984324, -0.11958311, 0.23518807, 0.03951031, 0.021313217, -0.039818693, -0.33798328, 0.14691062, -0.1605757, 0.054352395) * go_6(1.0, 0.0);
result += mat4(-0.13351469, 0.0918017, 0.021667097, 0.04695423, 0.1528799, 0.0066435975, 0.14461643, -0.0774705, 0.08538539, 0.029555036, 0.013566671, 0.04881617, -0.047637653, -0.024395077, -0.04682386, 0.024556898) * go_6(1.0, 1.0);
result += mat4(-0.04054251, -0.025060415, 0.13092743, 0.1434454, 0.019325754, -0.03814305, 0.038175087, -0.051956292, 0.107260615, 0.09564158, 0.033044748, 0.08718543, -0.0042597037, -0.08330614, -0.020769762, 0.021718048) * go_7(-1.0, -1.0);
result += mat4(-0.0467152, 0.011650741, 0.06790967, 0.1497807, -0.04228647, 0.0038935265, 0.050139807, -0.04191123, 0.11917793, 0.12565975, -0.09580006, -0.04954582, -0.022617152, 0.14059848, 0.06739387, 0.096524894) * go_7(-1.0, 0.0);
result += mat4(-0.0041557504, 0.14019534, -0.14307663, 0.16510043, -0.045185186, -0.07108944, -0.18530224, 0.0637945, -0.022739004, 0.016600542, -0.15113553, 0.03232497, 0.083305396, 0.030575624, -0.007784604, 0.10224721) * go_7(-1.0, 1.0);
result += mat4(0.13495712, 0.0132012805, 0.023121556, 0.09689293, -0.08771344, 0.13250796, 0.09810855, -0.07780123, -0.11128488, 0.049089704, -0.012155183, -0.01517611, -0.034393515, 0.11343268, 0.07681398, 0.12952201) * go_7(0.0, -1.0);
result += mat4(0.19935279, 0.16451101, -0.2434694, 0.0069289505, 0.099972665, 0.1275684, -0.25808835, -0.042677704, -0.018637422, -0.09171047, 0.010507542, 0.011131679, 0.09246794, -0.0041852095, 0.1290832, -0.07985622) * go_7(0.0, 0.0);
result += mat4(-0.0043436415, -0.15932998, -0.05970676, -0.13369723, 0.09200822, -0.047416117, -0.0073032505, 0.036765452, 0.03029621, -0.017910985, -0.071291275, 0.046770707, -0.07755798, -0.016484965, -0.057681244, 0.1414009) * go_7(0.0, 1.0);
result += mat4(-0.049801152, -0.11666162, -0.06752314, -0.027140377, 0.01744927, -0.015691767, -0.01865074, -0.049655963, -0.054574657, 0.042295195, -0.07221067, -0.04776607, 0.28138685, 0.03619317, 0.05957344, 0.12512729) * go_7(1.0, -1.0);
result += mat4(-0.18367589, -0.13354966, -0.18030748, -0.03868865, -0.13235895, 0.0832158, 0.06149876, 0.15696545, 0.0135377385, -0.029013326, 0.071308985, 0.027590062, -0.0692408, 0.07469874, -0.009006803, -0.028944101) * go_7(1.0, 0.0);
result += mat4(-0.05511066, 0.029652556, -0.034495458, -0.11805021, 0.1400147, 0.05601861, -0.008461109, -0.03828229, -0.010754387, -0.041252054, -0.01032058, -0.01723487, -0.06081277, -0.21858022, -0.086987965, 0.02353611) * go_7(1.0, 1.0);
result += vec4(0.046059743, 0.0101414705, -0.008947391, -0.020016287);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_3_tf2
//!BIND conv2d_3_tf3
//!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_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.015272437, -0.059803978, -0.028676871, -0.02191302, 0.09696589, -0.03694334, 0.079412386, -0.09939299, 0.055519488, 0.13914746, -0.06045851, -0.033998977, 0.068030894, 0.22130857, -0.007071924, -0.084617935) * go_0(-1.0, -1.0);
result += mat4(-0.31423712, -0.16286789, -0.19696762, -0.169529, -0.048720174, 0.0645061, -0.121878594, -0.09086406, -0.027578864, -0.12501127, -0.16284546, 0.05864118, -0.059388425, -0.091798484, -0.2045986, 0.008371446) * go_0(-1.0, 0.0);
result += mat4(0.1516353, -0.07816612, 0.06701313, -0.0950027, -0.06908343, -0.017901963, 0.044034127, -0.06375459, 0.0035083925, -0.008009938, -0.1553017, -0.09092037, 0.054205187, -0.07541141, -0.029629523, 0.1302109) * go_0(-1.0, 1.0);
result += mat4(-0.07794453, -0.11150074, 0.07698152, 0.08732758, 0.005230772, 0.14475264, -0.09703018, -0.10291971, 0.105738714, -0.12889017, 0.0348841, 0.13621795, -0.13801111, -0.09004793, 0.114610545, -0.0009902337) * go_0(0.0, -1.0);
result += mat4(-0.13234864, -0.22682235, -0.22653654, 0.008841708, -0.017389977, 0.0007245843, -0.034918804, 0.08006901, 0.06819286, 0.15364736, 0.048638005, 0.032650337, 0.277397, -0.00709555, -0.00092056254, 0.15162739) * go_0(0.0, 0.0);
result += mat4(-0.05169096, 0.21755818, 0.33516932, 0.031588975, -0.14497629, -0.04724443, 0.05017679, 0.07897262, 0.13459034, 0.31124622, 0.017543063, -0.12901956, 0.020066176, 0.035704516, 0.09234457, -0.13252299) * go_0(0.0, 1.0);
result += mat4(-0.079380505, 0.0073481426, -0.06069702, -0.010502408, 0.07515405, -0.116293535, 0.0046105445, 0.009152441, 0.0916981, 0.07103545, 0.021125732, -0.05427634, -0.05110015, -0.009169704, 0.064662114, -0.035349734) * go_0(1.0, -1.0);
result += mat4(0.038265344, -0.09519448, 0.059789244, -0.13617846, -0.061203677, -0.081682116, -0.029475613, 0.1452557, 0.09861209, -0.07015944, -0.05356181, -0.021776738, 0.10369119, -0.07849195, -0.038590387, -0.10154714) * go_0(1.0, 0.0);
result += mat4(0.13858013, 0.17500602, -0.06286432, 0.12322357, -0.020820327, 0.10139774, 0.06707506, -0.045559894, 0.08304632, 0.014706953, -0.031214742, -0.046962608, 0.029041013, 0.116795875, -0.034526866, 0.024736797) * go_0(1.0, 1.0);
result += mat4(-0.15546273, 0.12283236, -0.15851308, -0.15174977, -0.07573153, 0.018088356, 0.050452355, -0.1072712, 0.023415051, -0.083648965, -0.08438857, 0.0037589336, -0.052143987, 0.054112066, 0.068947434, 0.0041476013) * go_1(-1.0, -1.0);
result += mat4(0.11446611, 0.058583263, -0.06733016, -0.0023722851, 0.07993185, -0.023523904, -0.11709358, -0.04045295, 0.011010934, -0.040319018, -0.07934788, -0.13672778, -0.01871028, 0.050461486, 0.009289529, -0.04118888) * go_1(-1.0, 0.0);
result += mat4(0.09812941, -0.05562772, -0.054017413, -0.123784855, 0.001961671, 0.10594461, -0.04178937, 0.039041057, 0.04732996, -0.046621576, -0.02719964, -0.0011114897, -0.01653831, -0.12494121, -0.03380852, -0.016219255) * go_1(-1.0, 1.0);
result += mat4(-0.060704853, 0.07478782, -0.07182519, -0.0042965743, 0.016299726, 0.048351113, -0.01954189, 0.026182631, 0.1213542, -0.03132194, 0.1872669, 0.073706634, -0.2032187, 0.14876659, -0.17023273, -0.2227079) * go_1(0.0, -1.0);
result += mat4(-0.09304609, -0.07197119, -0.05462784, -0.0031730293, -0.279643, -0.04054853, 0.08253801, -0.18801835, -0.007780369, 0.103015654, 0.017752673, -0.33401743, 0.25395665, 0.124612115, 0.17287181, 0.09410012) * go_1(0.0, 0.0);
result += mat4(0.016278468, 0.09776316, -0.018774673, -0.028158069, -0.004626514, -0.089645386, -0.22390373, -0.22903992, 0.08918763, 0.093416885, -0.064013496, -0.020969093, 0.055319004, 0.038180985, -0.024488134, -0.040401362) * go_1(0.0, 1.0);
result += mat4(0.018308487, -0.011729305, -0.09917752, -0.002841483, 0.0599436, 0.016863806, -0.04848376, 0.042487588, 0.03422387, 0.010988273, -0.046248045, 0.016439699, -0.2109331, -0.26634532, 0.09737795, -0.22783673) * go_1(1.0, -1.0);
result += mat4(-0.043874994, 0.057370197, 0.108060665, 0.12056862, 0.04326372, 0.042426717, 0.10711789, 0.18016145, -0.06800899, 0.050411705, 0.062778726, -0.08883587, -0.12963888, -0.26155844, 0.1768527, -0.20759244) * go_1(1.0, 0.0);
result += mat4(-0.029307218, 0.034253594, 0.023449568, 0.10740543, -0.007117891, -0.08609973, -0.070199385, 0.028014658, 0.011849466, -0.103710175, -0.044059474, 0.0910086, -0.0036186902, -0.13148114, 0.11775623, 0.03689876) * go_1(1.0, 1.0);
result += mat4(-0.02930122, -0.028750544, -0.16977385, 0.024588319, 0.06966029, -0.05039873, 0.02433029, 0.008939243, -0.07164926, -0.024791168, -0.042547364, -0.0096171675, 0.026791278, 0.13012235, 0.018013593, -0.05196021) * go_2(-1.0, -1.0);
result += mat4(0.051087376, -0.010833802, -0.025629422, -0.16892247, 0.10266821, -0.08566462, 0.021818671, 0.099710494, 0.052938227, 0.15181173, -0.07044235, 0.006057611, -0.04405104, -0.008049883, -0.02076555, -0.16482745) * go_2(-1.0, 0.0);
result += mat4(0.09891512, 0.008049609, 0.01639775, -0.06643191, 0.017111722, 0.2329798, 0.035799496, 0.010293999, 0.0704336, -0.03576047, 0.023332953, -0.07576646, -0.0014989872, 0.022484222, 0.011937841, -0.04858518) * go_2(-1.0, 1.0);
result += mat4(-0.010375555, -0.29719326, 0.15491869, -0.12884745, 0.1403921, -0.0111622475, -0.040989667, -0.07690612, -0.18047535, -0.085979894, -0.04110178, -0.026867142, -0.116575025, 0.01505097, -0.064706944, 0.0068447054) * go_2(0.0, -1.0);
result += mat4(-0.17111692, -0.14148626, -0.074309886, -0.054845806, -0.12844844, -0.1814628, -0.080664955, 0.08824405, 0.049287837, 0.125754, 0.13574858, 0.22351772, -0.0020951808, 0.05195172, -0.19726871, 0.0040973197) * go_2(0.0, 0.0);
result += mat4(0.019996997, 0.06518832, -0.06759968, -0.07601458, 0.14987434, 0.10496216, -0.05135024, 0.004877606, -0.045061707, -0.037699945, 0.05177059, 0.084363855, 0.046086136, -0.030641818, -0.058476638, 0.08614476) * go_2(0.0, 1.0);
result += mat4(-0.08008592, -0.17577869, 0.2598816, 0.01865104, 0.09420606, -0.027588135, 0.122131534, -0.15293474, 0.058529835, -0.008539355, 0.015938425, 0.050187953, -0.02314343, 0.01624479, 0.00061906216, -0.08660734) * go_2(1.0, -1.0);
result += mat4(-0.09669957, 0.105325714, -0.04216754, 0.4313952, 0.01175941, 0.0064402292, -0.09035242, -4.4676657e-05, -0.09296604, 0.05282715, 0.10292071, 0.058552645, -0.12130569, -0.067147344, -0.03417468, 0.10585223) * go_2(1.0, 0.0);
result += mat4(0.032175943, 0.022815451, -0.11661248, 0.04680869, -0.0039209807, 0.03585509, 0.015391019, -0.012086847, 0.077763, -0.16538106, -0.08112365, -0.047386654, 0.046851672, -0.15512191, 0.12339567, 0.045468587) * go_2(1.0, 1.0);
result += mat4(-0.003045521, 0.011283177, 0.057040576, 0.14315721, -0.033659145, 0.04654075, -0.05798073, 0.016922075, -0.03206714, -0.029252306, 0.0752731, -0.19472761, -0.004521209, -0.008417225, -0.01819342, 0.09594639) * go_3(-1.0, -1.0);
result += mat4(0.023216221, 0.00050637213, 0.093280256, -0.0036191205, -0.099975824, 0.15540068, -0.0005460901, 0.07478613, -0.020638715, -0.11652944, -0.06071933, -0.14358073, -0.037845127, 0.0038647808, -0.07280816, 0.1025985) * go_3(-1.0, 0.0);
result += mat4(-0.10873849, -0.07031447, 0.0056161666, 0.034578577, -0.15001217, 0.017945569, -0.059527688, 0.009716552, -0.10370449, 0.032418504, 0.05663323, 0.10394252, 0.0230122, -0.07451814, 0.12283976, -0.11731048) * go_3(-1.0, 1.0);
result += mat4(0.09558205, -0.082451336, -0.033909228, -0.0067867287, 0.12707525, -0.016118657, -0.18240142, -0.29438785, 0.065717794, -0.16262093, 0.043810308, -0.2857367, 0.11772093, -0.042244613, -0.016529586, -0.0028848667) * go_3(0.0, -1.0);
result += mat4(-0.095545195, -0.14809576, -0.10179922, -0.3241558, -0.29769334, -0.003899532, 0.027323049, -0.17966785, 0.08280068, -0.028337095, 0.15347622, 0.1661956, 0.17435703, -0.115148745, -0.016894776, -0.018672291) * go_3(0.0, 0.0);
result += mat4(-0.16706415, -0.07363752, 0.062359426, 0.13341492, 0.033634063, 0.11740068, 0.18746865, 0.10657675, 0.032304406, 0.09954153, -0.1386874, -0.13592382, 0.029351018, -0.03206953, 0.09523795, 0.06962056) * go_3(0.0, 1.0);
result += mat4(-0.022705866, -0.06569827, -0.091605455, 0.070918486, -0.053591333, 0.061575353, -0.10306779, -0.13712883, -0.070348755, -0.024930507, 0.012275779, -0.20609841, -0.047163837, -0.06799354, -0.01722682, -0.07951833) * go_3(1.0, -1.0);
result += mat4(-0.09951865, -0.089199685, -0.03204326, 0.12676425, 0.017853266, -0.011848084, 0.16991617, 0.14529921, 0.07919947, 0.038282923, -0.16438726, -0.05181831, -0.051588885, 0.17036556, -0.025693918, -0.08663645) * go_3(1.0, 0.0);
result += mat4(0.09096619, -0.042492405, -0.02680967, 0.09422492, -0.03217904, -0.021298975, 0.122680284, 0.003280786, -0.0027162856, 0.32307196, 0.00042480655, -0.04048761, -0.05125339, 0.03318497, -0.017228108, 0.080749124) * go_3(1.0, 1.0);
result += mat4(-0.05089259, -0.0053160666, 0.04031622, 0.0675516, -0.075230755, 0.11064669, -0.16225758, -0.27091557, -0.033630677, 0.077405855, -0.08949044, -0.20493746, -0.08045375, -0.14623162, 0.01690271, 0.09677526) * go_4(-1.0, -1.0);
result += mat4(0.17415513, 0.0070055854, -0.10742436, 0.077625334, -0.046910375, -0.17963062, -0.13546865, -0.008154046, -0.007528051, -0.02987437, -0.02181232, -0.16890126, 0.029016118, -0.10211868, 0.062935695, 0.0028676116) * go_4(-1.0, 0.0);
result += mat4(-0.025289172, 0.20245677, -0.0033883427, 0.0069943997, 0.1960503, -0.104858525, 0.06183405, -0.010476609, -0.065109745, -0.13811804, 0.037909374, -0.027144575, 0.0040317164, 0.035209123, 0.09870678, -0.0479482) * go_4(-1.0, 1.0);
result += mat4(-0.028792664, 0.038431108, 0.014691095, 0.11340496, -0.060376063, -0.079663344, -0.023059526, -0.14558718, -0.14886084, -0.09452481, 0.16099294, -0.09676519, 0.14557302, -0.023548108, -0.04787074, -0.13845164) * go_4(0.0, -1.0);
result += mat4(-0.11922315, -0.17272118, 0.21888684, 0.0006877604, -0.041505255, -0.064750075, 0.17717092, -0.0050328346, 0.08072545, -0.15914737, -0.34404156, -0.12710881, -0.24833426, -0.012279114, -0.0929118, -0.17624308) * go_4(0.0, 0.0);
result += mat4(0.072484106, -0.079038285, -0.12901638, 0.082699366, 0.20412955, -0.114168845, 0.123569965, -0.27721637, -0.08529062, -0.03288879, 0.026492476, 0.19470787, 0.12789781, -0.046228945, 0.030243115, 0.102509424) * go_4(0.0, 1.0);
result += mat4(-0.018162742, 0.026119776, 0.028543998, 0.14580049, -0.031844176, 0.055030007, 0.00784516, -0.0094214855, 0.16610105, -0.13140243, -0.101545244, -0.14765148, 0.046954077, 0.0151733, 0.028250849, -0.016968153) * go_4(1.0, -1.0);
result += mat4(-0.071911104, 0.07253662, -0.0039084554, 0.10001815, -0.0059544197, 0.039695, 0.09711302, 0.12417695, 0.012477504, 0.19828807, 0.08522809, -0.0065681627, 0.030625535, 0.075225085, -0.016773878, 0.0051740888) * go_4(1.0, 0.0);
result += mat4(0.018142365, 0.06312399, 0.020529382, -0.08701831, -0.081653036, -0.020882376, -0.06594719, -0.015883535, -0.09766773, -0.013606815, -0.01932629, 0.14317879, -0.08628326, 0.032843128, -0.03849329, 0.044433527) * go_4(1.0, 1.0);
result += mat4(-0.19906221, -0.019701794, -0.13417694, -0.22192308, 0.12774472, -0.080230385, -0.07713913, -0.018704597, 0.04177193, 0.043377854, -0.004895913, -0.068911865, 0.09720858, 0.09008334, 0.09644683, -0.03094106) * go_5(-1.0, -1.0);
result += mat4(0.06691037, -0.07232021, 0.0880707, -0.1096942, -0.0670756, 0.15671045, 0.012647426, -0.01460337, 0.023473715, 0.25899747, -0.07224047, 0.033385064, -0.08618433, -0.04862091, -0.08293281, 0.086158596) * go_5(-1.0, 0.0);
result += mat4(0.08823607, 0.03869106, -0.023876008, -0.026033832, 0.03230582, -0.1304758, -0.068728656, -0.0057360893, -0.045426574, 0.063521795, -0.01852874, -0.042811543, -0.051053554, 0.03814756, -0.02033012, -0.048743658) * go_5(-1.0, 1.0);
result += mat4(0.015931997, 0.07338466, -0.001379819, -0.04980926, -0.059085526, 0.08673082, 0.06408948, -0.0012361417, -0.17019162, 0.094189726, -0.14372677, 0.004410176, 0.11336311, 0.10751407, -0.08628446, 0.11517482) * go_5(0.0, -1.0);
result += mat4(0.007854747, 0.11453255, 0.16967475, 0.047550052, -0.114481956, 0.08391739, 0.092615105, 0.06488047, 0.08140995, -0.1407751, 0.03324224, -0.02032371, -0.13508326, -0.055251148, -0.18647192, 0.12472472) * go_5(0.0, 0.0);
result += mat4(-0.052146748, 0.09979267, 0.029023444, -0.13495271, -0.0252162, -0.0596912, 0.080368, -0.03177713, 0.02240823, -0.0018220172, 0.015609448, -0.022447577, -0.15107572, -0.109189086, -0.100533925, 0.118836805) * go_5(0.0, 1.0);
result += mat4(0.022925707, -0.06910447, -0.018874725, 0.009468046, -0.14554814, 0.07727692, -0.0047826543, -0.0013009618, -0.07025157, 0.012556721, -0.037335817, 0.035178307, 0.06550488, 0.048649, -0.014515659, 0.06279116) * go_5(1.0, -1.0);
result += mat4(0.03258051, 0.1607996, -0.005463293, 0.027238868, -0.1231972, -0.0771126, -0.046944942, 0.12712134, 0.075969175, -0.09897373, 0.022424594, -0.088259995, 0.114332475, 0.1605132, -0.03992334, -0.00781645) * go_5(1.0, 0.0);
result += mat4(0.0684246, 0.1356707, -0.18023875, -0.04613952, 0.006020655, 0.030828401, -0.042292707, -0.032438643, -0.059692264, 0.04760126, -0.0045480486, 0.019046038, 0.06176289, 0.13285528, -0.023466881, 0.0345628) * go_5(1.0, 1.0);
result += mat4(-0.017516924, 0.04755433, 0.02724948, -0.20600726, -0.04323209, 0.07760261, -0.023362167, 0.08546276, 0.09192108, 0.036733013, 0.13411112, 0.048988055, 0.02760956, 0.02746886, -0.0072430624, 0.01127053) * go_6(-1.0, -1.0);
result += mat4(-0.08310694, -0.1415815, -0.08375172, 0.0363182, -0.081730485, -0.06046439, 0.02982689, 0.08872717, 0.00072316185, -0.14549169, 0.09066894, -0.14281332, 0.16423841, 0.052469682, -0.0067828847, 0.008377004) * go_6(-1.0, 0.0);
result += mat4(-0.13628009, 0.018103965, -0.032083835, 0.12424575, 0.024337478, -0.103213586, -0.13552395, -0.09551738, 0.0420191, 0.10316015, 0.067298695, 0.0035425322, 0.0029188823, -0.053332064, 0.027478272, 0.08300774) * go_6(-1.0, 1.0);
result += mat4(-0.007367251, 0.056404594, -0.048879124, -0.020900933, 0.010486612, 0.07887076, -0.020189175, -0.13583486, 0.13937452, 0.057288323, -0.07264488, -0.01801294, 0.19403873, 0.103872076, -0.14108293, -0.16779351) * go_6(0.0, -1.0);
result += mat4(0.109870814, 0.04083196, 0.19445752, 0.024208639, 0.20810223, -0.088830575, -0.194837, -0.04915425, 0.08709219, -0.06014266, 0.012886667, -0.23102829, -0.17614147, -0.18462501, -0.078888394, -0.085750245) * go_6(0.0, 0.0);
result += mat4(-0.043739304, -0.15343273, -0.004483079, 0.028602215, -0.053307105, 0.03963491, 0.09067442, -0.040540636, 0.005630982, -0.03907181, -0.08252026, -0.255134, 0.036551263, -0.1558265, 0.12722903, -0.018271362) * go_6(0.0, 1.0);
result += mat4(0.100884244, 0.041502595, -0.02924491, 0.0006563439, 0.05856145, -0.0045917677, 0.09798114, 0.089630224, 0.0275624, 0.0553079, -0.055310242, -0.10005074, 0.108301334, 0.035387103, -0.21943197, -0.02148485) * go_6(1.0, -1.0);
result += mat4(0.038974132, 0.07830882, 0.05164519, -0.12069417, 0.05397008, 0.061845202, -0.007274972, 0.058689874, 0.06141266, -0.0424411, -0.05565388, 0.07025662, 0.085278414, 0.047607705, -0.049411476, -0.17264275) * go_6(1.0, 0.0);
result += mat4(0.024846716, 0.011342758, 0.044558752, 0.005749814, -0.0656907, -0.10310058, -0.0502014, 0.10221803, 0.02951027, 0.08945397, 0.075140476, -0.14311805, 0.08085466, 0.13427396, -0.05678222, -0.28819987) * go_6(1.0, 1.0);
result += mat4(0.06705349, -0.018869668, 0.015324304, -0.07764027, -0.10141193, 0.028659642, -0.08375406, 0.005064868, 0.03488706, 0.09525751, -0.10248002, 0.06137774, -0.005868939, 0.006512338, -0.0560103, 0.030272838) * go_7(-1.0, -1.0);
result += mat4(-0.036294904, -0.018521994, -0.03307544, -0.08824787, -0.02880715, 0.009350453, 0.065284535, 0.021653919, 0.015398833, 0.14517242, -0.041406073, 0.12960012, -0.035283025, -0.15387185, 0.043584332, 0.033682194) * go_7(-1.0, 0.0);
result += mat4(0.028819354, 0.06410185, 0.036591727, 0.038817216, 0.046048388, -0.04071045, 0.105549805, -0.019702256, 0.04773352, 0.011951728, 0.024311544, -0.13352196, -0.020938, -0.021588324, -0.069265515, 0.08652285) * go_7(-1.0, 1.0);
result += mat4(-0.22862528, -0.046740018, 0.061469328, -0.020422334, -0.10328232, -0.1077609, 0.12025423, 0.057812545, 0.17792639, 0.012279389, -0.07101039, -0.025944097, -0.086152576, -0.0155693265, 0.083100215, -0.14897798) * go_7(0.0, -1.0);
result += mat4(0.14513083, -0.06021356, 0.049246337, 0.10806752, -0.021607077, -0.07385248, 0.057333313, 0.13416117, -0.06690401, -0.19059011, 0.021498155, -0.03842978, -0.10343301, 0.043801896, 0.10485668, 0.054747216) * go_7(0.0, 0.0);
result += mat4(0.111293696, 0.0013921659, 0.029689424, 0.05060646, -0.06785304, -0.05120073, -0.058148287, -0.054629184, 0.019767666, -0.03841178, -0.047711127, 0.12487687, 0.002752687, 0.0041709486, 0.06040608, 0.04098326) * go_7(0.0, 1.0);
result += mat4(-0.038370624, -0.09880031, 0.027125726, -0.060028706, 0.12887341, 0.07956673, 0.049340174, 0.12674156, 0.108758375, -0.01999054, 0.10093637, 0.05006565, -0.08913735, -0.026908305, 0.0202185, 0.020061754) * go_7(1.0, -1.0);
result += mat4(-0.025420299, 0.038421508, 0.09560932, -0.11508314, 0.0155848935, 0.0347484, -0.008577495, -0.18132563, 0.101311065, 0.10495623, 0.15127939, -0.10312934, 0.019007044, -0.027185634, 0.047117107, -0.016839046) * go_7(1.0, 0.0);
result += mat4(-0.08142026, -0.034331992, -0.029070942, -0.14392552, -0.078249715, 0.15499105, -0.08205064, 0.12780844, -0.020675218, -0.1315328, -0.07152117, 0.029007316, -0.037264626, 0.013577999, -0.03113356, -0.038550116) * go_7(1.0, 1.0);
result += vec4(0.076316014, -0.018089892, -0.012637839, -0.10212818);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_3_tf2
//!BIND conv2d_3_tf3
//!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_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.4954155, -0.097350635, 0.2804199, -0.13652386, -0.14972939, 0.19721153, -0.23526497, -0.2423665, 0.12555814, -0.0705443, 0.043938212, 0.19388582, 0.09386085, -0.43720174, 0.29635525, 0.26856044) * g_0;
result += mat4(0.14495872, 0.0610595, -0.20516497, 0.19073643, -0.008849148, 0.08743844, -0.12433487, 0.03215462, -0.01670364, -0.34068078, 0.15872881, -0.27169266, 0.33020407, 0.008234461, -0.12094001, 0.17628567) * g_1;
result += mat4(0.04740511, -0.15941422, 0.124839395, 0.081435576, 0.09804199, 0.058109295, -0.025289856, -0.29283887, -0.1833574, -0.09766394, 0.06008274, 0.05992534, 0.47684956, -0.08688919, -0.02071398, -0.08875196) * g_2;
result += mat4(0.051867574, -0.1671438, -0.015705047, -0.13457336, 0.13484482, -0.06867962, -0.0494534, -0.13416421, 0.031772017, 0.0070866095, 0.011681956, -0.2802077, -0.048953146, -0.0164331, 0.09649591, 0.040060654) * g_3;
result += mat4(-0.4341213, 0.0894957, -0.16301447, 0.18785268, -0.28154027, 0.21622275, 0.22126062, 0.2361705, -0.087688446, 0.38882533, 0.020676106, -0.17769825, -0.18067831, 0.0878923, -0.18052578, 0.009196582) * g_4;
result += mat4(-0.14932597, -0.025830185, -0.07313429, 0.28342503, 0.19499254, 0.122385964, 0.02120492, 0.15144306, -0.23691256, 0.043697022, -0.053712673, 0.2025457, -0.05035754, 0.04117272, 0.12530772, -0.2590774) * g_5;
result += mat4(0.15071404, 0.015031444, 0.24973233, -0.036299556, 0.30665022, 0.15286064, -0.03598529, 0.060580775, 0.10571382, -0.06852027, -0.13089266, -0.33822387, 0.04771977, -0.15371466, -0.14530133, 0.0127773) * g_6;
result += mat4(-0.04100588, 0.080336295, -0.0012170919, -0.18198122, -0.12988265, 0.11356896, 0.21294571, -0.080107085, -0.1408792, -0.24597132, 0.046940666, -0.029645668, 0.1568284, -0.07500836, -0.13504413, -0.17453668) * g_7;
result += mat4(0.38996047, -0.027129678, 0.2774081, 0.11160041, 0.2672792, -0.09991047, -0.1424887, -0.12418898, 0.15399674, -0.0089404015, 0.2265917, -0.08212792, 0.25704643, -0.013109098, -0.31268027, 0.10123544) * g_8;
result += mat4(0.033000022, 0.15843867, -0.21515252, -0.046294916, -0.35692936, 0.08798134, 0.23537703, 0.0043003275, -0.1383531, 0.1972939, -0.2003098, 0.1543574, 0.053583264, 0.29797947, 0.13025342, 0.038611986) * g_9;
result += mat4(0.10687409, 0.077787064, 0.27379388, 0.13262683, -0.23440802, 0.1360886, -0.20802121, 0.06401844, 0.26749787, 0.29900748, -0.04572612, 0.3015703, -0.3005316, 0.16046184, -0.0419697, -0.23878895) * g_10;
result += mat4(-0.063034855, 0.07657174, -0.17484638, 0.07603076, -0.06233915, -0.11565521, 0.02205211, -0.025715057, 0.102525316, 0.044643577, 0.112743095, -0.08565946, -0.121290885, -0.1572643, 0.19650643, -0.13887478) * g_11;
result += mat4(-0.36125946, -0.1215746, 0.15642375, 0.26731244, 0.24759081, 0.1720814, 0.3640398, -0.32403925, -0.06189445, 0.23764968, -0.02306858, 0.17816281, -0.06804958, 0.06811998, -0.07474977, 0.24738653) * g_12;
result += mat4(0.054465637, 0.057861228, 0.059370693, -0.12227704, -0.024842938, -0.10762688, -0.13456275, 0.10306674, 0.058080807, -0.3396897, -0.08585732, 0.016198207, -0.09374, 0.3309844, 0.00036378333, -0.16453783) * g_13;
result += vec4(0.016481666, 0.009086331, -0.036633138, 0.0041078017);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_3_tf2
//!BIND conv2d_3_tf3
//!BIND conv2d_5_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!SAVE conv2d_6_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 g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.3210504, -0.13668466, 0.20637684, 0.0037060305, -0.2674051, -0.11230086, 0.29947895, 0.093965776, -0.08801977, 0.23411755, -0.00690265, 0.22540577, 0.3496324, -0.07614303, -0.2682172, -0.18024528) * g_0;
result += mat4(-0.12103706, -0.061189037, 0.019804776, 0.31127328, -0.36069378, 0.213189, 0.22896592, 0.008048813, -0.021931307, 0.3776008, 0.04475082, 0.08132412, 0.12560965, -0.12159681, 0.012501785, -0.3363862) * g_1;
result += mat4(-0.2294047, 0.038059004, 0.21087843, 0.037582193, -0.026122637, 0.28849372, 0.24839666, 0.13881797, -0.29496697, -0.17923991, 0.024531588, -0.06418792, 0.015839651, 0.12997966, 0.23888347, -0.1048919) * g_2;
result += mat4(-0.18445078, 0.025115933, 0.08433517, -0.22597772, -0.12536137, 0.21140383, -0.030371241, 0.036926106, 0.19343626, -0.0041754777, 0.00244178, 0.021117657, 0.26237983, 0.22308359, 0.2492868, -0.24042289) * g_3;
result += mat4(0.22000861, 0.08476075, 0.11643673, 0.15832588, 0.03325583, 0.24106406, 0.2292178, -0.2764258, -0.06348522, 0.17427239, 0.16678956, 0.17231269, -0.0872214, -0.0135706505, -0.06671483, -0.07503989) * g_4;
result += mat4(-0.30087617, 0.3176826, -0.31664857, -0.101466715, 0.073069066, 0.0038022113, -0.13776854, 0.10784852, 0.02954845, -0.24216515, -0.19634016, 0.022595271, -0.17444247, 0.17016955, -0.07563684, 0.20474768) * g_5;
result += mat4(-0.27660307, -0.07230632, -0.09617381, 0.21262856, 0.11049351, 0.050447285, -0.3273503, 0.05641904, -0.042776052, -0.17620195, -0.06274188, 0.039536018, -0.070038274, 0.20343757, 0.08803773, 0.009139854) * g_6;
result += mat4(0.24007742, -0.13485539, -0.3781107, 0.027324034, 0.010332106, 0.08556457, -0.2392748, -0.13601078, -0.19836703, 0.022715727, -0.016411083, -0.17756946, -0.14373688, 0.020681657, 0.05082997, -0.14939624) * g_7;
result += mat4(0.28352678, 0.20785898, -0.15538763, 0.04196249, 0.19792412, -0.24451323, 0.04824567, -0.1365707, 0.19390641, -0.061393958, -0.25272602, 0.0045554833, -0.21719287, -0.08406589, -0.048988152, 0.05259591) * g_8;
result += mat4(-0.10792345, -0.29639974, 0.21581274, 0.029042492, -0.28554165, 0.10910743, 0.07680131, -0.13153972, 0.14755669, 0.0854899, 0.24539046, 0.08502808, 0.22990887, 0.15149027, 0.23587988, -0.09517703) * g_9;
result += mat4(0.15912442, -0.34394726, 0.34174097, 0.25116822, -0.24741888, 0.37633938, -0.08430594, 0.2769256, -0.03159722, 0.05234807, 0.029541405, -0.1266574, -0.122047566, -0.16540837, 0.2679574, -0.23974617) * g_10;
result += mat4(-0.10200111, -0.11974673, -0.0079962695, -0.39264813, -0.006873918, -0.23566915, 0.13980511, -0.070295505, 0.12384241, 0.09101257, -0.04413333, -0.112293474, -0.27065778, 0.03445708, 0.16511594, 0.37050763) * g_11;
result += mat4(-0.096395366, 0.06278703, -0.09479416, -0.488774, -0.09141473, 0.12217416, -0.11785924, -0.22766003, 0.16063516, 0.00020897393, 0.3078544, 0.18561389, -0.15621823, -0.13971844, 0.020068014, 0.013216665) * g_12;
result += mat4(0.12522821, 0.0046115327, -0.007866688, -0.22109744, 0.2225005, -0.051918246, 0.11966214, -0.119629785, 0.2925202, -0.26889777, -0.3189588, -0.24831142, -0.036346573, 0.047227684, 0.1266368, 0.1058624) * g_13;
result += vec4(0.020081282, -0.013928095, 0.0059036794, 0.08544713);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_3_tf2
//!BIND conv2d_3_tf3
//!BIND conv2d_5_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!SAVE conv2d_6_tf2
//!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_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.056797255, -0.032698087, 0.029859383, 0.12932985, -0.31103006, 0.09165681, -0.15708402, 0.38043964, -0.13528557, 0.2859556, 0.14288856, 0.13102476, -0.08694984, -0.11780176, 0.16207103, -0.11293293) * g_0;
result += mat4(-0.008796308, 0.118975446, -0.081319205, 0.2084897, 0.08794772, 0.10214503, -0.08378455, -0.10624162, 0.05444449, 0.22647963, -0.12047645, 0.10406878, -0.031486277, 0.045164254, 0.47999045, -0.18060975) * g_1;
result += mat4(-0.0077636116, 0.05870985, 0.24050762, 0.31322572, 0.08778678, 0.14943774, 0.050537623, -0.102939114, 0.3195675, -0.14615574, -0.26218277, -0.25581908, -0.0019809192, -0.03835245, 0.031318333, -0.1428093) * g_2;
result += mat4(0.11256259, -0.19089468, -0.06846508, 0.033907987, -0.35249296, -0.06160221, 0.27247807, -0.048603278, 0.040144738, -0.0032360333, -0.2515736, 0.43086162, -0.055536952, -0.11406552, 0.382992, 0.27862927) * g_3;
result += mat4(-0.03384886, 0.10702642, 0.003908078, -0.009494176, 0.2838821, -0.12845019, 0.12637386, 0.19460931, -0.034333568, 0.012672623, 0.21387313, 0.15411916, 0.14327122, -0.1352761, -0.2997244, -0.017908785) * g_4;
result += mat4(-0.29253754, 0.33169383, 0.0082393335, -0.20709762, 0.2854362, -0.20728073, -0.22790352, 0.09301863, 0.13168077, -0.07411445, 0.09350424, -0.046449713, -0.11836855, -0.30250466, -0.13257061, 0.3576938) * g_5;
result += mat4(-0.13777697, 0.056764964, -0.36749512, 0.04235051, -0.041132767, -0.16603513, -0.023862578, -0.014339848, -0.38274148, 0.28778306, 0.15228234, 0.20225881, -0.02469988, -0.101541154, 0.26388898, -0.20009927) * g_6;
result += mat4(0.15456057, 0.27760306, -0.06929698, -0.24072653, 0.1415152, -0.1549776, 0.030720191, -0.0019005954, -0.06598489, -0.11686977, 0.12704816, -0.30917537, -0.14339961, 0.12742354, -0.23345275, -0.3419119) * g_7;
result += mat4(0.18928154, -0.19353028, -0.15966406, -0.19417015, 0.10313398, 0.0046505663, 0.21482769, -0.23275238, -0.20456892, -0.5014606, -0.10783419, 0.25891942, -0.24919175, -0.10028775, -0.2961402, 0.077766955) * g_8;
result += mat4(-0.085105784, 0.06528528, 0.102185756, 0.099264726, -0.00020144526, -0.08768721, -0.09324967, 0.30346313, -0.084492646, -0.14017163, -0.043167874, -0.20060216, 0.09593379, 0.28399333, 0.08168489, -0.33063418) * g_9;
result += mat4(0.15791257, 0.057779472, -0.20147012, 0.07967618, 0.04262509, 0.039220728, -0.15080509, 0.17438835, -0.044964172, -0.14530478, 0.31693324, 0.08582341, -0.1061789, 0.2800015, 0.33440664, 0.09700403) * g_10;
result += mat4(-0.14642169, -0.07778901, 0.13264288, -0.24182376, 0.23503877, 0.005028356, -0.30113846, 0.22778516, -0.1648793, -0.033169918, -0.20036162, -0.35071707, -0.06705746, 0.12431054, -0.022009062, -0.07124459) * g_11;
result += mat4(0.06766408, 0.09030523, 0.22668982, -0.38617492, -0.10099634, -0.029897379, 0.24775109, -0.20888264, 0.056208886, 0.0044284128, 0.16691649, 0.22874106, 0.0038740179, -0.07576401, 0.27207628, 0.11311432) * g_12;
result += mat4(-0.11319886, -0.3020603, 0.08133381, 0.19350809, 0.032002088, -0.038216423, -0.12224599, 0.08397432, 0.021123007, 0.075326644, 0.29643238, 0.20064169, 0.042381126, -0.002854783, -0.027586436, -0.06968597) * g_13;
result += vec4(0.038540784, 0.053720564, 0.012191528, -0.029126916);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56
//!HOOK MAIN
//!BIND conv2d_3_tf
//!BIND conv2d_3_tf1
//!BIND conv2d_3_tf2
//!BIND conv2d_3_tf3
//!BIND conv2d_5_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!SAVE conv2d_6_tf3
//!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_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0))
#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.014542811, -0.1261262, 0.17474864, -0.18425815, -0.3337646, 0.14748253, 0.09152566, 0.2310806, -0.06578738, -0.3566174, -0.22862534, 0.15323487, 0.01515519, 0.26764703, -0.13214609, 0.09887451) * g_0;
result += mat4(0.19941364, 0.015275053, -0.022320624, 0.020372959, -0.10664179, -0.28493354, 0.014191545, 0.12122301, -0.045194257, -0.22491856, -0.071520865, -0.020854274, 0.13432617, 0.25484133, 0.018084215, -0.06713652) * g_1;
result += mat4(0.017183261, -0.056154247, 0.13298456, -0.07631693, 0.18904336, -0.41949302, 0.14992298, 0.11840105, 0.13420148, 0.029390668, 0.017888589, -0.1975919, 0.22601372, -0.061724294, 0.12116033, -0.19753963) * g_2;
result += mat4(0.020371309, 0.21103396, 0.034326386, -0.23044631, 0.12982637, -0.14810205, -0.23559897, -0.2222485, 0.18240234, -0.17697355, -0.11639408, -0.08132961, 0.039377302, 0.07299684, 0.094041504, -0.13445067) * g_3;
result += mat4(-0.3512728, 0.09182307, -0.2731474, -0.20885572, 0.07993976, 0.23121795, 0.15620309, 0.3383141, -0.28460538, 0.12850872, 0.1916648, 0.13205391, 0.14932914, 0.041017998, -0.17976354, -0.0014468295) * g_4;
result += mat4(-0.069909975, -0.23581205, 0.11732144, 0.35232806, 0.3549401, -0.2124837, 0.10403375, -0.09976183, 0.1178997, 0.09910817, 0.061140217, 0.18059346, -0.48723674, 0.037783384, 0.109662086, 0.15543982) * g_5;
result += mat4(0.11262317, -0.12212692, -0.14394115, 0.15909098, 0.22035566, 0.06488609, -0.2719919, -0.05028129, -0.21462728, 0.17861556, -0.023895046, -0.060819868, -0.17524192, -0.042733762, 0.142835, 0.2747072) * g_6;
result += mat4(-0.034566112, -0.18427409, 0.09579439, -0.16909808, 0.052964725, -0.058238853, 0.33444786, -0.20727915, -0.31497413, -0.11388015, 0.13721034, 0.19388893, -0.21066165, -0.14097935, 0.030426605, 0.110704474) * g_7;
result += mat4(0.094303906, -0.23499818, -0.43609008, 0.21279193, 0.39544016, 0.19924188, -0.07611524, 0.012560389, -0.08812965, -0.13701713, 0.01677176, -0.29865423, -0.06948771, 0.14918856, 0.1985359, 0.3003729) * g_8;
result += mat4(0.014332535, -0.021538176, 0.20930877, -0.029769948, -0.06551115, 0.11966418, -0.08329082, 0.049386136, 0.08940004, 0.16989197, 0.06084547, 0.13855645, -0.10395637, -0.27498555, -0.19077462, 0.043506) * g_9;
result += mat4(-0.31060696, 0.047150746, 0.22204353, 0.31374148, 0.06301296, -0.007103609, -0.2580888, -0.07127509, 0.11478869, 0.094191864, 0.21567936, -0.06297016, 0.06925183, -0.023501558, 0.16371831, 0.2506513) * g_10;
result += mat4(0.07425674, 0.012622665, 0.02251264, -0.0731929, -0.008055616, 0.09563007, 0.063964136, 0.24579796, -0.30710867, 0.13981472, 0.025152119, -0.11285761, -0.4419823, -0.026953885, 0.14130811, -0.22058487) * g_11;
result += mat4(-0.04211301, -0.17002018, -0.13325875, 0.20184138, 0.09686255, 0.054461457, 0.16713423, -0.031002847, -0.26473212, 0.11992785, 0.04697473, 0.051042553, 0.17835025, -0.12469087, -0.3201284, -0.088562444) * g_12;
result += mat4(0.13638292, -0.033149652, -0.19838256, -0.09581218, 0.0060164076, 0.42301872, -0.07126564, -0.10523957, 0.16030665, -0.20535246, -0.14773448, -0.015409135, -0.24350728, 0.23187117, 0.0220223, -0.039217964) * g_13;
result += vec4(-0.011449135, -0.002830778, 0.09782809, -0.0067631872);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!BIND conv2d_6_tf2
//!BIND conv2d_6_tf3
//!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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.08278094, -0.06729527, 0.031399664, -0.092175096, -0.09598525, 0.0692705, 0.07357648, 0.01260903, 0.045900777, 0.038010124, 0.15354258, -0.047163863, -0.043397132, -0.12536208, 0.02847729, -0.013675385) * go_0(-1.0, -1.0);
result += mat4(0.06463816, -0.17011416, -0.072270736, -0.00077445264, 0.05667064, 0.19799162, 0.026234929, -0.108368374, 0.11948396, -0.015124027, -0.05998398, -0.003967303, -0.03935485, -0.12709956, -0.022918347, 0.030837826) * go_0(-1.0, 0.0);
result += mat4(0.016932894, -0.124500565, 0.038753737, -0.053246994, -0.011897654, 0.06793573, 0.009754347, 0.093742564, -0.0022504984, -0.10328963, -0.041577645, 0.12853336, -0.0019680248, -0.06569624, -0.00980168, 0.07412545) * go_0(-1.0, 1.0);
result += mat4(-0.011991195, -0.14135748, 0.022438431, -0.08267288, -0.102458276, -0.06054887, 0.0740161, -0.22415951, -0.10556297, 0.067763075, -0.0012128456, -0.08078541, 0.037686612, -0.05131911, -0.077715784, -0.10292683) * go_0(0.0, -1.0);
result += mat4(-0.03901934, -0.025878599, -0.0039180447, -0.011033788, 0.08859326, 0.08883106, 0.06486116, 0.022174777, -0.017150419, 0.003371806, 0.14988162, -0.015397375, -0.22962348, 0.13905591, 0.0304279, 0.05778632) * go_0(0.0, 0.0);
result += mat4(-0.036198925, 0.010353016, 0.18139736, -0.030242506, 0.013582345, -0.1253235, 0.10521855, 0.08867587, -0.08140836, 0.05626297, 0.060417447, 0.023256533, -0.08408929, -0.050643906, -0.044822842, -0.03461039) * go_0(0.0, 1.0);
result += mat4(0.051602095, -0.0035041904, -0.08575373, 0.037096065, 0.07106982, 0.16974165, 0.035875358, -0.10185968, -0.061462298, 0.055281874, -0.10975635, 0.060814563, 0.19476666, -0.08311511, -0.090538144, -0.029539565) * go_0(1.0, -1.0);
result += mat4(-0.11952374, 0.026727766, 0.084769025, 0.12317156, 0.010292374, -0.004846773, -0.00056787115, -0.0043771397, -0.09487309, -0.067313395, -0.091773935, 0.024257664, 0.06091223, -0.06471365, -0.1844986, -0.0070593283) * go_0(1.0, 0.0);
result += mat4(-0.0129227275, -0.07383303, -0.094597906, 0.027363284, 0.12854053, 0.029074714, 0.17636952, 0.009017012, -0.11885556, 0.021179812, 0.032750517, -0.10665486, -0.117322296, 0.15855946, -0.042696536, -0.034112938) * go_0(1.0, 1.0);
result += mat4(-0.18735315, -0.0383124, 0.08355156, 0.0009654472, -0.027351197, -0.11594707, -0.11390738, -0.073805965, 0.016577588, -0.041749846, 0.095151775, -0.013978341, -0.045601666, 0.028430155, 0.044656575, 0.026988927) * go_1(-1.0, -1.0);
result += mat4(0.038661715, -0.033163723, 0.051213194, -0.017374616, -0.045903623, -0.15435313, -0.21136428, -0.085471176, 0.033464145, -0.1568745, 0.025762582, -0.1323702, -0.076927684, 0.082414575, -0.007401752, -0.010405403) * go_1(-1.0, 0.0);
result += mat4(0.12922324, -0.045166656, -0.119287744, -0.04893617, -0.16573387, 0.10323662, -0.10845215, -0.08680144, 0.053727087, -0.099716894, -0.12107649, -0.035701852, -0.10188255, -0.1050426, -0.11734088, 0.012192005) * go_1(-1.0, 1.0);
result += mat4(0.010157501, -0.028124793, -0.23867199, 0.028386971, -0.05079922, 0.14048165, 0.12307385, 0.04237863, -0.09109179, -0.12844259, 0.12961523, 0.11307605, -0.0037782195, 0.12505195, -0.033914108, 0.15617172) * go_1(0.0, -1.0);
result += mat4(-0.05588651, 0.20299816, -0.04803554, 0.07680136, -0.07316037, 0.11256523, 0.021389104, 0.06444092, -0.033678472, -0.1238879, 0.32729727, 0.1160183, 0.24852078, 0.09187297, 0.030721879, -0.17204261) * go_1(0.0, 0.0);
result += mat4(-0.1090884, -0.08179965, 0.012365602, 0.0023614678, 0.047255266, -0.011425142, 0.050309908, 0.020743, 0.011185459, -0.0783444, -0.10389257, 0.15164678, -0.09860278, 0.2308804, 0.14304534, -0.023106692) * go_1(0.0, 1.0);
result += mat4(0.13734475, 0.028718147, 0.012539987, -0.14427094, 0.18098259, 0.042366285, -0.0006354639, -0.033402618, -0.08078463, -0.036856003, -0.09954893, 0.08161202, -0.0700716, -0.1013236, 0.14824523, 0.01243695) * go_1(1.0, -1.0);
result += mat4(-0.052275825, 0.013260194, 0.008599061, 0.048557945, -0.01833292, 0.07512356, -0.13110496, -0.1584473, -0.05318785, 0.15830933, -0.06464659, -0.12064129, 0.02371888, 0.016303185, 0.19887853, 0.18558335) * go_1(1.0, 0.0);
result += mat4(0.032500263, 0.03570767, -0.015267871, 0.02510295, -0.16201164, -0.033186425, 0.13611977, 0.004775358, -0.020494966, 0.015229924, 0.09721559, -0.008303934, 0.20763409, 0.052391976, -0.074661806, 0.028839186) * go_1(1.0, 1.0);
result += mat4(-0.06636867, -0.04612264, -0.05086471, 0.039922826, -0.11093169, 0.049438246, 0.11703952, -0.22848104, 0.06390542, 0.19045272, -0.039848838, 0.020837499, 0.0740839, 0.07413691, 0.0029493799, -0.006748913) * go_2(-1.0, -1.0);
result += mat4(-0.031790916, -0.03261483, 0.03141088, -0.06491077, -0.0059831943, 0.056244142, -0.092812866, 0.06591125, 0.05781488, 0.06261082, -0.15501937, 0.1827671, -0.0065676877, -0.0029327788, -0.10061289, 0.001621177) * go_2(-1.0, 0.0);
result += mat4(-0.021516185, -0.035738394, 0.02173596, -0.09346334, -0.024093078, 0.20837367, -0.19447315, -0.106595434, 0.1764288, 0.10132692, -0.20130908, 0.0020316292, 0.088547304, -0.14616993, -0.004568217, -0.05189275) * go_2(-1.0, 1.0);
result += mat4(0.1434771, 0.16794604, 0.049545784, -0.14729089, -0.09666416, 0.021916742, -0.16318898, 0.005039905, -0.014329562, -0.14026406, 0.04786338, 0.032467626, -0.040357247, -0.036503237, 0.066264, 0.044725385) * go_2(0.0, -1.0);
result += mat4(-0.044699024, 0.2657712, -0.045145772, 0.023147859, -0.007385799, 0.054834887, 0.0045836456, -0.14960848, 0.021600831, -0.080300994, 0.23189497, 0.16937429, 0.15613528, 0.07286254, 0.07573354, -0.09220955) * go_2(0.0, 0.0);
result += mat4(-0.118413486, 0.116047636, 0.04855291, 0.17476392, 0.18554908, -0.1393284, -0.26401383, -0.12099436, 0.39432368, 0.06991714, -0.23502299, 0.09135091, -0.0004467319, 0.18719012, -0.06892029, -0.049125932) * go_2(0.0, 1.0);
result += mat4(-0.04694353, 0.05887831, 0.051786385, 0.09872501, 0.016071057, 0.0675272, -0.07588389, 0.08099156, -0.08351224, 0.028720237, -0.18468943, -0.064417, 0.02897887, -0.02838868, -0.0051516593, 0.020160142) * go_2(1.0, -1.0);
result += mat4(0.06967655, -0.10119048, -0.07461322, 0.046589576, -0.07417147, -0.27599525, -0.14567149, -0.018966913, -0.0080859475, 0.097926416, -0.004793609, -0.0238407, 0.13844706, 0.052965965, 0.18324359, -0.07171396) * go_2(1.0, 0.0);
result += mat4(0.09684431, 0.07697054, 0.07467197, 0.0841034, -0.03485726, -0.19047433, -0.13606454, -0.14253993, 0.0042300713, 0.12028247, 0.0343525, 0.15145339, 0.047937512, -0.019340659, 0.043160856, 0.1289243) * go_2(1.0, 1.0);
result += mat4(-0.026626844, -0.012561339, -0.09748627, -0.054832272, -0.0049458332, -0.034060504, 0.013348937, -0.17650189, -0.003711293, 0.22327754, 0.0058838148, -0.08777391, -0.02241254, 0.06661738, 0.056674536, 0.15060939) * go_3(-1.0, -1.0);
result += mat4(0.057583887, -0.096711345, -0.13132288, 0.04828797, 0.18810083, -0.010919861, -0.03167035, 0.054168098, -0.07418671, 0.007635684, -0.12464779, -0.087896496, -0.11705839, 0.15784474, -0.05894365, 0.00985668) * go_3(-1.0, 0.0);
result += mat4(0.04880203, 0.15284486, -0.07269711, 0.06278638, 0.0020699063, -0.10799795, 0.011133507, -0.07771604, 0.055557128, -0.06618517, -0.09253136, -0.029467167, -0.09276546, 0.04678591, 0.051960696, 0.103199065) * go_3(-1.0, 1.0);
result += mat4(0.080728024, 0.12400965, -0.03501919, 0.035573788, 0.19680372, -0.021293646, 0.14413169, -0.1221883, -0.03054547, 0.030825824, 0.11822608, 0.076860145, 0.111504436, 0.08573583, -0.045738664, 0.13754657) * go_3(0.0, -1.0);
result += mat4(-0.20742206, 0.1834124, 0.06952014, -0.16472295, 0.34194514, -0.015351303, 0.011443411, -0.02556704, 0.0299547, -0.14608088, 0.10182188, 0.07452315, 0.12299894, -0.066409536, 0.11641269, 0.0396994) * go_3(0.0, 0.0);
result += mat4(-0.038516127, -0.12653664, -0.101806566, -0.21038078, 0.21433663, -0.068815336, 0.0032489449, -0.016478453, -0.053524405, -0.14795046, -0.109093994, -0.12870269, -0.002630448, -0.06801728, 0.14639665, -0.06822433) * go_3(0.0, 1.0);
result += mat4(-0.07080211, -0.040826853, -0.033220325, -0.059183825, 0.04329672, 0.063708104, -0.035263177, -0.0458802, -0.02008796, -0.049146526, 0.089134075, 0.03859085, -0.045549996, 0.029697193, 0.15034728, -0.0018817111) * go_3(1.0, -1.0);
result += mat4(0.039675616, 0.018654805, 0.13472396, -0.10085893, 0.10066916, -0.08033906, 0.018985836, 0.1816522, -0.018084701, -0.10209158, 0.0449365, 0.09099806, -0.020470351, -0.06829825, -0.014519299, -0.00509428) * go_3(1.0, 0.0);
result += mat4(-0.15741396, 0.05455757, 0.117732294, -0.057458114, -0.114514634, -0.094042346, -0.17771651, -0.061140526, -0.060833562, 0.10035822, 0.06124312, -0.06661064, -0.0018217589, 0.038015686, 0.01619762, 0.052612346) * go_3(1.0, 1.0);
result += mat4(-0.046267886, 0.027238147, -0.081795394, -0.09895906, 0.05681646, -0.18517537, 0.12982327, 0.1463164, -0.20571908, -0.0044081192, -0.07597679, 0.06798806, -0.024998685, -0.105057, 0.020142943, -0.04110074) * go_4(-1.0, -1.0);
result += mat4(-0.07359837, 0.08834078, -0.07412248, -0.12616368, 0.0115964, -0.04456031, 0.008991023, -0.015968446, -0.043489736, 0.14576635, 0.13684048, 0.15739883, 0.05994394, 0.11297449, 0.12657966, -0.059943344) * go_4(-1.0, 0.0);
result += mat4(-0.17568645, 0.11484936, 0.062251553, -0.15136053, 0.29049096, 0.0024718787, 0.121878795, -0.009670675, -0.19996215, 0.029120186, 0.12848198, 0.076529734, 0.011830436, 0.1576248, -0.12900768, -0.05310298) * go_4(-1.0, 1.0);
result += mat4(-0.06142374, -0.17815915, 0.00058353646, -0.0667871, 0.0668762, -0.29092032, 0.23282619, -0.010448164, 0.05979426, 0.08196557, 0.111800365, 0.1558172, -0.010005564, 0.075883746, -0.040655583, 0.0051063546) * go_4(0.0, -1.0);
result += mat4(-0.0077534625, -0.14138709, 0.010493417, -0.15145995, -0.09795836, 0.106897555, 0.26405326, 0.07498084, -0.15466009, -0.19128636, 0.15841517, 0.054464955, 0.031502593, -0.09426758, 0.22110905, -0.00015192994) * go_4(0.0, 0.0);
result += mat4(-0.35819224, -0.10807826, 0.06658498, -0.10841418, 0.09475472, 0.13453954, -0.013960625, -0.009735592, 0.038927417, 0.13535383, 0.033521585, -0.094346955, -0.019520368, 0.06643515, -0.07618614, -0.07051688) * go_4(0.0, 1.0);
result += mat4(-0.055401906, -0.037381615, 0.041573223, -0.14800537, -0.1526917, 0.050005253, -0.049910907, 0.047916252, 0.034644917, -0.14797066, 0.046542633, -0.07104987, -0.026582243, 0.15330225, 0.2227041, 0.19780077) * go_4(1.0, -1.0);
result += mat4(0.003628358, -0.059674487, -0.21862231, -0.1362011, 0.016803924, 0.20197828, 0.18969901, 0.09246762, 0.027481126, -0.019240722, -0.061361928, 0.1739253, 0.01544318, -0.11393152, 0.047847472, 0.11922861) * go_4(1.0, 0.0);
result += mat4(-0.16246219, -0.12184918, 0.02492925, -0.035550725, 0.03243216, -0.0061611524, 0.06504156, 0.12337497, -0.03740865, 0.2711029, 0.19475599, 0.0069879107, -0.04362148, -0.002894425, -0.08314916, -0.25339) * go_4(1.0, 1.0);
result += mat4(0.06639268, 0.1226432, -0.114832185, 0.070980854, -0.0730899, 0.057009514, 0.046833325, -0.067606986, -0.09919963, -0.37281474, -0.017902378, 0.063805416, 0.08555195, 0.048291102, -0.020758439, -0.027784465) * go_5(-1.0, -1.0);
result += mat4(0.013405216, -0.14713968, -0.10929318, -0.024524782, -0.19179231, 0.005229531, -0.035046607, -0.03029374, 0.12758893, -0.06695983, -0.16914585, -0.02630946, -0.05946738, 0.0141625535, -0.08066392, -0.0039679087) * go_5(-1.0, 0.0);
result += mat4(-0.081084944, 0.16825265, 0.057608504, 0.015340001, 0.03824054, -0.10183542, 0.0990391, 0.101068445, -0.0107377535, 0.028140228, 0.1429819, -0.016266476, -0.117353275, -0.18448253, 0.18239972, 0.14592138) * go_5(-1.0, 1.0);
result += mat4(0.022838028, -0.13077143, 0.020248974, -0.055619814, 0.36748004, -0.25471938, 0.22140662, 0.037865274, 0.043932404, 0.055467438, 0.01949179, -0.17188439, -0.029154088, 0.07582445, 0.2514083, 0.017520098) * go_5(0.0, -1.0);
result += mat4(0.24249633, -0.015670802, 0.10350504, 0.10091157, 0.073665835, 0.154068, -0.13934352, 0.034722574, -0.14473338, 0.16642897, 0.14154346, 0.19300297, -0.15170477, 0.17405164, 0.0993315, 0.082411245) * go_5(0.0, 0.0);
result += mat4(0.120236054, 0.04393166, -0.1274564, -0.14343578, -0.17841624, 0.14795913, 0.1327008, 0.04306565, 0.03820121, 0.036950663, -0.09966917, 0.1561982, 0.15704241, 0.010505043, -0.059078265, 0.17782433) * go_5(0.0, 1.0);
result += mat4(0.015989952, -0.10346438, 0.01477996, 0.01381734, -0.0020046702, -0.08296894, 0.030247187, -0.06902144, -0.033283636, 0.08230534, 0.2041918, -0.017593132, -0.05823506, -0.06271958, 0.057211872, 0.16528864) * go_5(1.0, -1.0);
result += mat4(0.15105817, 0.08504043, -0.14911468, -0.19373105, 0.077416345, -0.07362624, -0.14520273, -0.117083244, -0.098855175, -0.11546281, 0.2013104, -0.09206118, 0.049059115, -0.03629559, 0.071217075, 0.1291613) * go_5(1.0, 0.0);
result += mat4(-0.03957678, -0.12520507, -0.045303326, -0.11613586, 0.16313192, 0.072967835, 0.025449362, 0.01722513, -0.055758182, -0.043600183, -0.02403487, -0.031192053, 0.14819577, -0.051370014, -0.14941072, 0.034644872) * go_5(1.0, 1.0);
result += mat4(-0.073024414, 0.02202545, 0.09309926, -0.06473012, -0.091724865, 0.05130679, -0.015425844, 0.021199657, 0.08321363, 0.077499814, -0.12684996, 0.11093035, -0.0031282227, -0.16674936, -0.037387174, 0.051467184) * go_6(-1.0, -1.0);
result += mat4(-0.02690489, -0.010381964, 0.104083754, -0.026472932, -0.28350607, 0.09717675, 0.040012196, -0.025573855, 0.14496754, 0.043652393, 0.066548236, -0.13428038, 0.05158042, 0.029492611, 0.06677995, -0.09331364) * go_6(-1.0, 0.0);
result += mat4(-0.008557023, 0.053805478, 0.14596899, 0.14682902, -0.1280871, -0.12252611, -0.1342184, -0.09569089, 0.04287121, 0.14218418, -0.01535556, 0.14128487, 0.07601873, 0.062792934, 0.17843449, 0.0013233593) * go_6(-1.0, 1.0);
result += mat4(-0.03626641, -0.086798765, 0.111303665, 0.084100485, -0.034761395, -0.1768037, 0.06328535, -0.056683894, 0.04654289, 0.17042455, 0.010163501, 0.04580083, 0.163605, 0.06626728, -0.08693581, -0.27529544) * go_6(0.0, -1.0);
result += mat4(0.07475657, -0.010114883, 0.13548818, 0.05231574, -0.04789571, -0.20014645, -0.13627432, -0.08317294, 0.18127209, 0.1864717, 0.101762116, -0.14188983, -0.19037981, -0.034903, 0.06820425, 0.06638825) * go_6(0.0, 0.0);
result += mat4(0.0842221, -0.080642395, 0.07986916, 0.09827023, 0.005293987, -0.23334707, -0.021650719, -0.1095129, 0.13535668, 0.062001623, 0.14404789, 0.22836635, 0.013712175, -0.03593151, -0.107020594, 0.106728524) * go_6(0.0, 1.0);
result += mat4(-0.0025111288, -0.02401042, 0.10017584, -0.0787389, -0.05934919, -0.003888015, -0.15397097, -0.118789256, 0.1755306, 0.062894, 0.08169569, 0.070930645, 0.009758565, 0.02642412, 0.11837063, 0.017998926) * go_6(1.0, -1.0);
result += mat4(0.09113588, -0.07959844, -0.017930401, 0.15803315, 0.07464388, -0.043724272, -0.14296398, -0.10401141, 0.20054936, 0.084242016, 0.11802311, 0.18693525, 0.12843236, -0.1743202, -0.2691209, -0.10083827) * go_6(1.0, 0.0);
result += mat4(-0.0104539115, -0.057354454, -0.052867286, 0.1466724, 0.09271791, 0.08887784, -0.02005143, -0.07572476, 0.27422255, 0.042678628, -0.20733066, 0.19042592, -0.1411383, 0.02257083, -0.064085186, -0.09262303) * go_6(1.0, 1.0);
result += mat4(-0.039105386, 0.1234472, -0.050453164, -0.06813485, -0.03566356, -0.082925014, 0.004115353, 0.03527489, 0.14877772, 0.10940238, 0.038895883, 0.14791708, -0.00093082275, 0.013463437, 0.052204877, -0.09501719) * go_7(-1.0, -1.0);
result += mat4(-0.13413331, 0.30298924, 0.06975083, 0.06468644, 0.021598302, -0.042296782, 0.047363598, 0.0656856, 0.116241224, -0.056966808, -0.048400965, 0.15398203, -0.017706253, -0.21229734, 0.081751674, -0.07334096) * go_7(-1.0, 0.0);
result += mat4(-0.015395337, 0.08013673, -0.007724216, -0.16373841, -0.040737778, 0.046441197, 0.099434204, 0.010231656, -0.09467427, 0.0027398872, -0.11485949, -0.04768318, 0.021612423, 0.12103776, 0.0017846692, -0.19943565) * go_7(-1.0, 1.0);
result += mat4(-0.03624946, 0.09955605, -0.05853764, 0.11099403, -0.11808308, -0.030056255, -0.0073744217, -0.077378385, -0.07616062, -0.12060334, 0.21527039, 0.18560308, 0.081354655, -0.09822593, 0.0857936, 0.022761296) * go_7(0.0, -1.0);
result += mat4(0.17069015, -0.11525897, -0.051111165, -0.14717498, 0.012639682, 0.09998064, 0.17585759, -0.14529346, 0.1109187, -0.32648262, 0.004875526, -0.16914915, -0.3011962, 0.15414944, 0.1256961, 0.058924194) * go_7(0.0, 0.0);
result += mat4(-0.09058702, 0.083920516, 0.16238095, 0.029322624, -0.043353304, 0.013579545, 0.0129472315, 0.06778881, 0.0683832, 0.035574593, 0.20563723, 0.06673693, 0.08938325, 0.038934063, 0.09244839, 0.028088508) * go_7(0.0, 1.0);
result += mat4(-0.07614752, -0.047567874, -0.1380417, -0.18331873, 0.052511748, -0.0539637, 0.039498847, 0.08259066, -0.02891946, -0.021063829, 0.14133519, 0.01393951, -0.010774704, 0.016167268, -0.16802885, -0.061799638) * go_7(1.0, -1.0);
result += mat4(-0.18863532, 0.16274302, 0.192186, -0.0077962317, -0.020892195, -0.09247625, 0.005973833, -0.09916121, 0.057757266, 0.22371474, 0.010263742, 0.05736251, -0.05340698, 0.010000294, 0.07362701, -0.036168545) * go_7(1.0, 0.0);
result += mat4(0.13246104, -0.0075489967, 0.045744922, 0.012578804, 0.069654465, 0.09448002, 0.07289381, -0.028779842, -0.028920207, 0.019855209, -0.012340226, 0.11704812, -0.0732277, -0.06416991, -0.19167633, -0.19066313) * go_7(1.0, 1.0);
result += vec4(-0.049622387, 0.08094756, 0.01070978, -0.004729037);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!BIND conv2d_6_tf2
//!BIND conv2d_6_tf3
//!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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.035603523, -0.08185009, 0.100660555, -0.022107664, 0.006483063, 0.010618868, 0.066785395, -0.10532644, -0.022030462, -0.03625011, 0.007837545, 0.08149827, -0.12578116, -0.07853147, -0.05958921, 0.053226028) * go_0(-1.0, -1.0);
result += mat4(-0.05855061, -0.015080681, 0.011201599, 0.20149398, 0.14702003, 0.12853478, 0.06493872, -0.11110786, -0.046400975, -0.051260192, -0.00061310694, 0.0035754163, -0.018769907, -0.05883245, 0.14298503, 0.044353373) * go_0(-1.0, 0.0);
result += mat4(-0.03558178, 0.049559087, 0.12715517, -0.10066971, 0.09137559, 0.043789122, 0.022936953, -0.05118043, 0.04014738, 0.10581346, -0.0290242, -0.01377225, -0.022771021, 0.046499223, -0.017308814, 0.024164317) * go_0(-1.0, 1.0);
result += mat4(-0.05326584, 0.0648063, -0.019037703, 0.026325414, -0.028105821, 0.06404821, -0.08319213, -0.028761376, 0.08944063, -0.043534186, -0.1310267, -0.15940449, -0.039495252, 0.05476147, 0.11432263, 0.061669342) * go_0(0.0, -1.0);
result += mat4(-0.041112833, -0.21133068, 0.06816941, 0.055115074, 0.025840355, -0.026093813, 0.053838182, 0.019086495, -0.009952756, -0.070893176, 0.13810948, 0.0705213, 0.12261168, 0.055244014, 0.08636737, -0.13819547) * go_0(0.0, 0.0);
result += mat4(0.004913478, -0.048463155, 0.0072081247, -0.003661033, -0.0008038985, 0.040157363, -0.10312559, -0.08591067, 0.040277693, -0.06355311, 0.06348351, -0.00020286323, -0.0517869, 0.079511285, 0.13597977, 0.14372323) * go_0(0.0, 1.0);
result += mat4(0.060098045, 0.0035651794, 0.04503383, 0.028510861, 0.065317295, 0.16709213, 0.05087783, -0.0064135925, 0.13494767, 0.10095361, -0.061869144, -0.13709058, -0.04864603, 0.025154103, 0.07870689, 0.048005972) * go_0(1.0, -1.0);
result += mat4(-0.033613607, -0.1275044, -0.060809586, -0.044648085, 0.010648507, 0.05642866, -0.06120529, -0.009423726, -0.01780852, 0.038888674, 0.0984886, 0.13126552, 0.07388317, 0.05093105, -0.016656855, -0.11651323) * go_0(1.0, 0.0);
result += mat4(0.007843721, 0.017831927, -0.15450433, -0.15955317, 0.010202567, -0.009159524, -0.07439414, -0.089754924, -0.021661272, 0.03366527, -0.0006366156, 0.0006161091, -0.04967107, -0.07847564, 0.083504364, 0.05554673) * go_0(1.0, 1.0);
result += mat4(0.031190002, 0.13800605, -0.15574321, 0.010022096, -0.14684476, 0.061689105, 0.014063308, -0.00039702927, -0.1003136, 0.068490945, 0.0048890817, -0.094239116, 0.021505974, 0.015284103, 0.090422966, -0.08774978) * go_1(-1.0, -1.0);
result += mat4(0.09721201, -0.06701299, -0.039967485, 0.043807294, 0.08414275, -0.06183705, 0.16963054, 0.16145426, -0.046832524, -0.11351221, -0.025378993, -0.066796064, -0.108117335, 0.03834068, -0.084380955, 0.07838217) * go_1(-1.0, 0.0);
result += mat4(0.01133327, -0.08794524, 0.043305114, -0.061654102, 0.0051152804, 0.027094582, 0.10866538, 0.028519077, -0.07746428, 0.0301101, -0.109595634, -0.072024494, 0.14254291, 0.06296279, -0.13838717, 0.029168306) * go_1(-1.0, 1.0);
result += mat4(0.03323507, 0.0005419394, 0.049774323, 0.13523221, -0.11138956, 0.023692777, -0.12362618, -0.09451136, 0.043240786, -0.04068215, 0.100901894, 0.026546478, -0.039114397, -0.08423817, 0.131507, -0.08842477) * go_1(0.0, -1.0);
result += mat4(-0.057802275, -0.013870614, -0.04850402, -0.04543366, -0.16024384, 0.0058730533, 0.0760309, 0.19207342, -0.19927716, -0.010100102, 0.09135455, -0.060649123, 0.025650078, 0.018444177, 0.00021598223, -0.04745473) * go_1(0.0, 0.0);
result += mat4(-0.080954164, 0.048129823, 0.040365905, -0.046155997, -0.06328537, 0.03939891, 0.112972215, 0.06335107, -0.004712385, 0.03634818, -0.09019586, -0.09726606, 0.057669904, -0.08364145, -0.02754419, -0.016794952) * go_1(0.0, 1.0);
result += mat4(0.06571239, -0.02034063, 0.047206875, 0.12161593, 0.025209486, -0.058197014, 0.111869335, 0.090523414, 0.077260986, 0.0056082606, -0.02820308, 0.06973363, 0.029205032, -0.062267963, 0.015583637, 0.019638522) * go_1(1.0, -1.0);
result += mat4(-0.083109334, -0.05083325, -0.05968024, -0.11155437, 0.105850436, 0.09744165, -0.03303017, -0.013044941, -0.0077590025, -0.04237108, -0.20369965, 0.031323917, 0.012978714, -0.063359976, 0.042146076, 0.019776987) * go_1(1.0, 0.0);
result += mat4(0.035537377, -0.10743068, 0.133754, 0.090181574, -0.028627062, 0.028155155, 0.018499529, 0.09005287, 0.16607289, 0.15793674, -0.11622822, -0.013572966, 0.029706242, 0.017781565, -0.009353398, -0.17865635) * go_1(1.0, 1.0);
result += mat4(-0.11203039, -0.038313862, 0.024553291, -0.14427736, -0.04825668, 0.042359933, -0.07456192, 0.07533933, 0.06583026, 0.028042082, 0.17915186, -0.09986524, 0.0045316215, -0.055563286, -0.01603018, 0.0072140303) * go_2(-1.0, -1.0);
result += mat4(0.023269117, -0.13553037, -0.12864427, 0.05080066, 0.116199985, 0.055588637, 0.020242607, 0.028640006, -0.019016344, 0.02210024, -0.13367496, -0.042627923, 0.10561512, 0.1900557, -0.19167726, -0.13005958) * go_2(-1.0, 0.0);
result += mat4(-0.009667415, 0.048991125, 0.03990137, 0.06523109, -0.0047858153, -0.054032765, -0.04514449, -0.050494507, -0.0417104, 0.100091435, 0.14701962, 0.08403896, -0.025943374, 0.022905018, -0.092077054, -0.11161656) * go_2(-1.0, 1.0);
result += mat4(-0.03497298, 0.077198364, -0.13679147, 0.11873723, -0.024424871, 0.053137034, -0.032385264, -0.0141263325, -0.013927444, -0.071978, 0.13627312, 0.063701816, 0.008311752, 0.0098141, 0.05543976, -0.058797874) * go_2(0.0, -1.0);
result += mat4(0.004518499, -0.07926175, -0.20172442, -0.07550185, 0.24148971, -0.098768815, 0.040357675, 0.0815576, 0.06890898, -0.013913556, 0.008509605, -0.27146277, -0.21143566, 0.14486042, 0.026823578, 0.06405004) * go_2(0.0, 0.0);
result += mat4(0.07543994, -0.00025196848, -0.05954198, -0.046995167, 0.010792962, 0.06456983, 0.05764683, 0.15503259, -0.16120984, 0.0807539, -0.038956456, 0.12451675, -0.08603456, -0.1705987, -0.06136245, -0.18488552) * go_2(0.0, 1.0);
result += mat4(-0.00572469, -0.023406431, -0.024342058, -0.05564663, 0.024842156, -0.07729906, 0.026645722, 0.05106307, 0.024492387, 0.0016276453, 0.06377535, -0.012904678, -0.012211929, -0.029794648, -0.048944846, -0.09197441) * go_2(1.0, -1.0);
result += mat4(0.17784351, 0.33556664, -0.16068351, -0.079374805, -0.04599449, 0.11359752, -0.053493448, -0.21075985, -0.019184487, -0.06383055, -0.01185842, -0.0695056, -0.1157193, -0.22757286, -0.090421006, -0.05891914) * go_2(1.0, 0.0);
result += mat4(-0.0024737257, 0.034482602, -0.006574776, -0.123885706, -0.032806616, 0.13714285, 0.03184805, 0.051896997, -0.10557891, -0.23659584, -0.11904932, 0.13204372, -0.048789233, -0.22316931, -0.11616664, -0.12002667) * go_2(1.0, 1.0);
result += mat4(-0.16620998, -0.083569415, 0.0065785977, -0.028163226, 0.118216015, -0.042357974, 0.12170964, 0.049162548, -0.012655221, -0.062021617, 0.061642777, 0.026117237, 0.058876973, -0.13939914, 0.0016208607, 0.044976454) * go_3(-1.0, -1.0);
result += mat4(-0.14663431, 0.03581357, 0.077214204, 0.10090841, 0.086941764, -0.11483719, 0.013683549, 0.14151746, -0.037653763, -0.049350277, 0.05558862, -0.12354268, 0.08483936, 0.025416449, -0.1325484, 0.039415598) * go_3(-1.0, 0.0);
result += mat4(-0.036637645, -0.037072327, 0.06181543, 0.018595748, 0.03781546, 0.004868063, 0.051894557, -0.045784436, -0.12323018, -0.043563627, -0.061274346, 0.018986262, 0.08072628, 0.15792938, 0.06480739, 0.048926838) * go_3(-1.0, 1.0);
result += mat4(-0.025308818, -0.019264646, -0.061931565, 0.00022685992, 0.08663662, -0.025102472, -0.044551793, -0.014964958, 0.10428076, 0.103535, -0.062238917, -0.00082623254, 0.1021367, 0.07957318, -0.15018936, -0.0863818) * go_3(0.0, -1.0);
result += mat4(0.15889543, -0.049840968, -0.04183841, -0.083414994, -0.1916174, 0.13753025, 0.14771314, 0.33127707, 0.000934214, 0.28703767, -0.008823727, -0.08902316, 0.10487791, 0.045531362, 0.011037433, 0.055553384) * go_3(0.0, 0.0);
result += mat4(-0.048647963, 0.03926244, -0.08315152, 0.06590094, -0.0009501526, 0.17133625, -0.04364588, 0.14289281, 0.044428002, -0.08102835, 0.008432385, 0.007471905, 0.0034905518, 0.08767701, 1.0289642e-06, 0.022898048) * go_3(0.0, 1.0);
result += mat4(0.04429903, -0.11645563, -0.026604889, 0.07899901, -0.023821525, -0.026004031, -0.018923612, -0.053543407, -0.042527657, 0.0036584022, 0.027810149, 0.024032138, 0.10543079, -0.030619275, -0.030865723, -0.05092747) * go_3(1.0, -1.0);
result += mat4(0.026915446, 0.120717816, 0.0019816516, -0.049912937, -0.0007762602, 0.022564199, 0.18567841, -0.056447282, 0.13844876, 0.13579142, 0.10044439, 0.047508094, -0.04063719, 0.17919034, 0.08064534, -0.03256138) * go_3(1.0, 0.0);
result += mat4(-0.0434133, -0.06033915, -0.04983542, 0.0400338, -0.053370785, -0.05155623, 0.045170438, -0.045111567, -0.053353325, -0.12816454, -0.0677066, -0.021872709, -0.02099235, -0.016961794, 0.028701715, 0.06569918) * go_3(1.0, 1.0);
result += mat4(0.06710011, 0.057980128, 0.013201372, 0.030130189, 0.06094751, 0.07235975, -0.047589682, 0.2354357, 0.14901309, 0.04262213, 0.0966923, 0.2618183, 0.005253222, 0.020696905, -0.017493509, 0.030192135) * go_4(-1.0, -1.0);
result += mat4(0.054935362, 0.081852324, -0.009865248, -0.1405845, -0.06501512, -0.081201576, -0.19381413, -0.07899466, 0.1869321, -0.010295521, 0.07100554, 0.039669935, -0.0717112, 0.06757859, -0.057729263, 0.10774218) * go_4(-1.0, 0.0);
result += mat4(-0.05170724, 0.028823921, -0.039832033, 0.102353394, -0.040672857, -0.071934074, -0.03207114, -0.062728606, -0.0041836924, 0.049775664, -0.015730772, 0.115351014, 0.0198361, -0.04392965, 0.06256708, -0.018467398) * go_4(-1.0, 1.0);
result += mat4(-0.004088018, -0.0075854803, -0.053410996, 0.053963624, 0.038335897, -0.043097124, -0.053266585, -0.02110349, -0.100289516, 0.13708574, 0.045705263, 0.14583495, 0.049664762, -0.007881616, -0.07083171, 0.06628562) * go_4(0.0, -1.0);
result += mat4(-0.096194305, 0.3136127, -0.06582547, -0.10976745, 0.0052450127, -0.06082186, 0.072152615, 0.15377738, -0.023069546, 0.024237594, -0.08700614, 0.01600506, -0.11880559, 0.05290161, 0.18157464, 0.12359404) * go_4(0.0, 0.0);
result += mat4(0.05889622, 0.14444394, 5.1526327e-05, -0.016800134, 0.14292586, -0.11104289, -0.03384623, -0.0071736914, -0.027003476, -0.050374918, -0.07425175, -0.06407235, 0.030245714, -0.013432628, 0.036909264, -0.10258834) * go_4(0.0, 1.0);
result += mat4(-0.050930936, -0.012308526, -0.0224252, 0.02924823, -0.014263356, -0.2264721, -0.033080157, 0.10535792, -0.0007992285, -0.07806312, -0.0446525, 0.08360969, -0.07534844, -0.08033527, 0.09658374, 0.03556867) * go_4(1.0, -1.0);
result += mat4(0.036354, -0.01415224, 0.15901333, 0.03089121, -0.105297774, -0.0567874, -0.046968583, -0.02000512, 0.019031817, -0.10858096, -0.16507767, -0.14353652, -0.047385126, 0.08500263, 0.10296464, 0.12831974) * go_4(1.0, 0.0);
result += mat4(0.08133631, -0.08120405, 0.12163648, -0.00789435, 0.06704583, 0.06559347, 0.056115437, 0.014905266, 0.15081121, -0.06725895, -0.06748307, 0.1599525, -0.07030421, 0.12173684, 0.103771955, 0.053344633) * go_4(1.0, 1.0);
result += mat4(0.0195776, -0.0622637, 0.06881111, -0.13235638, -0.009745966, -0.20333163, -0.016195327, 0.0498002, -0.00685214, -0.10209501, -0.035590008, 0.09018023, -0.031462304, -0.0349528, -0.10600601, -0.0090544615) * go_5(-1.0, -1.0);
result += mat4(0.15811858, -0.06563293, 0.016432226, -0.028199475, -0.12282523, -0.06881546, -0.092320375, -0.0031693543, -0.064210124, 0.043783337, -0.2019922, -0.13730226, -0.08938997, -0.10791797, 0.11714907, -0.022770153) * go_5(-1.0, 0.0);
result += mat4(0.06281743, 0.07511937, -0.048748665, 0.04450613, -0.04570434, 0.021222433, -0.06628591, 0.073260285, 0.09201485, -0.028903183, 0.003736346, -0.08917027, -0.07610416, -0.14540285, 0.07343613, -0.06727425) * go_5(-1.0, 1.0);
result += mat4(-0.15571125, -0.0640986, -0.04293689, -0.24749066, -0.11165803, 0.0051061464, 0.019376764, 0.07696208, -0.04814943, -3.504131e-05, -0.16579178, 0.1502019, -0.023707883, 0.04413888, -0.04388852, -0.009154628) * go_5(0.0, -1.0);
result += mat4(-0.07220755, -0.041894138, -0.13767485, 0.026967121, 0.028019764, -0.07266683, 0.09768252, 0.051648475, 0.2144752, -0.049994867, 0.09415208, -0.12033149, -0.2286533, -0.1035957, -0.20106381, -0.05755881) * go_5(0.0, 0.0);
result += mat4(0.124922104, 0.10773247, -0.09984372, 0.08305024, 0.043024022, -0.039096966, 0.09213775, 0.093309745, 0.041290306, 0.054291926, 0.023719616, 0.020621356, -0.16033965, -0.025751784, -0.026916293, -0.012173795) * go_5(0.0, 1.0);
result += mat4(0.00044945415, -0.017210819, 0.053547475, -0.005321006, -0.04807709, 0.06448037, -0.048554003, 0.011876162, -0.05595753, -0.06437566, -0.042622857, 0.020113062, -0.0020804277, 0.018597316, 0.013574127, -0.043030854) * go_5(1.0, -1.0);
result += mat4(0.043135546, 0.18260844, -0.09212242, 0.16260995, -0.026462799, -0.026555145, 0.13806862, -0.07638378, 0.13613388, -0.036159042, 0.21367857, 0.099882215, 0.04033422, 0.06743046, -0.04514496, 0.07347721) * go_5(1.0, 0.0);
result += mat4(-0.05599136, 0.24458563, -0.055775292, 0.023797944, 0.017738774, -0.0026254307, 0.020338422, -0.05910233, -0.041537784, -0.07887153, 0.02836997, 0.029184725, -0.09466807, -0.056054644, -0.20904629, -0.06603871) * go_5(1.0, 1.0);
result += mat4(-0.0809845, 0.113287315, -0.07588069, -0.07764146, 0.018005516, 0.0058764964, 0.015952185, 0.0026178441, -0.025305526, 0.016157705, -0.031857558, 0.012376404, -0.0033852167, -0.0025056018, 0.033977445, -0.035882123) * go_6(-1.0, -1.0);
result += mat4(0.01720746, 0.12093419, 0.004281695, 0.015260916, -0.025000513, 0.019857937, -0.015916452, -0.14818902, 0.10654605, -0.044710767, 0.068046734, 0.0020083294, -0.06207356, -0.11559851, -0.014965024, -0.021263203) * go_6(-1.0, 0.0);
result += mat4(0.10744724, -0.117611334, -0.07036045, -0.16104576, -0.03606856, -0.021588141, 0.003583071, 0.08581648, -0.027726242, 0.0065163933, -0.022813367, -0.042334005, -0.0783816, 0.04475857, -0.013612499, -0.11017741) * go_6(-1.0, 1.0);
result += mat4(-0.03915705, -0.06676148, -0.017724907, -0.08243233, 0.024043124, -0.00641056, -0.046309136, 0.0028519596, -0.020301778, 0.090468615, -0.02914518, -0.01921614, 0.0066639995, 0.0115059335, -0.07672176, -0.11208497) * go_6(0.0, -1.0);
result += mat4(0.08966859, -0.032337032, 0.1445986, -0.1320196, -0.07705068, 0.26452798, -0.102185756, -0.0669899, -0.17417169, 0.04188311, 0.1864277, -0.1504491, 0.22015794, -0.16350059, 0.0710934, -0.2829582) * go_6(0.0, 0.0);
result += mat4(0.06390482, -0.025778925, -0.036299095, 0.038941868, 0.03774386, 0.03236249, -0.094204284, -0.02483742, 0.028479036, -0.0043308022, -0.07259228, 0.012454688, -0.042251453, 0.12513779, -0.09296203, 0.11374747) * go_6(0.0, 1.0);
result += mat4(0.047953177, -0.13953067, -0.16459087, 0.07894725, -0.056713596, 0.021099769, 0.03746491, -0.039627306, 0.013983546, -0.012757725, -0.029330993, 0.06562089, -0.04810442, 0.099750385, -0.0027220398, -0.03113898) * go_6(1.0, -1.0);
result += mat4(-0.18453379, -0.19663307, -0.069053225, -0.0886819, -0.0801514, 0.030041967, 0.052098416, 0.14237365, -0.122975424, -0.020104067, 0.03250069, -0.012830738, 0.015021435, 0.17618941, -0.17539805, -0.11354229) * go_6(1.0, 0.0);
result += mat4(0.039481774, -0.03845886, -0.024213333, -0.013388697, 0.021345852, -0.081355266, 0.060501907, 0.020541774, 0.0050397296, 0.01937342, 0.124778345, -0.02009733, -0.03618026, 0.18081245, -0.059872225, 0.0480807) * go_6(1.0, 1.0);
result += mat4(0.06564816, -0.033822373, -0.0733927, -0.03701997, 0.109872006, 0.0289091, -0.05753885, 0.07605533, 0.01233494, 0.105628036, -0.05230974, 0.020886896, -0.012355101, 0.09088149, -0.077560514, 0.0067109973) * go_7(-1.0, -1.0);
result += mat4(-0.1322054, -0.013291897, -0.03752736, -0.1729646, -0.07199937, 0.044647448, -0.05308083, -0.17281532, -0.22998895, 0.08423837, 0.096846774, -0.03199861, 0.16217668, -0.038777575, 0.11706502, 0.003698661) * go_7(-1.0, 0.0);
result += mat4(-0.04857856, -0.033291973, 0.042390086, 0.07810751, -0.033537693, -0.044030026, -0.039593477, 0.04621247, -0.17857364, -0.09121616, 0.051663235, 0.11376567, 0.026875451, -0.020726817, -0.07497909, 0.04745875) * go_7(-1.0, 1.0);
result += mat4(-0.04273227, -0.06567099, 0.068244755, 0.004056219, 0.071459755, 0.06104156, -0.040738944, 0.026269622, -0.0829272, -0.213161, 0.12350121, -0.12019999, -0.0047574732, -0.07947193, 0.11080581, 0.06579881) * go_7(0.0, -1.0);
result += mat4(-0.0059235813, 0.3313213, 0.11250806, 0.10323526, 0.10955034, -0.16566339, -0.19147675, -0.030210944, 0.04117325, -0.0210125, 0.17611006, 0.08003979, 0.049902663, -0.07172505, -0.122315325, 0.010667146) * go_7(0.0, 0.0);
result += mat4(0.054875605, -0.0037542211, 0.063533604, -0.06934719, -0.03633734, -0.035200633, 0.13640474, -0.0012530384, 0.11430386, -0.19378312, 0.09804568, 0.013388336, -0.05530006, -0.04414178, -0.19488367, -0.0756056) * go_7(0.0, 1.0);
result += mat4(-0.020816237, 0.06688388, -0.037516814, -0.12198087, -0.015191337, 0.027221302, -0.06470536, -0.02152179, -0.017627591, -0.1226421, -0.032714654, -0.05618612, 0.05928148, 0.0800804, 0.048406508, 0.00018751089) * go_7(1.0, -1.0);
result += mat4(-0.048010882, -0.09108586, 0.15244915, 0.013734108, 0.06698592, 0.12715879, -0.06800172, -0.08406023, -0.0060334927, -0.18118794, 0.028690156, -0.041895367, -0.09738513, -0.091504306, 0.005916668, 0.041399106) * go_7(1.0, 0.0);
result += mat4(0.03526128, -0.0710679, 0.026936322, 0.016473033, 0.050931316, 0.07237934, 0.052602474, 0.036545273, -0.044300303, -0.007841123, 0.12865187, 0.13500206, 0.10369719, 0.017725354, -0.046136603, 0.11124073) * go_7(1.0, 1.0);
result += vec4(0.02762366, 0.015666952, 0.009978591, -0.020644614);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64
//!HOOK MAIN
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!BIND conv2d_6_tf2
//!BIND conv2d_6_tf3
//!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_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.09864263, 0.16643536, -0.10098628, -0.27088618, 0.2439447, -0.15055421, -0.16554014, 0.15346923, 0.22877191, 0.36627764, 0.0009881472, -0.29182792, -0.1399589, 0.20674823, -0.1336018, -0.23139776) * g_0;
result += mat4(0.30116054, -0.14907749, -0.057519797, -0.115984246, -0.010677967, 0.24336332, 0.18829945, -0.009448468, -0.20248725, 0.1898866, 0.10740923, 0.070664346, 0.19182079, 0.19262572, -0.10405306, -0.14409591) * g_1;
result += mat4(0.02424672, 0.18151794, -0.3288155, 0.09967775, 0.08982069, -0.33101448, -0.13098675, 0.001805271, 0.093248144, 0.0062144175, -0.27785897, 0.15994431, 0.07629904, 0.11391333, -0.09452774, 0.028830891) * g_2;
result += mat4(-0.12576537, 0.124780804, -0.005383383, 0.010800503, 0.074371964, -0.15757772, -0.012425731, 0.26471737, -0.12934509, 0.18494883, -0.019696942, 0.39016318, 0.108690634, -0.12907083, 0.23849326, 0.2127003) * g_3;
result += mat4(0.06064956, 0.13181925, -0.06518252, 0.09022306, 0.10722941, -0.029313153, 0.05462699, -0.12941502, -0.32090643, -0.2399227, -0.0010322831, 0.2706631, -0.018146884, -0.25801313, 0.2318069, 0.114894636) * g_4;
result += mat4(-0.12751573, -0.13918388, 0.20377824, -0.033067297, -0.0028459544, -0.17263114, 0.07472814, -0.08497229, -0.19693358, -0.23583023, -0.23746331, -0.1620524, 0.12260008, 0.20666504, 0.018275812, 0.05227883) * g_5;
result += mat4(0.017006887, -0.079197586, -0.1751486, -0.24029018, 0.17393425, 0.19827369, 0.14355439, 0.07403027, 0.26099652, 0.34026688, -0.07905064, 0.1136539, -0.033830065, 0.0038907684, -0.25529358, -0.3126053) * g_6;
result += mat4(-0.18364787, 0.06289015, 0.30731493, 0.2604622, 0.14766745, -0.19659941, -0.24400567, -0.13139778, -0.20132752, -0.31973583, -0.04709369, 0.2157305, -0.05968398, 0.41553238, -0.26575878, 0.12818466) * g_7;
result += mat4(0.1777632, 0.30519867, 0.04919452, -0.050079886, -0.09780533, 0.071669996, -0.30823946, -0.05612444, 0.13824712, -0.17230682, 0.1516716, -0.42944372, 0.26453936, -0.3669238, -0.2791366, -0.158038) * g_8;
result += mat4(-0.16834885, -0.36678392, -0.116782546, -0.12371954, 0.030408079, 0.030037245, -0.118157424, 0.21994841, -0.06582355, 0.35889858, -0.08357428, 0.33521906, 0.0730811, 0.12300713, 0.08012372, 0.13627763) * g_9;
result += mat4(0.3792248, 0.2113681, -0.057442214, 0.056784596, -0.07914339, 0.2952479, 0.0039747343, -0.010485219, -0.21411481, -0.26210615, 0.14048009, -0.09856881, 0.17023402, -0.059730083, 0.019566841, -0.016332023) * g_10;
result += mat4(-0.61801714, -0.31580862, 0.024079382, -0.26253095, 0.15262255, -0.05209289, -0.058584727, -0.17753975, 0.09153676, 0.018372437, -0.08778411, 0.15213694, 0.23527849, 0.0651243, 0.082912475, -0.12144174) * g_11;
result += mat4(-0.10203859, -0.2157538, 0.09766386, 0.255458, 0.14621232, 0.15972705, 0.037336424, 0.29910806, -0.23335846, -0.27241442, 0.056837723, -0.15916888, 0.14921062, 0.018489221, 0.29236946, -0.21704453) * g_12;
result += mat4(-0.20196709, 0.03039717, -0.016681867, 0.09106574, 0.016594073, -0.11138761, -0.39326677, -0.12731183, 0.017273927, 0.20023176, 0.40969402, -0.09844807, -0.21699667, -0.08527532, 0.03868599, 0.08391285) * g_13;
result += mat4(0.04918593, -0.28722, 0.13262631, 0.19763342, 0.07408771, 0.20518765, -0.08351114, 0.023192497, 0.08808452, -0.024055472, 0.2863115, 0.028993187, 0.18309475, 0.14929788, 0.41230813, -0.14815095) * g_14;
result += mat4(-0.068900704, -0.085048415, -0.3247905, -0.04743062, -0.09697462, 0.015716264, 0.016111441, -0.020915799, 0.0722674, 0.23050514, -0.038081765, 0.23436533, 0.0045003896, -0.25709474, -0.11242606, -0.2509955) * g_15;
result += vec4(0.016932571, 0.01285098, 0.065885656, -0.045639206);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64
//!HOOK MAIN
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!BIND conv2d_6_tf2
//!BIND conv2d_6_tf3
//!BIND conv2d_8_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!SAVE conv2d_9_tf1
//!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_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.003937308, 0.3325553, -0.051680394, -0.016791617, -0.22406012, -0.1772422, -0.40026435, 0.061494246, -0.052263122, 0.050062478, 0.12657858, 0.25956464, -0.25395867, -0.14557794, 0.065642186, -0.0036497142) * g_0;
result += mat4(0.14910382, -0.1219233, -0.08730868, 0.12936969, -0.38082328, -0.04098752, -0.21931636, 0.22471759, -0.22303404, 0.005031252, 0.29523098, -0.06785384, -0.29611492, -0.13362305, -0.28399295, -0.015605514) * g_1;
result += mat4(-0.092055865, 0.23942079, -0.15355012, -0.2754471, 0.3476136, -0.17973644, 0.20373236, 0.47628164, 0.18442081, 0.2272365, 0.39171374, -0.2109089, -0.081467606, -0.19725452, 0.015637135, -0.07057403) * g_2;
result += mat4(0.10774966, 0.123727456, -0.12286534, 0.16600358, 0.1364775, -0.21570408, 0.074118935, -0.045826353, -0.035832357, -0.28274775, 0.052669924, 0.07969379, 0.17066151, 0.14648491, -0.06644816, -0.14589809) * g_3;
result += mat4(-0.119286284, -0.09573102, 0.090612456, 0.04023182, 0.09588572, 0.177818, 0.23690048, -0.058244612, -0.016383434, 0.2576226, 0.25695682, -0.014298511, -0.024256507, 0.30848315, -0.041158218, -0.03914358) * g_4;
result += mat4(-0.29271403, 0.059981633, 0.0021134338, -0.19035797, -0.0037269308, 0.10220867, 0.07883107, -0.13369656, 0.026632074, 0.37791765, 0.13582648, -0.09352286, -0.082421385, -0.15049607, -0.29702196, -0.024250919) * g_5;
result += mat4(0.06582016, -0.16060877, 0.103828825, 0.06621281, 0.18454358, -0.15770862, 0.0062189074, -0.29478952, -0.38229987, -0.008481092, 0.0146497395, -0.012977512, -0.086033165, 0.24041377, 0.15929726, 0.1291446) * g_6;
result += mat4(-0.26255193, -0.17674851, 0.016529905, -0.29671943, -0.11499627, 0.057172883, 0.024476945, 0.20377044, -0.246527, -0.2740495, 0.27754322, 0.0035727941, -0.08662866, -0.26152274, -0.1885568, -0.12391516) * g_7;
result += mat4(0.012594749, 0.09329428, -0.024767002, 0.09388145, 0.053089734, 0.06234544, 0.2099255, 0.46252325, 0.123893864, 0.082300425, -0.07509414, 0.15968856, -0.34341866, -0.13525012, 0.15489148, 0.35870647) * g_8;
result += mat4(0.15168503, 0.30187908, 0.015656032, 0.013370691, -0.06671537, 0.11837605, -0.08213855, -0.15433209, -0.17091727, -0.0625883, 0.008888305, 0.039089687, 0.15172026, -0.0836314, -0.13341047, -0.029075664) * g_9;
result += mat4(-0.07207691, -0.36168703, 0.022065176, 0.06053417, 0.10515104, -0.15767829, 0.19980878, 0.17313905, 0.016179686, 0.18054177, 0.19189085, -0.14294004, 0.22004858, -0.28201142, 0.2872886, -0.20112494) * g_10;
result += mat4(0.34156498, 0.1817744, 0.13134623, 0.05987189, 0.037724342, -0.090201005, 0.10240794, 0.22642598, -0.5217192, -0.033472296, -0.14296426, -0.094750494, -0.03383312, 0.30726826, 0.049418118, 0.10151059) * g_11;
result += mat4(0.032571465, 0.048514433, -0.10347128, -0.1084494, -0.036202013, -0.008492653, -0.11478463, -0.14242981, -0.16216394, 0.22039019, 0.17737237, -0.1416988, -0.099641696, 0.09431141, -0.17891696, 0.15241605) * g_12;
result += mat4(-0.22881852, 0.040407304, -0.08619452, 0.08407503, 0.027044954, 0.121950984, 0.17166145, -0.056074105, 0.20592104, 0.05306128, -0.249151, -0.15258761, -0.028193245, -0.033121727, 0.009724152, -0.060050894) * g_13;
result += mat4(0.055882175, -0.19219743, -0.08486314, 0.25344363, -0.15363735, -0.16262405, -0.16883601, -0.360693, -0.02007423, -0.18265313, -0.13402134, 0.012125967, -0.15832315, 0.35946545, 0.057530846, -0.20121863) * g_14;
result += mat4(-0.026532218, 0.0999541, -0.18022218, 0.040167805, -0.07300608, 0.23191977, -0.13492207, -0.21953888, -0.006438377, -0.11377467, 0.29050368, 0.08367901, -0.1185086, -0.19436763, 0.19460331, -0.12790322) * g_15;
result += vec4(0.0048366417, -0.01623872, 0.0149186235, -0.0021957709);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64
//!HOOK MAIN
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!BIND conv2d_6_tf2
//!BIND conv2d_6_tf3
//!BIND conv2d_8_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!SAVE conv2d_9_tf2
//!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_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.104137026, 0.102377966, 0.29650456, 0.16560245, -0.049722087, -0.022562431, 0.1480423, 0.22173022, -0.15099648, 0.25188634, 0.29793224, -0.25045073, -0.166794, 0.17724776, -0.13309427, -0.14215149) * g_0;
result += mat4(0.0111736925, -0.20109345, -0.004992949, -0.16356087, -0.03629021, -0.17836154, -0.020239769, -0.0027136574, -0.057733543, 0.1929391, -0.25687936, 0.032994594, 0.28941298, -0.24378207, 0.0058246693, -0.04602329) * g_1;
result += mat4(0.058517553, -0.00855018, -0.10235121, 0.031646684, -0.3329856, 0.28455597, 0.09738041, -0.38193113, -0.11249739, -0.01848674, 0.2163143, -0.06349695, 0.20303167, -0.033269245, -0.2735205, -0.15447442) * g_2;
result += mat4(0.080081046, 0.07366588, -0.09329567, 0.18479577, -0.118616, 0.09503109, -0.26074445, 0.35643557, 0.30263063, 0.22413187, 0.09882829, 0.12301443, -0.006198813, 0.19721447, 0.10678005, -0.1651503) * g_3;
result += mat4(-0.06906497, -0.3009552, 0.07767211, 0.05151866, 0.11417627, 0.23357406, -0.048603542, -0.049274545, -0.06154897, -0.12599663, 0.07611352, 0.00786339, 0.14635855, -0.26319003, -0.06853761, 0.088817514) * g_4;
result += mat4(0.11830914, -0.10345762, -0.09292891, -0.0074040242, 0.0073001185, -0.15325016, -0.011847827, 0.23296888, 0.06515359, -0.06067429, -0.090339884, 0.13176519, 0.23185344, 0.071258485, -0.06901788, -0.0903061) * g_5;
result += mat4(0.17608684, 0.1722441, -0.00018389517, 0.026899414, 0.11040594, 0.053332347, 0.074438855, 0.0608023, -0.089713804, -0.10031175, -0.09828107, 0.2759653, 0.040628787, -0.014327023, -0.18901895, -0.19466661) * g_6;
result += mat4(-0.077983975, 0.116868906, -0.23626202, 0.24141665, 0.18514152, 0.12009115, 0.024183134, -0.19578324, -0.2004096, 0.16053474, -0.12452011, -0.24160402, 0.044126388, -0.08934569, 0.26577887, 0.09816567) * g_7;
result += mat4(0.10499274, 0.2265129, -0.078521736, 0.29265165, 0.0041190055, 0.36288932, -0.103490636, 0.05727936, -0.089100264, 0.04249254, 0.30703348, -0.024190163, 0.026818752, 0.21627031, 0.1413635, 0.5749679) * g_8;
result += mat4(-0.11887336, 0.27841938, 0.18154635, -0.30292216, -0.14453453, -0.32330868, -0.06806779, -0.13335946, 0.12325082, -0.2776033, -0.2176617, -0.14796872, 0.14378121, -0.1515707, -0.19313759, -0.03666135) * g_9;
result += mat4(-0.16793656, 0.14827895, 0.31085837, 0.039777525, 0.049468413, -0.19864005, -0.11719598, 0.16815868, -0.02205864, -0.20461129, -0.15883179, 0.026992796, -0.2750394, 0.20748213, 0.24951674, -0.06626439) * g_10;
result += mat4(-0.22174093, -0.20898962, -0.03558482, 0.23259541, 0.12385461, 0.11644065, 0.13360718, -0.298495, 0.05759325, -0.06470147, -0.1467882, -0.1233936, 0.124703325, -0.004894744, -0.44175613, 0.30384606) * g_11;
result += mat4(-0.22360735, 0.13903587, 0.123154536, 0.22120447, 0.07635435, -0.08578538, -0.0070886854, -0.16854721, 0.2935059, 0.014837484, 0.011378183, 0.11189771, 0.15975478, 0.1525562, 0.17962816, -0.30664667) * g_12;
result += mat4(-0.13563982, -0.11331227, -0.35234228, 0.17117529, 0.09372269, -0.018378476, -0.060744487, 0.066920675, -0.12684692, -0.15846166, 0.040910132, 0.15608624, -0.0839549, 0.06397846, -0.11739037, -0.24138166) * g_13;
result += mat4(-0.3350538, -0.24931656, -0.13913944, -0.078073435, 0.12782471, -0.033278856, 0.22328287, -0.0494411, -0.16591735, -0.03392308, 0.1588464, -0.19808592, 0.19063896, -0.16003527, 0.21511821, 0.10613058) * g_14;
result += mat4(-0.060294464, -0.09252907, -0.01603874, -0.07597569, 0.03133959, 0.072272286, -0.13213353, 0.15609686, 0.2167412, 0.06884895, -0.2590782, 0.33470517, 0.003332907, 0.03748415, -0.25728425, -0.30776468) * g_15;
result += vec4(0.0085292775, -0.0498912, 0.02406236, 0.013927507);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64
//!HOOK MAIN
//!BIND conv2d_6_tf
//!BIND conv2d_6_tf1
//!BIND conv2d_6_tf2
//!BIND conv2d_6_tf3
//!BIND conv2d_8_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!SAVE conv2d_9_tf3
//!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_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0))
#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.18489622, 0.01521825, -0.053398065, 0.077619, -0.08345202, 0.20407347, -0.11390942, 0.08462241, -0.1705865, 0.30955344, -0.08472498, -0.16442084, -0.22677645, 0.048857957, -0.057290807, -0.40370303) * g_0;
result += mat4(-0.04026143, -0.020023338, -0.022386922, -0.1292272, 0.17330426, 0.13575786, 0.16291218, -0.14266899, -0.23032628, 0.11625899, 0.0062630204, -0.0012355708, 0.15870166, -0.035987332, 0.0871242, 0.085054055) * g_1;
result += mat4(0.016969275, 0.054262232, -0.23052263, -0.19101018, 0.03396106, 0.0054336865, -0.0467761, 0.19085331, -0.106530495, -0.27656856, 0.015368871, 0.13383915, -0.08088739, -0.15458798, 0.01770847, 0.26224154) * g_2;
result += mat4(-0.1710468, -0.010396238, -0.008604742, -0.27136776, -0.08490557, 0.016414553, -0.27219942, -0.2275841, -0.0020410966, -0.074557334, 0.32281566, -0.0358406, -0.07795256, 0.11081372, -0.34438163, 0.15058495) * g_3;
result += mat4(-0.13303854, -0.054123223, -0.034091465, -0.08479921, -0.3663492, 0.047407333, -0.08467303, -0.015536085, 0.07641996, -0.08629571, -0.026073072, 0.05748389, 0.39037332, 0.017548965, 0.105086334, -0.08005681) * g_4;
result += mat4(0.08531782, -0.06040872, -0.25501314, -0.15468454, -0.18607718, -0.045276865, -0.08727564, 0.101659656, -0.14160259, -0.011791499, -0.14346547, 0.16301742, -0.054622017, -0.028709898, -0.05332203, -0.23680754) * g_5;
result += mat4(0.18716991, 0.12908773, -0.3459139, -0.054999888, -0.1764484, 0.04881557, 0.096896894, -0.011711037, 0.093170814, 0.1973141, -0.028869364, -0.052994333, -0.050567757, -0.052473217, -0.20334762, -0.29321235) * g_6;
result += mat4(0.16290617, 0.070835315, -0.13578944, 0.049878098, 0.024889912, 0.0046419716, 0.17256121, 0.24758084, 0.33473715, -0.05304426, -0.031384464, 0.30393425, 0.06880461, 0.018678263, 0.40095538, -0.32181707) * g_7;
result += mat4(-0.12459963, 0.0924927, 0.17442048, -0.015650576, -0.05587131, 0.21291989, 0.31195658, 0.07287886, 0.1531054, 0.022245308, 0.09070423, -0.090930104, 0.036900636, -0.062797755, -0.015801767, -0.06667231) * g_8;
result += mat4(-0.22362942, 0.30185577, -0.0560174, -0.17768693, 0.14361233, -0.36686167, -0.108977124, -0.06692557, 0.046176855, 0.06899551, 0.19507368, 0.18504564, 0.2892618, 0.108308315, -0.32998815, 0.15013184) * g_9;
result += mat4(-0.06166722, 0.03421678, 0.007097079, -0.06511754, -0.07503845, -0.097745866, 0.0767785, 0.12762466, 0.078295015, 0.15278883, -0.20041291, -0.15149453, 0.1359745, -0.055542946, -0.1351582, 0.04746136) * g_10;
result += mat4(0.2754691, -0.045461576, 0.28655398, 0.066658214, 0.10664401, 0.019698175, 0.21868771, 0.010793508, -0.37068173, -0.22633933, 0.05709351, -0.015515003, -0.25028723, 0.07527501, -0.060320277, 0.11013715) * g_11;
result += mat4(0.16451468, -0.048677545, -0.21968195, -0.024521982, 0.06710036, -0.00431936, -0.040931974, 0.14162326, 0.30826005, -0.19923253, 0.06730949, 0.33769038, -0.17198718, 0.060878154, -0.2895043, -0.029802436) * g_12;
result += mat4(-0.10908404, -0.18938556, 0.11546769, 0.11317103, -0.096525446, -0.1143871, 0.095474064, -0.12509643, -0.20624343, -0.23595047, -0.11051539, 0.1230616, -0.047473382, -0.11819063, -0.1330644, -0.09428916) * g_13;
result += mat4(0.099916406, -0.19375911, -0.08102031, 0.1239838, 0.27221766, 0.20148776, 0.19851638, 0.08333579, 0.086547665, -0.18228337, 0.022614995, -0.1385529, 0.35897738, 0.20353337, -0.051304217, 0.09238109) * g_14;
result += mat4(-0.17090152, 0.34364688, 0.25943616, 0.04933595, -0.022766197, 0.33663043, 0.09173691, -0.040311158, -0.20550281, 0.17361137, -0.13678429, 0.07744437, -0.42078802, -0.2707222, 0.21051168, 0.2207691) * g_15;
result += vec4(-0.00853374, 0.014111409, -0.018602863, 0.025112765);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_9_tf
//!BIND conv2d_9_tf1
//!BIND conv2d_9_tf2
//!BIND conv2d_9_tf3
//!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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.2167346, 0.08259927, 0.01593457, -0.06168633, 0.028108353, -0.016532995, 0.008972924, 0.011045642, -0.28601897, 0.25977787, 0.057599183, -0.011715917, 0.042454317, 0.08984024, -0.09684031, 0.12903662) * go_0(-1.0, -1.0);
result += mat4(-0.07467005, -0.0044173184, 0.042089712, -0.096472785, -0.090920694, 0.14287423, -0.1197274, 0.15093653, -0.17902398, 0.2337814, -0.2301511, -0.26088297, -0.16935518, 0.07310083, -0.0051561873, 0.2587852) * go_0(-1.0, 0.0);
result += mat4(-0.015114397, -0.0615879, 0.061449658, -0.08588831, 0.06878012, -0.066395596, -0.120973326, 0.1751009, 0.13974409, 0.07330856, 0.015523489, -0.119367056, -0.12705635, 0.08617225, -0.08821478, 0.042958662) * go_0(-1.0, 1.0);
result += mat4(-0.015199017, 0.031381227, 0.0780515, 0.069131814, -0.12783948, 0.030788802, -0.030043626, 0.016303174, -0.27775663, 0.16235924, 0.008142429, 0.04124429, 0.10874539, -0.022458551, -0.008865443, 0.09369907) * go_0(0.0, -1.0);
result += mat4(-0.01634807, -0.008341841, 0.06457744, -0.08560355, -0.24626143, 0.011861395, 0.020570388, 0.062295143, 0.34602648, -0.17742984, -0.02403783, 0.16412638, 0.10932493, -0.0042189476, 0.040966537, 0.058982532) * go_0(0.0, 0.0);
result += mat4(-0.043838717, -0.056111507, -0.016028062, -0.059582476, 0.12887439, -0.033336997, -0.26650676, 0.0662371, -0.053933796, -0.032257825, 0.16265263, 0.023418164, -0.08054197, 0.30419502, -0.19452181, 0.010710408) * go_0(0.0, 1.0);
result += mat4(0.01280635, 0.10079952, -0.033026945, 0.08498357, -0.04817073, -0.13418624, 0.09589368, -0.022635134, -0.06345144, -0.05724931, -0.14657016, -0.0786738, 0.05080321, 0.041433394, 0.01910969, 0.19891381) * go_0(1.0, -1.0);
result += mat4(0.10898035, -0.14818819, -0.08342, 0.106918834, -0.19069608, -0.023136294, -0.018794658, -0.03204733, -0.039217297, 0.07554547, -0.037759304, -0.044361852, 0.019575626, 0.09581649, -0.005387532, 0.08929196) * go_0(1.0, 0.0);
result += mat4(0.17248777, 0.08927015, 0.12626562, 0.069963455, 0.027248785, -0.10808538, 0.0022578489, -0.10984469, -0.015384902, 0.12769361, 0.06637168, 0.058609772, 0.013054495, 0.13254511, 0.076141186, 0.09916911) * go_0(1.0, 1.0);
result += mat4(-0.124390416, 0.10685674, -0.10966216, -0.08369025, -0.0651576, -0.1300008, -0.027007537, 0.13056019, 0.115544505, -0.07873411, -0.083743975, 0.05898996, 0.22908325, -0.053363908, -0.01612341, -0.15103827) * go_1(-1.0, -1.0);
result += mat4(-0.020670712, -0.2649095, -0.030632991, -0.04527719, 0.46974248, 0.043867197, -0.15608059, 0.20002516, -0.16267627, 0.0990293, -0.064487904, 0.19699238, -0.04589485, -0.038980853, 0.10857598, -0.0039152764) * go_1(-1.0, 0.0);
result += mat4(-0.2282477, -0.00044616987, 0.166831, 0.03326744, 0.15271889, -0.025690703, -0.29518652, 0.032539356, -0.06354523, -0.031361856, 0.053646125, 0.00018960344, -0.030466253, 0.15894201, -0.12748806, -0.11215912) * go_1(-1.0, 1.0);
result += mat4(0.11262574, 0.13243207, 0.050107982, -0.097106785, -0.12724099, 0.022966115, 0.033192, -0.08005735, -0.069815435, -0.06228412, 0.017130738, -0.08344178, -0.11615836, -0.11328931, 0.22229461, -0.066494435) * go_1(0.0, -1.0);
result += mat4(-0.047039963, 0.009185746, -0.10476018, 0.078825586, -0.045319136, 0.011463228, -0.02181092, -0.0020480661, 0.0045678956, -0.016130341, -0.14006588, 0.05225688, -0.12515195, 0.18153296, -0.05256603, -0.11048086) * go_1(0.0, 0.0);
result += mat4(0.18182711, -0.14322367, 0.15531246, 0.09205347, 0.25048062, 0.0677125, -0.08411049, 0.036185652, 0.19853042, 0.04891688, 0.07559669, -0.054106154, 0.01919658, 0.22520682, 0.15135488, -0.038460355) * go_1(0.0, 1.0);
result += mat4(-0.050445374, -0.14471428, -0.23796226, -0.15576342, -0.028298652, 0.09235079, -0.06269788, -0.19188045, -0.053789496, 0.11350222, 0.04766122, 0.10510269, 0.0038152386, 0.09062761, 0.1011998, 0.040780947) * go_1(1.0, -1.0);
result += mat4(0.019419372, 0.03997944, 0.119759075, 0.04283821, -0.051738333, 0.08721772, -0.077736385, -0.05724854, -0.08099945, 0.17420025, 0.073216155, -0.05489914, 0.09093694, -0.08793478, 0.013140325, -0.0043218792) * go_1(1.0, 0.0);
result += mat4(0.037703384, -0.02789724, 0.013243169, 0.17291826, 0.0074070534, 0.114018075, -0.104694985, -0.0530431, 0.10854754, -0.21815501, -0.091733016, 0.05429939, 0.008154856, 0.017797785, -0.04539086, -0.022114938) * go_1(1.0, 1.0);
result += mat4(0.08511963, -0.044427045, 0.13799068, -0.0029811792, -0.15045413, -0.09981538, 0.042939857, 0.1374501, -0.029713511, -0.13069215, 0.11228989, -0.11295705, -0.14637329, -0.09949667, 0.071820505, -0.12730566) * go_2(-1.0, -1.0);
result += mat4(0.08256388, -0.01721364, -0.14035071, 0.029640568, 0.10975381, 0.020408878, -0.048385482, -0.054182887, 0.07115744, -0.00768504, 0.062499907, 0.11246996, 0.15368488, 0.016138898, -0.07301467, -0.08368065) * go_2(-1.0, 0.0);
result += mat4(-0.061671108, 0.036220826, -0.051254276, 0.069273986, 0.15657571, 0.014273202, -0.13077787, 0.0056451196, -0.14062496, 0.03103866, 0.04512255, -0.010760401, 0.008121844, 0.011501802, -0.06567986, 0.017685082) * go_2(-1.0, 1.0);
result += mat4(-0.113867186, -0.12749363, -0.08943638, 0.13412562, -0.071981415, 0.022248283, -0.06953866, -0.08428237, 0.03129861, -0.06123529, -0.092742726, 0.020794291, 0.096983775, -0.02983442, -0.015079871, -0.081479155) * go_2(0.0, -1.0);
result += mat4(0.04013621, 0.084514834, -0.13812582, -0.12510088, 0.14553706, 0.10702256, -0.08045372, 0.08607196, -0.16143145, -0.007886448, 0.01781611, -0.003077175, -0.11296926, 0.1734043, -0.13854994, 0.13680972) * go_2(0.0, 0.0);
result += mat4(0.050505515, -0.17902215, -0.04802798, -0.14421499, -0.030427728, 0.03368048, -0.110685, 0.09567036, 0.03252777, 0.09485837, 0.06954893, 0.023373473, 0.07177965, 0.04810273, 0.08434124, 0.116279624) * go_2(0.0, 1.0);
result += mat4(0.0005544921, -0.051555045, -0.06470852, -0.0531636, 0.057035804, -0.03869994, -0.027945146, 0.07932229, -0.0063175303, -0.05515467, -0.08356414, -0.11859253, 0.12668021, -0.051041365, -0.012815135, 0.007949852) * go_2(1.0, -1.0);
result += mat4(-0.06800659, -0.0071774335, -0.08469053, 0.03886348, 0.025524322, -0.1410413, -0.043023676, 0.029417936, -0.07544589, 0.09294302, -0.08465406, -0.096837744, 0.08364276, 0.024115281, 0.271438, -0.058223505) * go_2(1.0, 0.0);
result += mat4(-0.109101065, -0.17002128, -0.24179345, -0.017228592, 0.10659014, 0.015143326, -0.12937164, -0.0338922, -0.036312755, 0.14563227, 0.009092129, 0.018083349, -0.05089822, -0.06514431, -0.03596386, 0.015814291) * go_2(1.0, 1.0);
result += mat4(-0.08573881, 0.03633208, -0.21500291, 0.15564376, 0.0030492172, -0.021795621, -0.09432696, 0.10721101, 0.2153867, 0.13202792, -0.12423073, 0.005352684, 0.037872642, -0.10474273, 0.013933625, -0.0068198596) * go_3(-1.0, -1.0);
result += mat4(-0.185121, 0.06808207, -0.1228317, 0.06725058, 0.09664016, 0.07007545, -0.027438058, -0.14229484, -0.0033542877, -0.24367031, 0.12804145, -0.19115108, -0.14038874, 0.09379996, 0.04307599, -0.20208067) * go_3(-1.0, 0.0);
result += mat4(-0.27465674, 0.06494048, -0.10362797, 0.0827255, 0.069154, -0.065038726, -0.06611099, 0.22829211, -0.112552926, -0.07423944, 0.011163635, -0.04373235, 0.030065138, -0.03776159, -0.013699219, 0.005617585) * go_3(-1.0, 1.0);
result += mat4(-0.14471242, 0.09473557, -0.008799688, 0.297687, -0.170291, -0.097003534, -0.13033749, -0.086734496, 0.1607779, -0.040937416, 0.07660159, -0.0802484, 0.15036124, -0.040300827, 0.13356747, 0.18778445) * go_3(0.0, -1.0);
result += mat4(-0.0062669497, -0.047926545, -0.02322052, 0.11640132, -0.027486369, 0.084390946, -0.12318683, 0.088127784, 0.034363724, 0.09600964, -0.08777073, -0.03262654, 0.09757491, -0.17299609, -0.10113106, -0.07975111) * go_3(0.0, 0.0);
result += mat4(-0.12862378, 0.05227614, 0.2132678, 0.056268826, 0.01965921, -0.27655914, 0.092967786, 0.005236845, -0.077529125, 0.08411694, -0.01710931, 0.026741153, 0.074644126, 0.028845703, 0.08699953, -0.024485381) * go_3(0.0, 1.0);
result += mat4(-0.04199397, -0.1308821, -0.19070597, -0.08945986, -0.1037197, -0.13604449, -0.016228938, -0.022551721, -0.0076362723, 0.17063893, -0.11217443, -0.08726737, 0.030895764, -0.1522529, 0.06507714, 0.12095355) * go_3(1.0, -1.0);
result += mat4(0.10817155, -0.09881775, 0.040993568, 0.13947234, -0.021370577, -0.1635348, 0.10220782, 0.02202579, 0.11209738, 0.020609956, -0.14656629, -0.13919814, -0.14060068, -0.12372531, -0.10188449, 0.09123819) * go_3(1.0, 0.0);
result += mat4(0.025041433, -0.10927458, 0.025021726, 0.06930344, -0.021769155, -0.15327594, -0.0069944495, -0.096232496, 0.045868713, 0.13147569, 0.12798029, 0.14647365, -0.12404578, -0.06822283, 0.05034958, -0.079014435) * go_3(1.0, 1.0);
result += mat4(0.120342575, 0.14266843, 0.15449679, -0.20489338, -0.18671677, -0.14057173, -0.022556288, 0.18901058, -0.039756775, -0.08051133, 0.0049373866, -0.07846298, 0.13748513, -0.16085026, -0.13095982, 0.069473505) * go_4(-1.0, -1.0);
result += mat4(-0.0007415831, 0.31254232, 0.21238111, 0.3193219, -0.013947761, -0.11949059, 0.071580306, 0.20652267, 0.0025851065, -0.050295394, 0.07416682, 0.118062474, 0.09723194, -0.1944007, -0.04659032, 0.0041032876) * go_4(-1.0, 0.0);
result += mat4(0.036666203, -0.034048863, 0.08825516, 0.12822092, -0.07214442, 0.14225818, 0.05442037, 0.2867944, 0.10804068, 0.005131857, 0.06265404, -0.1566144, -0.095446564, 0.02358177, -0.06441483, 0.013047708) * go_4(-1.0, 1.0);
result += mat4(-0.019146625, 0.006266473, 0.16762416, -0.0046162964, 0.028772417, -0.04452443, 0.14713071, 0.110226825, -0.08499617, 0.05402624, 0.1251715, 0.15287799, -0.13131016, -0.14755967, -0.0972085, -0.11798382) * go_4(0.0, -1.0);
result += mat4(-0.30595997, 0.12551622, 0.14074358, 0.31970632, 0.021614574, 0.05120308, -0.116856426, 0.17851515, -0.0606671, 0.0880086, 0.0879823, -0.121758536, -0.115652494, -0.10002807, 0.0134744225, -0.12445348) * go_4(0.0, 0.0);
result += mat4(-0.0023540058, 0.0014380866, -0.0062776282, -0.013318381, 0.2525834, 0.05257154, 0.27028328, 0.25816876, 0.0989505, 0.013704121, -0.12839815, -0.018599706, -0.06479225, 0.031059438, 0.09665992, 0.11649063) * go_4(0.0, 1.0);
result += mat4(0.15184228, 0.07354054, 0.12431531, 0.03574188, -0.092972584, -0.015326739, 0.058178544, 0.077439696, -0.048038736, -0.049098626, 0.06988285, 0.13670042, -0.030649297, -0.13373514, 0.079972826, 0.1935703) * go_4(1.0, -1.0);
result += mat4(-0.0306585, 0.034239594, 0.033652745, 0.08766325, 0.04726368, -0.0018955129, -0.07785312, 0.04691356, 0.04909221, 0.06809451, 0.05471455, 0.033277687, 0.08671436, -0.076155, 0.058292333, 0.07179553) * go_4(1.0, 0.0);
result += mat4(-0.11209963, -0.13103989, -0.33400932, -0.11662754, -0.0042046346, 0.10080948, -0.012552136, 0.067940794, 0.002866087, -0.009874096, 0.12763286, -0.03031877, -0.022642719, -0.036547594, 0.03913018, 0.16629295) * go_4(1.0, 1.0);
result += mat4(-0.049061082, 0.04717187, 0.071327575, 0.102352396, -0.07726938, 0.14094698, 0.09341758, -0.058272626, -0.12784153, -0.12360863, 0.07852188, -0.018093389, 0.035160895, 0.016824258, 0.0052461606, 0.0033554626) * go_5(-1.0, -1.0);
result += mat4(0.018116081, 0.16159694, -0.07326371, 0.022021493, -0.22974226, 0.14431556, 0.18882045, -0.06435289, -0.08000142, 0.22792707, 0.29219145, -0.11494335, 0.034841456, 0.06518259, -0.106704816, 0.021235496) * go_5(-1.0, 0.0);
result += mat4(0.018035064, -0.096702196, -0.003464681, -0.0022220302, 0.17624727, 0.14363256, -0.19396667, -0.34004405, -0.03063283, 0.19805308, -0.27726153, 0.057164174, 0.15531784, 0.047855917, 0.10516178, -0.032779023) * go_5(-1.0, 1.0);
result += mat4(-0.027642028, 0.012042295, 0.04119136, -0.0016244284, -0.008791894, -0.099617824, 0.130931, 0.09994816, 0.078902684, -0.09399918, -0.028129447, -0.08370564, 0.14835656, -0.092096, 0.028383795, 0.06584475) * go_5(0.0, -1.0);
result += mat4(0.05457846, -0.08758556, 0.065143414, -0.02529071, 0.025666919, 0.062288575, 0.064544715, -0.12310881, -0.02070911, 0.18719092, 0.0012470647, 0.09065394, 0.089744836, -0.15765521, 0.011515355, 0.0014871175) * go_5(0.0, 0.0);
result += mat4(0.07279259, -0.12122391, -0.08129001, -0.003152676, -0.12411482, -0.073190294, -0.082995065, -0.18986583, -0.13675113, 0.22535498, -0.3076794, 0.07931998, 0.05800563, 0.1491273, -0.041464128, 0.019409955) * go_5(0.0, 1.0);
result += mat4(-0.025654098, 0.004081217, 0.12530875, -0.021707695, 0.021711746, -0.12258257, 0.038685348, 0.012969257, 0.15082629, 0.25955087, 0.038080525, 0.06926174, -0.18477698, -0.019098116, -0.102281064, 0.15542246) * go_5(1.0, -1.0);
result += mat4(0.10249199, -0.10188846, 0.021524258, -0.12272311, -0.11009372, 0.06345044, -0.18588856, -0.007431814, -0.050587643, -0.15557933, -0.13853042, 0.047833357, -0.0744104, 0.11987986, -0.105088085, 0.042513683) * go_5(1.0, 0.0);
result += mat4(0.026596246, 0.018244766, 0.028712826, -0.09448985, -0.11023519, -0.18980093, -0.13144584, 0.028966134, -0.07903197, 0.07254252, 0.03271572, -0.016627928, 0.060513306, -0.0023916247, 0.036441766, 0.09406577) * go_5(1.0, 1.0);
result += mat4(0.14232405, 0.114720814, -0.11144986, 0.05589229, 0.21639122, -0.21761972, -0.061168928, 0.080087356, -0.10099732, 0.21700649, -0.031544153, 0.117821574, -0.06040332, 0.13623528, 0.06532833, -0.14136268) * go_6(-1.0, -1.0);
result += mat4(-0.07024258, 0.06820036, -0.09896652, 0.05239327, 0.032074407, 0.060166884, 0.10918488, -0.1604831, -0.009571049, 0.04476715, 0.0015439093, -0.10482196, 0.06763937, 0.06017622, 0.052919876, -0.014136124) * go_6(-1.0, 0.0);
result += mat4(-0.11302243, -0.1170903, 0.0673738, 0.23662187, -0.27710503, 0.22600567, -0.157852, 0.18483819, -0.06633612, -0.075139135, 0.18872209, -0.16697425, -0.009961328, 0.0054550236, 0.15502341, 0.28695628) * go_6(-1.0, 1.0);
result += mat4(0.092126146, 0.117538795, -0.06692514, 0.09119318, 0.062271398, -0.015108815, -0.11658865, -0.06650951, -0.07589854, 0.1035485, -0.021629412, 0.09805429, -0.0708413, -0.13716145, -0.062434144, -0.21314396) * go_6(0.0, -1.0);
result += mat4(0.14058985, 0.05628658, 0.068072565, 0.015168637, -0.081879094, -0.11241576, -0.15573281, -0.14864771, -0.008265013, -0.016971482, 0.029315297, -0.022753824, 0.17329606, 0.15320353, -0.019930441, 0.018783867) * go_6(0.0, 0.0);
result += mat4(0.13796028, 0.0007160951, 0.09305637, 0.1422529, 0.026356421, 0.123341836, 0.23719853, 0.1400149, -0.021316648, 0.024492603, 0.012550349, 0.045684777, 0.025818808, -0.018001324, -0.038435712, 0.20630158) * go_6(0.0, 1.0);
result += mat4(-0.11568665, -0.03569228, -0.044090636, -0.10155582, 0.083382055, 0.24301195, -0.022245454, -0.033773556, -0.0018937895, -0.032795303, 0.022721868, 0.061526462, 0.0015668315, 0.06938226, 0.0012288125, 0.16084138) * go_6(1.0, -1.0);
result += mat4(-0.05176824, -0.14839195, -0.103155345, -0.019997707, -0.019272018, -0.14287192, -0.122550696, 0.0026290747, 0.019299414, -0.06372184, 0.043157134, -0.082327895, -0.056246907, -0.14413235, -0.033780627, 0.004704482) * go_6(1.0, 0.0);
result += mat4(-0.046451636, 0.11087259, -0.037147224, 0.023245918, -0.042846806, -0.1184961, 0.1623827, 0.29253852, -0.06542917, 0.049678918, -0.12009241, -0.045717973, 0.056798954, -0.2672507, -0.2594758, 0.08353679) * go_6(1.0, 1.0);
result += mat4(0.13407503, -0.008476969, -0.06088965, -0.051065, 0.0742294, -0.16301575, 0.052767858, 0.07149886, 0.047530167, -0.068021476, 0.1448473, -0.07827654, 0.032189, 0.12479039, 0.21760924, -0.019127456) * go_7(-1.0, -1.0);
result += mat4(-0.11901753, -0.07702293, -0.19622257, 0.21091644, 0.101466514, -0.17538056, -0.026478102, -0.09568351, -0.13776886, 0.03352246, -0.044475798, 0.06343639, -0.06423362, 0.010770134, 0.10607595, -0.06725147) * go_7(-1.0, 0.0);
result += mat4(-0.068801604, -0.03648746, 0.02905415, 0.09690945, 0.07492833, -0.038676526, 0.12591788, 0.02544471, -0.0071540326, -0.08509896, 0.06756858, -0.036927108, -0.021289624, 0.17029919, 0.085151546, -0.26516253) * go_7(-1.0, 1.0);
result += mat4(0.07898282, -0.05492911, -0.06265257, -0.032484416, 0.17785741, -0.05145782, 0.01762633, 0.016563665, 0.060774446, 0.051605314, 0.033413686, -0.19302492, 0.13779348, -0.11123576, 0.12809837, 0.03933712) * go_7(0.0, -1.0);
result += mat4(-0.0611527, -0.15432398, -0.11532295, 0.1302903, 0.05395265, 0.0364706, 0.0031310646, -0.08676014, -0.06850696, -0.08188169, 0.09603465, -0.08290717, -0.001512079, 0.10533397, 0.13712364, -0.09277913) * go_7(0.0, 0.0);
result += mat4(0.19899495, 0.01849356, 0.03558897, 0.11410951, -0.10390808, 0.008156282, 0.057708547, 0.065857045, 0.083575174, -0.09678853, -0.020182457, 0.051305577, -0.015270724, 0.055178646, 0.06955839, -0.07062595) * go_7(0.0, 1.0);
result += mat4(-0.054933123, -0.04966491, -0.0047603757, -0.15511824, -0.052456774, 0.04770036, -0.12310741, 0.062061965, -0.0059904433, -0.07888004, -0.012614444, -0.15300304, 0.052804995, -0.028602274, 0.18020386, 0.06730639) * go_7(1.0, -1.0);
result += mat4(-0.025813729, 0.15076204, -0.13246286, 0.030926403, 0.06400941, 0.11952475, 0.081793286, 0.007770181, -0.06359484, 0.07682049, 0.10800592, -0.0327746, -0.107736856, 0.15939856, 0.1538754, 0.06256646) * go_7(1.0, 0.0);
result += mat4(-0.15986821, 0.021590011, -0.11264431, 0.0093079535, -0.013647156, -0.2604828, -0.11631053, 0.016986847, 0.0015941777, 0.05487975, -0.074997805, -0.06112192, 0.0983382, 0.013772516, 0.1471619, -0.08080517) * go_7(1.0, 1.0);
result += vec4(0.010537005, 0.0126211485, -0.032614365, 0.0065620933);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_9_tf
//!BIND conv2d_9_tf1
//!BIND conv2d_9_tf2
//!BIND conv2d_9_tf3
//!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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.08889782, -0.15311077, 0.04823438, -0.04558368, 0.044214565, -0.028379409, 0.028363805, 0.13412485, -0.02070058, 0.0712695, -0.07548294, 0.008121656, -0.0072323224, -0.03016635, -0.02453755, 0.019908503) * go_0(-1.0, -1.0);
result += mat4(0.050423365, 0.004502398, -0.13227503, 0.0142806405, -0.09818105, 0.036187742, 0.105036445, 0.030699562, 0.072710045, 0.036431707, -0.32996574, -0.028462645, 0.018948672, 0.092441365, 0.056769088, -0.0005644272) * go_0(-1.0, 0.0);
result += mat4(0.04035664, 0.02985188, -0.10089088, 0.03438271, 0.050862562, 0.07788319, -0.050375022, -0.06304437, 0.17106578, -0.028320076, 0.016773457, 0.15019535, -0.027613606, 0.035642974, -0.14601788, -0.013190211) * go_0(-1.0, 1.0);
result += mat4(-0.046619892, -0.16665885, 0.09188837, 0.009912041, 0.10663907, 0.015233106, -0.12871371, -0.019690927, -0.011069769, -0.22700125, -0.0690297, 0.019255418, -0.054341584, -0.01620642, -0.08029935, 0.0070098583) * go_0(0.0, -1.0);
result += mat4(-0.057606664, 0.11877831, 0.15346865, 0.036811285, -0.22125806, 0.0075666574, 0.17679036, 0.11306051, -0.13521308, -0.15850207, 0.022859296, 0.00769397, -0.08765156, -0.104902625, -0.07514916, 0.2486268) * go_0(0.0, 0.0);
result += mat4(-0.013212743, -0.0044239555, 0.025461525, -0.015481864, 0.14041474, 0.05975429, -0.17976587, 0.0145503, -0.077713594, -0.04593509, 0.052384466, 0.0006284831, 0.038034808, -0.05230159, -0.109702006, -0.07265091) * go_0(0.0, 1.0);
result += mat4(-0.025693098, -0.13572535, -0.01895864, 0.03893592, -0.036710177, -0.01088019, -0.09368372, -0.03182742, 0.122763634, -0.0076654744, -0.050077043, -0.022201162, 0.0074185994, -0.006451397, -0.038261954, -0.1110297) * go_0(1.0, -1.0);
result += mat4(-0.039450645, -0.04789768, 0.09936957, 0.058521174, 0.07142846, -0.084644906, 0.07261612, -0.046694856, -0.012884207, 0.13373013, -0.01742012, -0.1042255, -0.12536846, 0.070329286, 0.047471847, -0.10530532) * go_0(1.0, 0.0);
result += mat4(-0.04974837, 0.13026807, 0.04820301, -0.01600421, -0.042744927, -0.025909515, 0.014976897, 0.08282662, 0.022004148, 0.06386686, 0.059391394, -0.082625166, -0.008872271, 0.1102126, 0.035499003, -0.13043708) * go_0(1.0, 1.0);
result += mat4(-0.043579586, -0.046892926, -0.070677124, -0.041093647, 0.03537788, -0.076763846, 0.0009548247, 0.14523864, 0.05719185, -0.045606427, 0.123260975, 0.006404617, -0.099142045, 0.03578823, -0.10354938, -0.07529272) * go_1(-1.0, -1.0);
result += mat4(-0.116821036, -0.15675275, 0.18103552, 0.04812708, -0.036657147, 0.08506689, 0.24174918, 0.22408468, -0.06543428, 0.066437855, 0.19154602, 0.028406492, -0.046705004, -0.04704879, 0.19588713, 0.055319898) * go_1(-1.0, 0.0);
result += mat4(-0.010022652, 0.0015642877, 0.009469823, 0.009802116, -0.037166927, -0.02884251, 0.13500874, 0.01426166, 0.008246828, 0.03139519, -0.012114353, -0.016503382, 0.2640404, -0.051485654, -0.016649412, -0.017588545) * go_1(-1.0, 1.0);
result += mat4(-0.010124425, -0.14225397, 0.08314724, -0.23153158, 0.0014681354, -0.1390618, 0.07377463, 0.039181106, -0.040100355, -0.0142914895, -0.17522524, -0.037204843, 0.021581141, 0.18683401, 0.13369183, 0.0390764) * go_1(0.0, -1.0);
result += mat4(-0.02851701, 0.23242348, 0.1277155, -0.19211055, 0.023522437, -0.08730311, -0.05148616, 0.035363246, 0.042116232, 0.08163083, 0.04480609, 0.038017258, 0.19803137, 0.099729985, -0.038464006, -0.07226916) * go_1(0.0, 0.0);
result += mat4(-0.1866285, -0.11600278, 0.1881696, 0.06068764, -0.10416259, 0.077949375, -0.053726874, 0.1047242, -0.13619052, -0.08904579, -0.016545152, 0.17650889, 0.039236277, 0.043816928, 0.1268894, -0.19868605) * go_1(0.0, 1.0);
result += mat4(-0.025585523, 0.045342762, 0.0026381463, 0.004636469, -0.07053126, 0.04854706, -0.018913629, -0.010274392, 0.081275366, 0.052705947, 0.07343148, 0.09422946, -0.074321106, -0.0866174, -0.051429134, 0.057454497) * go_1(1.0, -1.0);
result += mat4(0.037784588, 0.084031895, 0.065270744, -0.10870336, -0.13500641, -0.025338924, -0.019163836, -0.07293429, 0.116194114, 0.1266802, 0.015490869, 0.008635241, -0.21149078, -0.199303, 0.009074041, 0.042760603) * go_1(1.0, 0.0);
result += mat4(-0.06323883, 0.055710826, 0.017565519, -0.04540938, 0.013367078, 0.15984154, 0.13096973, 0.03138492, 0.027152853, -0.021551156, -0.13443787, 0.06898135, -0.10787318, -0.043363508, 0.00666605, 0.043900643) * go_1(1.0, 1.0);
result += mat4(0.009035264, 0.020594807, 0.015705304, 0.01909982, 0.08320093, -0.103481755, -0.10641082, -0.03442891, 0.0047570583, 0.08687775, 0.06897745, -0.018835394, -0.066996634, -0.049071193, -0.16802575, 0.0044500753) * go_2(-1.0, -1.0);
result += mat4(0.04045015, 0.08801431, -0.08804257, -0.0023234654, 0.030842444, 0.018819112, 0.10408235, 0.06429923, 0.03985677, 0.031426232, 0.13569061, -0.14335556, -0.037044074, -0.103468224, -0.09185709, -0.07604263) * go_2(-1.0, 0.0);
result += mat4(-0.010495441, 0.06289279, -0.05870335, -0.1904296, 0.057986103, 0.043326564, -0.097958155, 0.104971156, 0.07364184, 0.034985706, -0.19703776, 0.043712724, 0.07940852, -0.010851745, 0.14496458, -0.015142011) * go_2(-1.0, 1.0);
result += mat4(0.025466047, -0.08039815, -0.026971048, 0.10441981, -0.06507468, -0.1337023, 0.1451312, -0.092361696, 0.11647118, -0.018967701, -0.09679053, -0.12715657, 0.0049849623, 0.05230491, -0.021765102, -0.020865416) * go_2(0.0, -1.0);
result += mat4(0.0075712977, 0.03345767, -0.057719618, 0.14185268, 0.082015894, 0.009533725, 0.07871332, -0.09614353, 0.07002554, 0.079299755, -0.025585618, 0.0152029125, -0.08076779, -0.19227244, -0.04965265, -0.061909772) * go_2(0.0, 0.0);
result += mat4(-0.010124431, 0.0013454502, 0.05622167, 0.0614913, -0.006998316, 0.023906026, -0.07123647, -0.09987564, -0.14460497, -0.041314058, -0.036342222, 0.112912245, 0.048668977, 0.044658728, 0.019917604, -0.007595695) * go_2(0.0, 1.0);
result += mat4(0.055248134, 0.017488867, -0.0074054203, -0.04487277, -0.13840093, 0.037144244, -0.0017901342, -0.049469203, -0.068407014, -0.002747277, 0.029810332, -0.07904478, 0.055827897, 0.114826, 0.07382718, -0.026687222) * go_2(1.0, -1.0);
result += mat4(0.08219817, 0.1619462, -0.09470693, 0.083237365, -0.0924052, 0.01067484, -0.0035807928, -0.069811486, -0.013960181, 0.10654318, -0.024244606, -0.06582165, 0.04962566, 0.027068332, 0.0841098, 0.033444792) * go_2(1.0, 0.0);
result += mat4(0.17503081, 0.03665154, -0.0675055, 0.027293172, -0.03523338, 0.0109953685, 0.011622604, -0.11386672, -0.00032072345, -0.025685903, -0.05279821, 0.09421746, 0.039889757, -0.01880816, 0.05618171, 0.0022874111) * go_2(1.0, 1.0);
result += mat4(-0.13145523, 0.18216553, 0.16554132, 0.09174621, -0.0051634437, -0.048285816, -0.029851796, -0.024521131, -0.064170815, 0.04725991, -0.097417906, -0.09764079, 0.049423784, 0.16233915, 0.23060358, -0.0062447516) * go_3(-1.0, -1.0);
result += mat4(0.032495294, -0.2682059, -0.37521285, -0.029825145, -0.09773881, -0.0066955523, 0.06277792, -0.083181195, 0.05386697, -0.037506554, -0.039655734, -0.0050008455, 0.037204262, 0.09936529, 0.005109203, 0.12107711) * go_3(-1.0, 0.0);
result += mat4(0.17437148, -0.059008747, -0.22437404, -0.061140712, -0.085489735, -0.03494208, 0.080636404, -0.060815886, 0.05937275, -0.025692465, -0.025606196, 0.042834997, -0.13546485, -0.10590498, -0.14345334, 0.0046743182) * go_3(-1.0, 1.0);
result += mat4(0.03558994, 0.087737836, -0.038992245, 0.14311473, 0.053867705, -0.1257101, -0.0018974398, 0.018802585, 0.034442518, 0.09937298, 0.13657762, 0.024501108, -0.0040634726, -0.078894846, 0.10380101, 0.035019495) * go_3(0.0, -1.0);
result += mat4(-0.16890417, 0.06156658, 0.03077302, -0.16106246, -0.017029505, 0.11685676, -0.012574194, 0.039645053, -0.003144679, 0.089480534, -0.03166805, 0.08350338, 0.012151949, -0.033835117, 0.11382378, 0.07414846) * go_3(0.0, 0.0);
result += mat4(-0.17016909, 0.027876107, 0.04067996, -0.048124984, 0.011483843, 0.09505421, -0.009452186, -0.051690947, -0.07523587, 0.10085903, -0.05644697, -0.028940927, 0.17628358, 0.09629752, 0.14373964, 0.0021410924) * go_3(0.0, 1.0);
result += mat4(-0.0037599285, 0.04272923, 0.0026777869, -0.0140216, -0.026618365, -0.04173863, 0.08150853, 0.0025315892, -0.01895354, 0.102992274, 0.041345052, 0.03883729, 0.0924492, 0.05886179, 0.015202135, -0.11207661) * go_3(1.0, -1.0);
result += mat4(-0.12403727, 0.01637198, 0.04096121, -0.11977578, -0.014450318, -0.06769534, 0.11740226, 0.08816537, 0.19629698, 0.18154356, -0.08592387, -0.019187221, -0.03796658, -0.106272355, 0.05420226, 0.018840006) * go_3(1.0, 0.0);
result += mat4(-0.050734147, 0.061064612, 0.016702149, -0.018882874, 0.09218629, -0.11073548, -0.0028023277, -0.010835074, 0.04149203, 0.12168354, -0.059796926, -0.12945394, 0.038868375, -0.08704314, -0.009328244, 0.081930615) * go_3(1.0, 1.0);
result += mat4(-0.100008845, -0.115009055, 0.15168963, -0.01758568, 0.04532579, 0.08870267, 0.09462516, 0.005414994, -0.050950747, 0.13270593, 0.030503616, 0.027042845, -0.006835031, -0.10579588, -0.0643324, -0.008061472) * go_4(-1.0, -1.0);
result += mat4(-0.18259896, -0.06677021, 0.009504482, -0.1842928, -0.026170325, 0.00043852927, -0.06471976, 0.02997685, 0.02595068, 0.031614214, 0.21114227, 0.025900716, -0.17008767, -0.007941647, 0.17943352, 0.057212297) * go_4(-1.0, 0.0);
result += mat4(0.010857713, -0.0002794059, 0.23158428, 0.16893044, -0.1557764, 0.019845916, -0.050243165, 0.020767516, -0.058061093, 0.020982072, 0.012367622, 0.01101485, 0.024589071, 0.05084018, -0.02436446, -0.05878187) * go_4(-1.0, 1.0);
result += mat4(0.012373701, 0.067655645, -0.028974818, -0.051458526, -0.03400436, 0.07357711, 0.020821717, 0.120083876, -0.053849153, 0.1278378, -0.011223256, 0.06836699, 0.030158738, 0.0467768, 0.14818475, -0.045275457) * go_4(0.0, -1.0);
result += mat4(0.03103519, -0.026628016, -0.15541978, -0.08434361, 0.06292301, -0.03746335, -0.107766226, -0.09786059, 0.07117096, -0.06319719, 0.11203641, -0.037364762, 0.12603277, 0.08220379, 0.0149918785, -0.092076994) * go_4(0.0, 0.0);
result += mat4(-0.09075286, -0.033164006, 0.10945737, 0.2770637, -0.16555783, 0.07310421, 0.026942289, 0.29650962, -0.1007844, 0.009096539, -0.06395033, 0.09699946, -0.07901404, 0.040918924, 0.098537594, -0.04509798) * go_4(0.0, 1.0);
result += mat4(0.007999323, 0.0046959305, -0.03181889, -0.041286197, -0.0036372268, 0.020058637, 0.037964053, -0.016066216, -0.019170566, 0.016866915, -0.10172061, 0.09604732, 0.082420416, -0.05594466, -0.0756941, 0.036003392) * go_4(1.0, -1.0);
result += mat4(0.071109265, -0.08595922, -0.15273578, -0.04714358, -0.039822437, 0.085219406, -0.057365675, 0.045313027, 0.1338325, -0.027771475, 0.13640241, 0.1525042, 0.055682134, -0.094727375, -0.026674733, -0.009161929) * go_4(1.0, 0.0);
result += mat4(0.0027815856, 0.17028663, 0.01599458, 0.11059541, 0.021278301, -0.02299255, -0.046445813, 0.01140362, -0.028351959, -0.038226657, -0.01955651, 0.11908411, -0.034029853, -0.10767461, -0.11081511, 0.03566396) * go_4(1.0, 1.0);
result += mat4(-0.01359866, 0.13117082, -0.09357916, -0.029195316, -0.009054719, 0.0694315, 0.17173718, 0.037290372, 0.062218763, 0.082544655, 0.03066545, 0.09272635, 0.082720116, -0.014737289, 0.10527505, -0.0689924) * go_5(-1.0, -1.0);
result += mat4(-0.0706202, 0.12618336, -0.15827578, -0.057750463, 0.14855652, 0.1458758, -0.123203725, 0.19543667, 0.18961985, -0.007020239, -0.031297687, -0.033669226, -0.010986353, 0.0066039455, -0.1652515, -0.0059961043) * go_5(-1.0, 0.0);
result += mat4(-0.040597215, 0.016640672, 0.0061419294, 0.080478184, 0.018984126, 0.06710943, -0.06675578, -0.11948528, 0.04214188, 0.0052774074, 0.030882267, -0.005388406, -0.039811462, -0.01028474, -0.083587855, 0.0029053325) * go_5(-1.0, 1.0);
result += mat4(-0.05731081, -0.04265545, -0.0755327, 0.1441698, 0.036332745, -0.0067641083, -0.04228671, 0.08545495, -0.0909647, 0.2205254, 0.20305182, -0.09450949, -0.04061624, -0.035271652, -0.095942676, -0.026358822) * go_5(0.0, -1.0);
result += mat4(-0.050612856, 0.0145045, 0.17043534, 0.08267622, -0.034799397, -0.06804938, 0.13429774, 0.07218003, 0.15208139, -0.039168525, 0.038500663, 0.07258302, -0.122111656, -0.15208225, -0.09210869, 0.059862003) * go_5(0.0, 0.0);
result += mat4(0.0415679, 0.11520605, -0.030313483, 0.122075975, 0.06583631, -0.019953119, 0.109392576, -0.0510396, 0.09787855, 0.26775602, -0.18646449, -0.12933819, -0.04493963, -0.037615146, 0.0570058, 0.011027787) * go_5(0.0, 1.0);
result += mat4(-0.02655267, -0.098945014, -0.09336936, 0.07748091, -0.00047962685, 0.014854489, -0.068141386, 0.0071108737, -0.1333433, 0.03353786, 0.018027728, -0.07141378, -0.064265154, 0.056028087, 0.082747355, -0.071275316) * go_5(1.0, -1.0);
result += mat4(-0.05542939, -0.07380958, 0.01437026, 0.23931144, 0.08378484, 0.026806151, 0.009641943, -0.011398272, -0.051237162, 0.08034507, -0.017141929, -0.020286817, 0.08660475, 0.07309451, -0.03789005, -0.052705795) * go_5(1.0, 0.0);
result += mat4(-0.028130122, -0.031831503, 0.016689168, 0.10056315, -0.06354666, -0.15095639, -0.08982293, 0.116643555, -0.025013596, -0.019885266, 0.014840034, -0.2278798, -0.01701857, 0.011629466, -0.006176379, 0.04527816) * go_5(1.0, 1.0);
result += mat4(0.09877462, 0.029073205, 0.11243462, 0.044177532, -0.075923786, 0.02546148, 0.10739565, -0.13975054, 0.044879325, -0.11958629, 0.04363638, 0.077704646, 0.02696298, -0.027670769, -0.09089905, -0.06455269) * go_6(-1.0, -1.0);
result += mat4(0.0030152819, -0.02731273, 0.0066886866, 0.048644535, -0.06557933, -0.005832296, -0.06140005, -0.1994014, -0.11878561, -0.2267219, -0.11640984, -0.0155212805, 0.07085509, -0.009048477, -0.14769004, -0.123608634) * go_6(-1.0, 0.0);
result += mat4(-0.06752226, -0.016893445, 0.07294028, -0.052196287, 0.03547883, 0.101674356, 0.04949045, -0.09284047, 0.0729387, -0.07581744, -0.09281662, -0.031965096, 0.037925586, -0.07312763, -0.036286525, 0.03144849) * go_6(-1.0, 1.0);
result += mat4(0.064824305, 0.024864329, -0.056642268, 0.04918063, 0.1930241, 0.0071046185, -0.016237276, 0.013059835, -0.14946592, -0.09492835, 0.020961342, 0.047568906, 0.00048450654, -0.15269406, -0.08010619, -0.1388464) * go_6(0.0, -1.0);
result += mat4(-0.18825355, 0.22652678, 0.13892595, 0.117251605, -0.062407874, 0.008739453, 0.073387355, 0.05264442, -0.0031089867, -0.06777429, -0.16784573, -0.020113356, 0.04869496, 0.08135994, 0.07246035, -0.19927453) * go_6(0.0, 0.0);
result += mat4(-0.18046555, 0.14942019, -0.009922297, 0.040851727, -0.13020493, 0.10147689, -0.08173918, -0.026491666, 0.039945066, 0.08903092, -0.036917374, -0.093293, -0.09607799, 0.19442783, -0.004808152, 0.097780965) * go_6(0.0, 1.0);
result += mat4(-0.0758065, -0.03808871, 0.047511652, -0.0060790107, 0.08365728, 0.199537, 0.034738176, -0.19402026, 0.038024064, 0.065259285, 0.053378936, -0.009232693, -0.063165165, 0.024357138, 0.01648106, -0.0013202438) * go_6(1.0, -1.0);
result += mat4(0.03521039, -0.034457784, 0.1159957, -0.115214765, 0.1685411, -0.021456879, -0.08062013, -0.13672292, -0.0668036, -0.101206556, -0.052379187, 0.03147825, -0.09889599, -0.028870791, -0.11832699, -0.0046074977) * go_6(1.0, 0.0);
result += mat4(-0.050857995, 0.15759641, 0.047607794, 0.14805913, -0.07750758, 0.105473354, 0.102374494, 0.01994999, 0.033616915, -0.06992014, 0.056393575, -0.14204934, 0.05354153, 0.05013943, -0.114074394, 0.065119326) * go_6(1.0, 1.0);
result += mat4(-0.04829731, 0.06885148, -0.14768778, -0.060326908, -0.103351146, 0.036768492, -0.06135658, 0.11148307, 0.014534502, 0.123006314, 0.036450353, -0.0383252, -0.20370677, -0.17286272, 0.16101491, 0.07556089) * go_7(-1.0, -1.0);
result += mat4(-0.15262854, 0.14199285, 0.2511771, -0.10075314, 0.17736407, 0.2943528, 0.27172905, 0.1151125, 0.049084056, 0.059168756, 0.0650204, 0.03935768, -0.15067302, -0.13848037, -0.033887982, -0.026555846) * go_7(-1.0, 0.0);
result += mat4(-0.0051172585, 0.02692111, 0.20705879, 0.008218838, -0.021862414, -0.102145776, 0.12885559, 0.114753574, 0.102891475, -0.1007345, 0.01208991, 0.05938357, 0.06780603, -0.1589195, -0.20958908, -0.041277707) * go_7(-1.0, 1.0);
result += mat4(0.05422305, 0.029327532, -0.14234012, -0.030016532, 0.0482255, -0.046472695, 0.09939593, 0.08224116, 0.035823345, 0.07811289, -0.10744252, -0.08363756, -0.08364467, 0.057085298, -0.16731818, 0.20220445) * go_7(0.0, -1.0);
result += mat4(-0.001880624, 0.11825207, 0.008596269, -0.10103486, -0.17410794, 0.0017706376, 0.21030387, 0.10192447, 0.07783077, -0.014912659, 0.164237, -0.17776188, -0.097639844, -0.08774552, -0.16644147, 0.12934735) * go_7(0.0, 0.0);
result += mat4(0.06927279, 0.059731327, -0.060738076, -0.062833875, -0.015539843, -0.021360295, -0.053207625, 0.115540475, 0.017843733, 0.065999255, 0.0007332877, -0.03914544, -0.105941266, -0.07532644, -0.095935695, 0.10708794) * go_7(0.0, 1.0);
result += mat4(0.0873342, 0.003396962, 0.026241373, -0.0785419, 0.081882305, -0.01897599, -0.040988095, -0.028300753, -0.056872226, -0.03653725, -0.0036923515, -0.07191479, 0.070348285, 0.20352787, 0.14121976, 0.055011783) * go_7(1.0, -1.0);
result += mat4(0.01868485, 0.0013574177, -0.025322456, -0.08943172, 0.08110719, -0.0014665145, -0.17301609, -0.15072477, 0.032763265, -0.048716765, 0.035305195, -0.064817816, 0.0371342, -0.08201281, -0.19665426, 0.0653309) * go_7(1.0, 0.0);
result += mat4(0.034040254, 0.08749453, 0.039605893, 0.026554601, 0.049870778, 0.16673377, -0.024515232, 0.1613443, -0.039366666, -0.011511365, 0.03501774, -0.015119788, -0.10082997, 0.002426415, -0.067138135, -0.05282799) * go_7(1.0, 1.0);
result += vec4(-0.01535558, -0.024700014, 0.041315205, 0.023633905);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72
//!HOOK MAIN
//!BIND conv2d_9_tf
//!BIND conv2d_9_tf1
//!BIND conv2d_9_tf2
//!BIND conv2d_9_tf3
//!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_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.07763047, 0.27418226, -0.14338551, -0.11081361, 0.18755837, 0.13486148, -0.103934124, 0.15729067, -0.30118144, -0.23599705, -0.03624479, -0.13197371, 0.2509935, -0.053046692, 0.22451721, 0.062433634) * g_0;
result += mat4(-0.009606105, -0.11484272, 0.014596453, 0.05732435, -0.28318888, 0.14493735, -0.12094529, -0.021383354, -0.19675042, -0.20649005, -0.117224075, -0.044716556, 0.07876854, 0.0063603655, 0.14384452, 0.34768546) * g_1;
result += mat4(-0.20010832, 0.26670012, -0.07552091, 0.16396587, -0.0011262367, -0.10468841, 0.17872465, -0.041907642, -0.04863038, -0.13880715, -0.12238532, -0.00602456, -0.11301867, 0.13501893, -0.15452485, 0.0051267557) * g_2;
result += mat4(0.015291708, -0.2517837, -0.24560767, 0.10868371, -0.1582953, -0.30957448, 0.29895902, -0.25554538, 0.24216072, -0.045922607, -0.08923091, -0.25642177, -0.33101156, -0.0058916584, 0.1821658, -0.05911768) * g_3;
result += mat4(0.15687323, 0.055351928, -0.32324156, 0.1137441, 0.41560605, 0.41545513, 0.12071179, 0.10673924, -0.11547584, -0.37552577, 0.077131264, -0.12138124, -0.13219355, -0.22411941, 0.03978703, 0.3492272) * g_4;
result += mat4(0.07044036, 0.11714306, -0.13374294, -0.055823848, -0.06303139, -0.1482969, -0.110342264, 0.036638733, 0.314413, 0.1842789, 0.17475197, 0.043438207, 0.0015348946, -0.3156743, -0.056865085, -0.053799774) * g_5;
result += mat4(0.21131508, 0.4045569, 0.083308145, 0.14813706, -0.02388631, -0.061720062, 0.24854286, 0.30907345, 0.027408333, -0.007549164, 0.19938764, -0.17439002, 0.025626602, 0.08443904, -0.2024683, -0.06329822) * g_6;
result += mat4(-0.015397141, 0.18421206, 0.08390624, -0.119724214, 0.17461216, 0.25613582, 0.056294072, -0.30151296, -0.1661106, 0.004817213, 0.20178172, -0.1557543, 0.31574607, 0.016265873, -0.11313175, 0.101584174) * g_7;
result += mat4(-0.036003333, -0.2948743, 0.08890492, -0.2424807, 0.20558605, -0.005326227, -0.14824234, 0.13657871, -0.08299064, -0.2654781, 0.07763288, -0.20758678, 0.12413959, -0.09051654, -0.27145076, 0.1981802) * g_8;
result += mat4(0.06444485, 0.041239545, 0.4109527, 0.25702617, -0.17460653, 0.2697094, 0.18714386, -0.10359985, 0.034952056, 0.058017034, 0.36967984, 0.1442043, -0.102753505, -0.07272067, 0.09906319, -0.02692305) * g_9;
result += mat4(-0.3257422, -0.25091344, 0.05630559, -0.22858965, 0.0969714, 0.0627054, -0.09547412, -0.21921997, 0.11027036, -0.2087131, -0.0034146109, -0.042596426, 0.1338729, -0.029776977, -0.136488, 0.048176914) * g_10;
result += mat4(0.42944148, 0.07361601, 0.039996527, -0.06972752, 0.12532753, -0.05265781, -0.061011825, 0.12728149, -0.007630841, 0.010768823, -0.08062439, 0.15050723, 0.059922203, 0.034361467, 0.2352152, -0.059999254) * g_11;
result += mat4(0.1987271, -0.068179525, -0.33349162, 0.018712096, -0.069019474, 0.16223519, -0.012386762, -0.058549248, 0.23421755, -0.11690985, -0.18661754, -0.12185474, -0.022877546, -0.11763273, 0.0713361, -0.036679223) * g_12;
result += mat4(-0.0042756563, -0.20779006, -0.14918481, 0.096974574, -0.015246231, -0.11454528, 0.14464086, 0.19934529, -0.0877081, 0.38296238, -0.010145265, -0.4274725, -0.20933542, 0.03727663, -0.004354278, -0.024973618) * g_13;
result += mat4(-0.15737206, -0.20578605, 0.2868647, -0.13985285, 0.13827614, -0.048706137, 0.10751875, -0.09783745, 0.04060606, 0.21132666, 0.0064998385, -0.03548873, 0.11786483, -0.15699282, 0.2044634, 0.007233451) * g_14;
result += mat4(-6.82634e-05, 0.23951311, -0.06425014, 0.07997111, 0.11085256, 0.15976904, 0.13375166, 0.21199653, -0.35401696, 0.065035254, -0.030974375, -0.08552442, 0.37972608, 0.10081147, 0.2001372, 0.17563076) * g_15;
result += mat4(0.2773931, 0.1178841, 0.027378619, 0.2863328, -0.30616024, 0.06384452, -0.16728342, 0.06004475, 0.011872468, 0.05471154, -0.32518378, -0.18874332, -0.12623757, 0.23276375, 0.068185456, 0.21938467) * g_16;
result += mat4(-0.18750657, -0.22679184, -0.024820909, -0.095249355, -0.14394966, -0.27550733, -0.19173676, 0.20593777, 0.07831533, 0.2730425, 0.34470567, 0.07874521, 0.09838028, -0.13954316, 0.18111953, 0.18931043) * g_17;
result += vec4(-0.03305349, -0.054945398, 0.02216584, -0.091164745);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72
//!HOOK MAIN
//!BIND conv2d_9_tf
//!BIND conv2d_9_tf1
//!BIND conv2d_9_tf2
//!BIND conv2d_9_tf3
//!BIND conv2d_11_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!SAVE conv2d_12_tf1
//!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_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.29876372, 0.016366975, 0.21096407, -0.020094471, -0.1900656, -0.072851926, 0.26933378, 0.2965162, 0.047404896, -0.07100038, 0.36576727, -0.1726564, -0.09022945, -0.045195863, 0.054235443, 0.05129035) * g_0;
result += mat4(-0.17622513, 0.029871318, 0.1261812, 0.2222432, -0.13800889, 0.07485947, 0.18132168, -0.07646577, 0.35130787, 0.025769712, -0.08360745, 0.1823751, 0.2580671, 0.17893296, -0.2970342, 0.2615672) * g_1;
result += mat4(-0.09122936, 0.041544963, 0.11103348, -0.32509488, 0.11889552, -0.15459736, -0.14604495, 0.13639185, 0.25519374, -0.09549251, 0.027490158, -0.22870867, 0.15262592, -0.05271851, 0.07649719, -0.14544797) * g_2;
result += mat4(-0.07842013, -0.07909847, 0.16719495, 0.060775355, 0.039721165, -0.11024404, 0.15099376, 0.017221982, 0.03604949, -0.00044745833, 0.09993808, 0.016347472, -0.1123219, 0.12352075, 0.0055856355, -0.038503457) * g_3;
result += mat4(0.04749609, -0.011603198, -0.11631744, 0.29501718, 0.21616888, 0.076152876, 0.008262415, -0.17586538, -0.025060087, -0.06677992, -0.05253498, 0.20535102, 0.14948508, -0.16102068, 0.06183411, 0.12077816) * g_4;
result += mat4(-0.0036952377, 0.15648776, -0.2770151, -0.26803473, -0.12806855, 0.21423273, 0.10177632, -0.010165392, 0.059501424, -0.16206288, -0.0119383745, -0.09637166, 0.016029779, -0.107704446, -0.066519134, -0.039579522) * g_5;
result += mat4(-0.025284212, -0.11085338, -0.10921526, 0.19486162, 0.002627237, -0.24155024, -0.22131649, -0.008362887, -0.17378221, 0.254153, 0.14457825, 0.1237066, 0.1588314, 0.034734476, -0.32959384, 0.18392745) * g_6;
result += mat4(-0.23717919, 0.032724388, -0.2579177, 0.032373153, 0.19237953, 0.18673407, -0.032884978, 0.34017587, 0.3633359, 0.22996293, 0.05866704, -0.051001176, 0.10989479, 0.15821928, 0.03814914, 0.18687908) * g_7;
result += mat4(0.18111174, -0.045572106, 0.28947538, 0.028062606, 0.017460342, -0.11182857, -0.02323663, 0.22442394, -0.09908654, -0.1892071, -0.16361217, 0.23111914, -0.4034355, -0.160105, 0.124996185, 0.16111071) * g_8;
result += mat4(-0.24601339, 0.16504896, -0.50432545, 0.17059588, -0.05622342, 0.03449165, 0.19813967, -0.23526217, 0.027649945, -0.091902114, 0.24123852, -0.27897063, 0.092255116, 0.46413165, 0.24431442, -0.28772914) * g_9;
result += mat4(-0.10406283, 0.011556308, -0.28718328, 0.089035675, -0.34427065, -0.14430703, -0.05688551, 0.0073183607, -0.09622162, 0.11313123, 0.05555725, 0.14841734, 0.1549386, -0.17246638, 0.20873484, -0.03606831) * g_10;
result += mat4(0.026205625, 0.20152962, -0.06303816, -0.3621029, -8.37066e-05, 0.022963323, 0.1556007, -0.010206023, -0.03585696, 0.013210482, 0.08844526, 0.08085807, 0.0154804215, 0.01674602, -0.22619575, -0.20517838) * g_11;
result += mat4(-0.14771776, -0.087712936, 0.26490626, 0.13074578, -0.15972485, -0.17711553, -0.023439731, -0.35535946, 0.033503015, -0.04976214, 0.18148364, -0.25102466, 0.1015065, -0.17691332, -0.117089726, 0.2718636) * g_12;
result += mat4(0.021445429, -0.2229151, 0.04363617, -0.01848845, 0.19044793, 0.12978733, 0.1401384, -0.051114038, -0.16472392, -0.059583012, -0.002701528, -0.12270173, -0.18227173, 0.03988044, 0.3377543, -0.18024927) * g_13;
result += mat4(0.38426477, -0.09308802, -0.11083124, 0.21756104, -0.055889897, 0.100914784, 0.051462848, 0.1997221, 0.16923136, -0.0040037725, 0.21070997, -0.035059523, -0.0740145, -0.42558807, -0.020239443, -0.06474659) * g_14;
result += mat4(-0.020568244, 0.08227015, -0.053252015, 0.01569164, -0.109781235, 0.06688285, 0.2620034, -0.18460485, -0.13735083, 0.0030442013, -0.21416521, -0.054695573, 0.047963038, 0.10726088, 0.034117166, 0.21801902) * g_15;
result += mat4(0.520728, 0.06186967, -0.30889672, 0.0150618, -0.014702558, -0.2076953, -0.13387786, 0.101004966, -0.16997512, 0.14452092, -0.018287892, -0.14064445, 0.10045448, 0.33445045, 0.12254727, 0.033601977) * g_16;
result += mat4(-0.08978202, 0.015013341, 0.11111453, 0.05192639, 0.18055484, 0.123284765, -0.1554275, 0.09262196, 0.057058904, -0.080403194, -0.163374, 0.046445247, -7.656726e-05, 0.23957397, -0.24086528, -0.04172887) * g_17;
result += vec4(0.0030341349, -0.028386809, -0.0693459, -0.021886);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72
//!HOOK MAIN
//!BIND conv2d_9_tf
//!BIND conv2d_9_tf1
//!BIND conv2d_9_tf2
//!BIND conv2d_9_tf3
//!BIND conv2d_11_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!SAVE conv2d_12_tf2
//!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_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.12601665, 0.16175638, -0.19269617, 0.107886985, -0.28229153, -0.47275612, -0.23898768, 0.11874162, -0.0438132, 0.1620992, -0.07009845, -0.088367306, -0.13653506, -0.24453755, 0.07402701, 0.112232625) * g_0;
result += mat4(-0.1342178, -0.06971262, 0.12556942, 0.01929168, 0.23838176, 0.018971201, -0.05296016, -0.08929702, 0.040384937, -0.09414689, 0.07239966, 0.057094514, 0.022977736, 0.23681253, 0.07352691, 0.1401568) * g_1;
result += mat4(0.13201892, 0.04062019, 0.052444696, 0.039319273, 0.029174356, 0.024773024, 0.24973504, 0.20124938, -0.11042911, -0.32369703, 0.13876265, 0.07454285, -0.29048622, -0.0073187165, 0.18820713, 0.1310624) * g_2;
result += mat4(-0.052355357, 0.14466842, -0.20304704, -0.10945343, -0.13633797, -0.0362287, 0.21200177, -0.115031704, -0.007819006, -0.0060177785, 0.10633933, -0.06184755, 0.09415192, -0.109933, -0.025773333, 0.13335694) * g_3;
result += mat4(-0.15166026, -0.363905, 0.16473109, 0.36505404, 0.056683872, 0.0061098817, 0.4168733, -0.044268914, 0.2840304, -0.27333218, -0.032296672, 0.08772143, -0.0003773526, 0.34500858, 0.16723311, -0.08633425) * g_4;
result += mat4(0.17295076, 0.058134206, 0.10268273, -0.05562554, -0.01107067, -0.16301824, -0.15832978, -0.35605776, -0.059426963, -0.16527529, 0.08868478, -0.1846189, -0.017306576, 0.10800906, -0.012656846, 0.29250982) * g_5;
result += mat4(-0.0046278895, -0.41774723, 0.24683201, 0.023414413, -0.0560346, 0.3508538, -0.018426506, -0.22601782, -0.22005035, 0.24708134, 0.20629126, 0.017688079, -0.21966107, 0.0007773641, 0.27158982, -0.15457745) * g_6;
result += mat4(0.28892994, -0.0948736, -0.22442342, 0.18630128, 0.056576118, -0.17367427, 0.036432527, -0.12435009, 0.049795005, 0.13438956, 0.38832325, 0.040559538, -0.18281, -0.027084656, 0.14047231, 0.16336608) * g_7;
result += mat4(0.07984998, 0.10912455, -0.25223976, -0.07150487, 0.39511418, -0.16752689, -0.012659484, 0.14530154, 0.15754412, -0.10894477, -0.1896881, -0.12754244, -0.2143525, -0.18319069, -0.13740367, 0.049823396) * g_8;
result += mat4(-0.2693335, -0.22025953, -0.08723098, 0.030883936, -0.01043496, 0.049120355, 0.027913291, 0.2757188, 0.2999968, 0.1511124, 0.03902692, 0.012411737, 0.3374636, 0.07545474, 0.0019430651, -0.2693774) * g_9;
result += mat4(0.22447923, 0.18749979, -0.2726834, -0.054140817, -0.028611785, -0.1420322, -0.26904938, 0.034827393, -0.16475505, -0.13389514, 0.004789874, -0.041023012, 0.13383822, -0.33016685, 0.14386353, -0.16444317) * g_10;
result += mat4(0.06270732, -0.1334095, -0.15366173, -0.05587756, 0.10967794, 0.20958632, 0.0024631543, 0.0054002493, 0.1983807, 0.21552248, -0.027546072, 0.03749206, 0.09604704, -0.015076683, -0.18674834, -0.048891157) * g_11;
result += mat4(0.3359941, 0.005712003, 0.12872687, 0.17963566, 0.13625218, -0.07016191, 0.41262105, 0.12859339, -0.029220538, 0.042857308, -0.09492956, -0.006781853, -0.002147385, 0.09192873, -0.034135956, 0.04365597) * g_12;
result += mat4(-0.0655155, 0.09802182, -0.009230572, -0.11295286, -0.04042111, -0.167074, -0.042077914, -0.3769242, 0.3564197, -0.41506588, 0.010919382, 0.19179656, -0.30047882, -0.12062898, -0.09184107, 0.18559954) * g_13;
result += mat4(-0.02611887, 0.18515642, -0.26166156, -0.11706778, 0.1758253, -0.04787028, -0.1428414, 0.20101525, -0.19495995, -0.114093624, 0.15655537, 0.09985385, -0.28163755, 0.04849391, 0.08238636, -0.084574856) * g_14;
result += mat4(0.00010702968, -0.1017887, 0.18226019, -0.059170388, 0.18746078, 0.060440563, -0.14334333, -0.1825296, 0.27030236, 0.028283298, -0.09769837, -0.0023890818, 0.18596847, 0.07152733, -0.06317227, -0.12367107) * g_15;
result += mat4(0.24603085, 0.056102052, 0.13449737, -0.23569027, -0.05986085, 0.27015293, -0.2839155, -0.089338146, -0.057650078, 0.25799945, -0.2778006, 0.32337326, 0.15381968, -0.10049262, -0.0764022, 0.07623496) * g_16;
result += mat4(0.15472987, 0.087436944, -0.14177966, 0.22156389, 0.020608503, 0.2505864, 0.20408471, 0.031214792, -0.059114598, -0.15656275, 0.228334, -0.11210813, -0.06963447, -0.033369016, -0.09053422, -0.007444799) * g_17;
result += vec4(0.010953258, -0.03096994, -0.08644558, -0.025292031);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72
//!HOOK MAIN
//!BIND conv2d_9_tf
//!BIND conv2d_9_tf1
//!BIND conv2d_9_tf2
//!BIND conv2d_9_tf3
//!BIND conv2d_11_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!SAVE conv2d_12_tf3
//!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_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0))
#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.17770122, 0.29082096, 0.04282091, 0.02549757, -0.23898254, 0.0010372455, 0.12527937, -0.0698982, 0.2606404, -0.010801856, 0.32558066, -0.26030767, -0.04800019, -0.07218525, 0.14526579, -0.18770672) * g_0;
result += mat4(0.15203147, -0.07794133, 0.007123589, 0.098241664, 0.09907035, -0.27661824, -0.086697206, -0.2342014, -0.31787968, 0.049847364, 0.06507202, 0.21814133, 0.32412624, -0.083394185, -0.09934146, 0.23159225) * g_1;
result += mat4(-0.096130975, 0.08083216, 0.44819605, 0.03937152, -0.13312627, -0.18089001, -0.18645371, -0.010557667, -0.124474674, -0.10351831, -0.12635191, -0.05673057, 0.018399497, -0.24488576, 0.026230913, -0.15852088) * g_2;
result += mat4(0.10968734, -0.035089277, -0.067034565, 0.066106535, -0.14149925, 0.1641957, -0.18244973, -0.22383699, -0.18098424, -0.151712, 0.260575, -0.00048691966, 0.27418098, 0.2131733, -0.12303702, -0.101710096) * g_3;
result += mat4(-0.3226536, 0.01744138, -0.12473336, 0.05616008, -0.4558458, -0.33108178, 0.004296858, -0.25150925, 0.11538608, -0.08004571, 0.20220277, 0.1365363, 0.21196564, 0.07377505, -0.060209595, 0.039599787) * g_4;
result += mat4(0.00477916, -0.114327356, 0.011587205, -0.2702971, 0.23033854, -0.27782437, 0.32360908, -0.44537735, -0.013454022, 0.056789074, 0.033459242, 0.12902088, -0.1313282, -0.004177221, 0.041425087, 0.250106) * g_5;
result += mat4(-0.24296634, -0.2151481, -0.030868901, 0.25469768, -0.042654943, 0.15871386, -0.12589258, -0.016274497, -0.033228472, 0.17153168, 0.04850832, 0.3116558, 0.07950622, 0.16695933, -0.25321132, -0.32425934) * g_6;
result += mat4(-0.17190868, -0.08966977, 0.0064142062, 0.2417195, -0.28092504, -0.06055805, 0.24716014, -0.020504756, -0.030874953, -0.048863903, -0.043293115, 0.02698432, 0.079950914, -0.055653498, 0.034776926, 0.064640135) * g_7;
result += mat4(-0.13084945, 0.06205162, -0.13606736, 0.39602286, -0.0030491774, -0.02476442, 0.0069150706, -0.026167216, 0.032697376, -0.030357588, 0.25825238, -0.07841919, -0.17723657, -0.06571916, -0.079561666, -0.009374618) * g_8;
result += mat4(-0.24869454, -0.20812686, 0.21540813, -0.06763655, 0.08248998, 0.09615888, 0.01718324, 0.21635905, 0.20144391, -0.07219777, 0.098456375, -0.3403119, 0.13258833, -0.13171546, 0.09525975, -0.048105728) * g_9;
result += mat4(0.22724295, -0.08324391, 0.0316843, 0.0060743215, 0.010268236, -0.17710914, -0.26217553, 0.052261468, -0.0564278, 0.118447, -0.221497, -0.004723381, -0.082461685, -0.06658231, -0.05635201, -0.16272539) * g_10;
result += mat4(-0.19052428, 0.087694265, 0.10222324, 0.11315066, 0.11910176, 0.11697917, 0.093398556, 0.28112432, 0.030032964, -0.0145031605, -0.30618244, 0.058343805, 0.29364142, 0.4507355, -0.012588871, -0.04779493) * g_11;
result += mat4(-0.30753234, -0.16848947, -0.027776828, 0.04406865, 0.24091373, 0.30855393, -0.14061853, -0.1889476, -0.013829834, -0.265403, -0.27854362, 0.20213468, -0.012963777, -0.01078832, -0.07769813, -0.21151513) * g_12;
result += mat4(0.26133433, 0.17727493, -0.109125234, 0.08433557, 0.072260365, 0.2561018, 0.090859175, -0.07598044, 0.1457562, -0.025295084, -0.021166144, 0.045864385, 0.039569605, 0.20864639, 0.02609065, 0.26301143) * g_13;
result += mat4(-0.13943508, -0.13203211, 0.35905635, 0.27272087, 0.18303953, 0.012707511, 0.088180274, -0.14280272, -0.23073225, -0.13123025, -0.0930568, 0.074749425, 0.22671546, -0.22136143, -0.029851126, 0.12233923) * g_14;
result += mat4(0.12482134, -0.10828533, -0.079140544, -0.2453333, -0.090807475, 0.0063584484, 0.1211467, 0.062918566, 0.14158563, 0.04865186, -0.047368318, 0.16969171, 0.05705982, -0.06532511, 0.039894924, -0.2492887) * g_15;
result += mat4(0.045366418, -0.11773512, 0.3228948, 0.03694021, 0.08063588, 0.15884815, -0.20808393, -0.053136192, 0.12179582, -0.008855191, -0.09951698, 0.052134108, -0.23938279, -0.12222782, -0.12329915, -0.2170608) * g_16;
result += mat4(-0.18194616, 0.10244923, 0.05732402, 0.10120477, 0.118554674, 0.006850547, -0.026597708, -0.19694051, -0.040258426, 0.3326919, 0.27358428, -0.22072372, -0.4095388, 0.15311103, 0.14642514, 0.4488546) * g_17;
result += vec4(0.048863593, 0.012109077, -0.016607719, 0.037871145);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_12_tf1
//!BIND conv2d_12_tf2
//!BIND conv2d_12_tf3
//!SAVE conv2d_14_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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.13730694, 0.09572443, -0.16228959, 0.0539934, 0.015976029, -0.020617478, -0.031389967, 0.086105354, -0.02737102, -0.009822752, 0.079854555, 0.021560928, 0.021912804, -0.05518721, -0.055796772, -0.13649039) * go_0(-1.0, -1.0);
result += mat4(0.16258714, -0.1714513, -0.02435225, 0.061715234, 0.075829744, -0.0935106, 0.051781043, 0.027690506, 0.09556227, 0.1269502, 0.1137493, 0.13980514, -0.018691815, 0.075835496, -0.13254827, 0.007191193) * go_0(-1.0, 0.0);
result += mat4(0.08184935, -0.086010106, 0.048796415, 0.015115541, 0.035149876, 0.053475354, 0.12256089, 0.06159943, 0.08541651, 0.0065930625, -0.04444402, -0.06579454, 0.16545528, 0.07714567, -0.07318036, -0.0410161) * go_0(-1.0, 1.0);
result += mat4(0.052661866, -0.06528621, -0.033377446, 0.03374355, -0.10203855, 0.027142841, -0.009596358, 0.033278905, 0.14031664, 0.12529425, 0.0447338, -0.37799904, -0.18007077, -0.031899042, -0.028458513, 0.0036119984) * go_0(0.0, -1.0);
result += mat4(0.019022847, -0.07892097, 0.028167801, -0.03970351, 0.15201952, -0.082866214, -0.07775842, -0.0092036445, 0.0375805, -0.07498207, -0.10523698, -0.07382711, 0.060292613, -0.14215495, -0.0460591, 0.07628205) * go_0(0.0, 0.0);
result += mat4(0.039698813, 0.043937914, 0.05321076, 0.07739694, 0.06098655, 0.06888494, -0.07167099, -0.052405626, 0.05308723, -0.18511309, 0.09709155, -0.02147648, 0.11734863, 0.007313008, -0.09469101, 0.076938465) * go_0(0.0, 1.0);
result += mat4(0.006754393, -0.0482479, -0.08238743, 0.06375976, 0.04045994, -0.019509573, 0.18255574, 0.09500812, -0.04551239, 0.10516026, 0.1547579, 0.08199154, -0.10011012, -0.10849286, -0.10245379, -0.1411837) * go_0(1.0, -1.0);
result += mat4(0.15574688, 0.10194304, 0.1370253, 0.122291274, 0.06903438, 0.028846793, -0.036889754, 0.14082685, 0.0746532, -0.085606076, 0.04378959, 0.04567366, 0.13036871, 0.017091148, 0.0860928, 0.049529802) * go_0(1.0, 0.0);
result += mat4(-0.0019084985, -0.030891823, -0.11242672, -0.0028197083, 0.1089532, -0.036664832, -0.08357979, -0.04067862, -0.018984286, -0.08164459, 0.09161135, 0.025528084, -0.024401465, 0.053186838, -0.13926849, -0.09147531) * go_0(1.0, 1.0);
result += mat4(0.030601272, 0.020320972, 0.11978473, 0.021981956, 0.0066586067, 0.010468703, 0.08935148, -0.02064418, -0.051966265, 0.13076556, 0.114875935, -0.13965933, -0.06370764, -0.02479983, -0.040174097, -0.051495917) * go_1(-1.0, -1.0);
result += mat4(-0.06858974, -0.1011349, 0.05012081, -0.09389995, 0.18634044, -0.02636947, 0.29009673, -0.20761599, -0.18480374, 0.18764408, -0.03863296, -0.001258129, -0.20276432, -0.22974198, -0.011534593, 0.053845435) * go_1(-1.0, 0.0);
result += mat4(-0.011961684, -0.0027767534, 0.15667303, 0.014906583, 0.08829907, 0.13073516, 0.12739272, -0.14619562, -0.05524262, -0.044016067, 0.056112796, -0.11271024, -0.15298633, -0.07068307, 0.15127258, -0.059431132) * go_1(-1.0, 1.0);
result += mat4(0.0035851684, 0.048734687, 0.058004834, -0.25574937, -0.05717012, 0.027982244, -0.036910195, 0.07176039, -0.1437177, 0.15508057, 0.055488504, 0.08993959, -0.21916981, -0.09351557, 0.059080753, 0.059446696) * go_1(0.0, -1.0);
result += mat4(0.121534444, 0.05071775, 0.25775218, 0.100448884, -0.0609293, -0.0032914479, -0.012675448, -0.03919934, -0.048212145, 0.15936059, 0.07263143, -0.15671557, -0.029125307, 0.056486927, 0.09249241, -0.049256064) * go_1(0.0, 0.0);
result += mat4(0.13813132, 0.1061218, 0.13439661, 0.013360326, 0.20840476, 0.033466756, -0.02981596, -0.16605316, 0.21835527, 0.20860583, -0.08051366, -0.048786163, -0.15034862, 0.031393945, -0.12630752, 0.03662063) * go_1(0.0, 1.0);
result += mat4(0.20240387, 0.11153365, -0.10545571, 0.20638049, -0.030318, -0.013820859, -0.15446675, -0.117573425, 0.020086143, 0.17280579, -0.14882061, 0.054609608, -0.06867725, 0.005472737, -0.001194474, 0.053710196) * go_1(1.0, -1.0);
result += mat4(-0.078191735, 0.19296291, 0.094308026, 0.13090765, -0.08120196, -0.025820611, -0.06864976, -0.1892419, 0.04313153, 0.05904389, -0.0666416, -0.0647475, -0.20729442, -0.20761089, 0.12242998, 0.03860268) * go_1(1.0, 0.0);
result += mat4(0.3584512, 0.033826537, 0.054210454, 0.0789943, 0.008851024, 0.09464614, -0.12718089, 0.11983708, 0.1720017, -0.020153422, -0.016108112, -0.022643095, -0.112861484, -0.14127043, 0.062141683, 0.039889514) * go_1(1.0, 1.0);
result += mat4(0.0535196, -0.03970797, 0.03354509, -0.117369846, -0.14703709, -0.012058039, -0.07475193, -0.06776651, 0.059161127, 0.012486282, 0.28265083, 0.006532838, -0.18549983, 0.008657684, -0.074575126, 0.13438265) * go_2(-1.0, -1.0);
result += mat4(-0.039811708, 0.12738322, 0.18482146, 0.021987366, -0.007785863, -0.103660956, -0.25238964, 0.1722417, 0.11030613, -0.013517135, 0.080717966, 0.09645111, 0.02491521, -0.06768416, 0.07801766, -0.0083899405) * go_2(-1.0, 0.0);
result += mat4(0.02637314, -0.02295658, 0.009299312, 0.04080987, 0.009788877, -0.06768737, -0.09209687, -0.0064441212, 0.17683631, 0.11308535, 0.120473646, -0.043513045, -0.012239015, -0.11771954, 0.041769065, -0.035535622) * go_2(-1.0, 1.0);
result += mat4(-0.02476574, 0.0006269701, 0.031228809, -0.114411384, -0.06647686, 0.044763204, 0.0125348745, 0.06740366, -0.13100466, -0.14606014, 0.05104513, 0.08999373, 0.047833115, -0.027034575, 0.17426285, 0.15505366) * go_2(0.0, -1.0);
result += mat4(-0.04584108, 0.026565347, -0.17377949, 0.09393312, 0.24355736, -0.070104554, 0.14847255, 0.03672425, -0.025585584, -0.24469705, 0.18408243, 0.3059801, 0.066561416, 0.05520613, 0.051541686, -0.009497027) * go_2(0.0, 0.0);
result += mat4(0.09706289, 0.1355479, -0.10922811, 0.040889144, -0.1304492, -0.1115297, -0.050781623, 0.13141242, 0.20192824, 0.21923521, 0.2232753, -0.04984208, -0.07344629, -0.048347905, -0.06926673, 0.00018091204) * go_2(0.0, 1.0);
result += mat4(0.12485469, 0.052772295, -0.11423363, -0.09852666, 0.0133323725, 0.014865848, -0.09087173, -0.0148057, 0.006184697, -0.1351809, 0.20683081, 0.19722891, 0.016914789, -0.047588933, 0.10100042, 0.009027416) * go_2(1.0, -1.0);
result += mat4(-0.05893103, -0.037235342, -0.10422848, 0.10374478, -0.08594368, 0.14460947, 0.05852035, -0.11371309, 0.024052324, -0.16274521, 0.04695501, 0.24024189, 0.04611697, -0.04172007, -0.14143556, 0.0947182) * go_2(1.0, 0.0);
result += mat4(0.029644629, 0.047125343, 0.043564074, 0.029975709, -0.20870477, -0.054786757, -0.06884723, 0.072272494, 0.15565543, -0.1053078, -0.058403894, 0.16519445, -0.0603395, 0.009007387, -0.11781728, 0.15130705) * go_2(1.0, 1.0);
result += mat4(-0.042338666, -0.12772329, 0.051055513, -0.06525264, -0.0040495084, -0.09565801, 0.07052012, -0.08048783, -0.08279771, -0.08353822, -0.04170163, 0.050944712, -0.039810754, -0.061679646, -0.1736554, -0.18661833) * go_3(-1.0, -1.0);
result += mat4(-0.1809492, -0.086604275, -0.004732337, 2.8006345e-05, 0.12348477, -0.18016535, 0.06667517, 0.15141962, 0.074052304, -0.0010897494, 0.02608532, -0.084111795, 0.19251096, -0.11398725, -0.10063286, -0.22106121) * go_3(-1.0, 0.0);
result += mat4(-0.25605115, -0.15571332, -0.1340056, -0.08346116, 0.09454819, -0.030701093, 0.10532109, -0.12843955, -0.12315552, 0.08900104, 0.01561725, -0.12959191, 0.09758207, -0.112124294, 0.06608123, 0.028534982) * go_3(-1.0, 1.0);
result += mat4(0.11170476, -0.0630822, -0.038899932, 0.1342047, -0.021606628, -0.062111627, 0.051371798, -0.08569797, -0.15001743, -0.05062917, -0.17575061, -0.084941536, -0.116146035, -0.15812515, -0.17216232, -0.22350411) * go_3(0.0, -1.0);
result += mat4(0.06449703, -0.22082505, -0.16758165, -0.09813526, 0.13100046, 0.011371541, -0.096522264, -0.100944474, 0.043882452, -0.05947248, 0.009845581, 0.17306656, 0.0756555, -0.21856773, 0.09360379, 0.064962044) * go_3(0.0, 0.0);
result += mat4(0.10466668, -0.25351757, -0.030175129, -0.07844458, 0.047858343, 0.02165889, 0.17470923, 0.113614105, -0.09934851, 0.085113294, -0.093170576, 0.12370991, 0.0032511167, 0.067286566, -0.0058747306, -0.014485702) * go_3(0.0, 1.0);
result += mat4(-0.029907176, 0.060396403, -0.103236124, 0.2610491, -0.053192623, 0.1007005, -0.18771408, 0.1928706, 0.067260295, -0.009832933, -0.009121694, -0.054794073, 0.111395195, -3.396428e-05, -0.016206376, -0.061671183) * go_3(1.0, -1.0);
result += mat4(0.053124864, 0.07192942, 0.059849158, 0.081840195, -0.05420444, -0.0019643765, 0.04362153, 0.14748906, 0.0506163, 0.013644277, -0.16886376, -0.006343483, -0.018263722, 0.052267574, 0.059044275, -0.082981944) * go_3(1.0, 0.0);
result += mat4(0.13965447, -0.13021067, 0.04670164, 0.086573035, 0.025060145, -0.037466228, -0.04684806, -0.10827496, -0.047038436, -0.0039735837, -0.0730053, -0.016094094, -0.07558495, -0.035218224, 0.08817588, -0.042479306) * go_3(1.0, 1.0);
result += mat4(-0.008962302, 0.04630662, 0.018500257, -0.087029375, 0.11477668, 0.10218926, 0.024974326, -0.08728321, -0.12020556, 0.15970382, 0.21653348, 0.10660835, 0.2738671, 0.0997252, -0.108846664, -0.04685405) * go_4(-1.0, -1.0);
result += mat4(-0.022257768, -0.064715914, 0.055771556, 0.010960265, -0.20388158, -0.006702773, -0.10523913, 0.041671757, -0.1278118, 0.056031987, -0.14149639, 0.024696268, -0.08956393, -0.032904375, -0.19515826, 0.07697775) * go_4(-1.0, 0.0);
result += mat4(-0.0051774043, 0.057510026, -0.0022631476, 0.061950665, -0.2055609, -0.06095393, -0.17338821, 0.13429311, 0.116932675, 0.049505264, 0.1167626, -0.13347769, 0.08006289, -0.17509666, 0.14619496, -0.099814855) * go_4(-1.0, 1.0);
result += mat4(0.07875518, 0.029798327, -0.09710777, 0.067920126, 0.03193534, -0.089395255, 0.052021433, 0.15372773, 0.046054084, 0.24912815, -0.025290666, 0.1745077, 0.028125856, -0.042680793, -0.2864328, 0.3608281) * go_4(0.0, -1.0);
result += mat4(0.18727463, -0.15704368, 0.08394469, -0.043886885, 0.08093717, -0.14508902, -0.08175545, -0.012856592, 0.090690896, 0.15311036, 0.09262695, -0.20497702, -0.12629865, 0.16602357, -0.12650378, -0.27009165) * go_4(0.0, 0.0);
result += mat4(-0.026015654, -0.15421996, -0.006285523, 0.084399685, -0.05706165, -0.11809227, 0.20115097, 0.100516826, 0.04193344, 0.12963672, -0.003606976, 0.26124814, -0.03276488, 0.09699929, 0.006967106, -0.21132018) * go_4(0.0, 1.0);
result += mat4(0.13496664, -0.06661801, -0.01474205, -0.16868557, -0.029672602, -0.006720598, -0.117897324, 0.04533316, 0.030741133, 0.1053171, -0.016952176, -0.32376495, 0.070213996, 0.040165827, 0.004966792, -0.2232084) * go_4(1.0, -1.0);
result += mat4(0.09690112, -0.07795268, 0.077351056, 0.0152706485, -0.089807846, -0.015780134, -0.17489035, 0.040249743, 0.21050693, 0.1011979, -0.106833994, -0.051176246, 0.017105445, 0.03109709, -0.038326148, -0.01485861) * go_4(1.0, 0.0);
result += mat4(-0.057408247, 0.06229008, 0.0030242403, 0.039700616, -0.13085157, 0.020828856, 0.16776583, -0.2604126, 0.07311746, 0.31123817, -0.010544573, -0.13669181, -0.03168772, 0.00608244, -0.10768166, 0.1240025) * go_4(1.0, 1.0);
result += mat4(0.038978737, -0.106837034, 0.14167462, 0.041263003, 0.06207514, -0.00715465, -0.02379835, -0.031825457, 0.061413057, 0.0760847, 0.13212702, 0.0336207, -0.13638654, -0.08007447, 0.010262531, -0.0034590475) * go_5(-1.0, -1.0);
result += mat4(-0.08324591, -0.044817638, 0.10628384, 0.061015308, 0.07592109, 0.08827193, -0.08403659, -0.20712458, 0.058871835, -0.11746996, 0.16809036, -0.0395111, -0.106638305, -0.039189354, 0.015224756, 0.015626334) * go_5(-1.0, 0.0);
result += mat4(-0.047755025, -0.040199798, -0.003975084, 0.028568355, 0.19709164, -0.15811369, -0.06603298, 0.01573683, -0.005953187, -0.050047178, -0.060785852, 0.0508898, 0.009161574, -0.04349141, -0.00926554, 0.009818446) * go_5(-1.0, 1.0);
result += mat4(0.11093553, 0.019093536, 0.10260777, 0.055262566, 0.1195068, 0.09863856, -0.18714024, 0.19104338, 0.06376209, -0.034790665, -0.094363205, -0.09618141, -0.0058454727, -0.108213976, 0.12300049, -0.011991122) * go_5(0.0, -1.0);
result += mat4(0.04611049, 0.19236325, 0.08004335, -0.15592095, 0.15835464, 0.036216386, 0.036609154, 0.023461621, -0.120403476, -0.12745048, 0.06265683, -0.01600802, 0.16362222, 0.11878418, 0.11366202, -0.10238857) * go_5(0.0, 0.0);
result += mat4(0.06759989, 0.033161543, -0.10036328, -0.0098760715, 0.038350176, 0.15091336, 0.010098192, -0.13720898, -0.26202145, 0.001311828, -0.024214303, -0.16074173, 0.22281381, 0.13370523, -0.032966968, -0.062518656) * go_5(0.0, 1.0);
result += mat4(0.012291961, -0.068143904, 0.05493764, -0.087144345, 0.073538706, -0.015827144, 0.012285127, -0.07855669, -0.2829798, -0.039494153, 0.23575827, 0.06981807, -0.061576065, -0.1076866, -0.013749979, -0.09326816) * go_5(1.0, -1.0);
result += mat4(0.2558642, -0.10623661, -0.23699932, -0.05788955, -0.05908788, -0.1335758, 0.005269156, 0.0074094567, -0.0876448, 0.08961541, 0.20585236, -0.23521425, 0.13892744, 0.056449905, 0.055848006, -0.059444457) * go_5(1.0, 0.0);
result += mat4(-0.033819564, -0.026836576, -0.10386869, 0.14426531, -0.14975053, -0.005463496, 0.07058732, -0.028187437, 0.1480432, 0.06334134, -0.11467099, -0.023551162, -0.16923405, 0.0879496, 0.038746398, 0.119617105) * go_5(1.0, 1.0);
result += mat4(-0.066057675, -0.05716839, -0.12655802, -0.31106478, -0.05422454, -0.08211238, 0.10340335, 0.094708785, 0.17412704, -0.08796308, 0.032862302, -0.07645405, 0.18197642, 0.11359161, 0.057399232, -0.101643234) * go_6(-1.0, -1.0);
result += mat4(0.032984644, -0.151437, -0.15703787, -0.15147786, -0.06443887, -0.14499481, -0.07964961, -0.10063501, -0.06489532, -0.033841714, 0.13743237, 0.07402381, -0.10539726, 0.04741985, -0.06813811, -0.08186571) * go_6(-1.0, 0.0);
result += mat4(0.04169854, 0.10285583, 0.20537099, 0.4232497, -0.0102178855, -0.07464401, 0.064116195, 0.06713617, -0.10848632, 0.07029541, 0.061891586, 0.09450866, -0.14710844, 0.10902902, 0.078601316, 0.24068502) * go_6(-1.0, 1.0);
result += mat4(-0.17666584, 0.06827289, 0.1803935, -0.21800393, -0.10945116, -0.05033793, 0.043604486, -0.10778255, -0.13906737, -0.1066709, 0.07845706, 0.17276351, -0.31800953, 0.15222964, -0.05974643, 0.24923734) * go_6(0.0, -1.0);
result += mat4(0.09485684, 0.07775303, -0.26359668, -0.26235437, -0.014160949, 0.09610528, 0.032751855, 0.009587253, -0.033312347, -0.054030016, 0.100942805, -0.2810844, -0.31456363, 0.29743198, 0.35422295, 0.19903661) * go_6(0.0, 0.0);
result += mat4(-0.15256523, 0.052043784, -0.114385866, 0.26754585, 0.14714424, -0.044223707, 0.18718323, 0.16299742, 0.009067459, -0.09861915, 0.058909696, 0.053495083, -0.026219709, -0.0371573, 0.12850215, 0.085496284) * go_6(0.0, 1.0);
result += mat4(0.013324529, 0.22692935, -0.110274024, -0.04928268, 0.058278915, -0.003172765, 0.09637179, 0.0031671112, 0.1529764, 0.013240627, -0.047746982, 0.123970434, 0.08522273, 0.044676673, -0.031025682, 0.08779327) * go_6(1.0, -1.0);
result += mat4(0.12727101, 0.08387524, 0.12543088, -0.18653108, 0.11925347, -0.077335745, -0.19534324, -0.036191355, -0.03850302, 0.0028999215, 0.09276233, 0.0901103, 0.015147803, -0.12371782, 0.26163867, 0.2604429) * go_6(1.0, 0.0);
result += mat4(-0.2130723, 0.019236565, -0.15499762, 0.06025093, 0.042726953, 0.0875672, 0.024576176, 0.09540413, 0.21235454, -0.09488397, 0.019722011, 0.1176617, -0.09731747, -0.027660578, -0.1065942, -0.005856232) * go_6(1.0, 1.0);
result += mat4(0.11156219, 0.09702357, -0.035195213, 0.08480061, 0.025406074, -0.13845637, 0.19578338, -0.02658565, 0.094306186, 0.025026903, -0.054557443, -0.02111127, -0.026145646, 0.11951934, -0.023019921, 0.006862455) * go_7(-1.0, -1.0);
result += mat4(-0.017856622, 0.0715022, 0.089152284, 0.23237874, 0.062624305, 0.17638148, 0.10636494, -0.05033142, -0.055300098, 0.13743642, 0.09478692, -0.25387746, -0.04399249, 0.089958854, -0.13650721, 0.11658587) * go_7(-1.0, 0.0);
result += mat4(-0.011758824, 0.08557066, 0.044390026, 0.0022194844, 0.014199994, 0.045136537, -0.095475696, 0.010693854, 0.052194178, -0.032430097, -0.11542995, -0.038783815, -0.13697112, -0.0808607, 0.0048690503, 0.02350201) * go_7(-1.0, 1.0);
result += mat4(0.26391774, -0.06323651, 0.015183379, 0.07485423, -0.017147731, 0.1381914, 0.037845995, -0.104021296, -0.1099861, -0.01835351, -0.15305562, 0.049315173, 0.098395124, -0.04365968, -0.0077367523, -0.059888527) * go_7(0.0, -1.0);
result += mat4(-0.058792043, 0.11672284, -0.06516679, 0.2531902, -0.054773577, 0.051864814, -0.13140003, 0.08435319, 0.017941497, -0.0008525759, 0.02973079, 0.027343648, -0.19903877, -0.11735335, 0.025595637, 0.1632998) * go_7(0.0, 0.0);
result += mat4(0.22285266, 0.06903356, 0.23277758, -0.022075538, -0.066381, 0.087023556, 0.04032252, -0.124985844, -0.09607507, -0.118496284, -0.16543318, -0.005035066, -0.06618295, -0.117022425, 0.06941833, -0.033855513) * go_7(0.0, 1.0);
result += mat4(-0.05111795, -0.046070304, 0.047060743, 0.09478824, 0.025756294, 0.059333634, 0.04922012, 0.094563365, -0.06372419, -0.024169741, -0.12049204, -0.1545189, -0.08127697, 0.01430538, 0.1596365, 0.14503178) * go_7(1.0, -1.0);
result += mat4(0.009547742, -0.0052827215, 0.07463234, 0.09285053, -0.19082169, 0.07953675, 0.07934419, 0.106866054, 0.13285162, 0.033329457, 0.05625213, -0.0009985549, -0.06783011, -0.07779119, 0.036950454, -0.1311533) * go_7(1.0, 0.0);
result += mat4(0.12313845, 0.09518573, -0.005228664, 0.18021671, -0.0023382735, -0.022417013, 0.14969905, -0.0799508, -0.117919005, -0.043378588, -0.13032569, -0.16071445, -0.09841616, 0.010907256, 0.168342, -0.047372725) * go_7(1.0, 1.0);
result += vec4(0.02878389, 0.011853628, 0.04421832, -0.014076957);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_12_tf1
//!BIND conv2d_12_tf2
//!BIND conv2d_12_tf3
//!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_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.009639149, -0.0038982404, -0.000950235, -0.042617463, -0.18144657, -0.041786347, 0.09120882, 0.0038534713, 0.008700073, -0.08467945, 0.08520402, 0.077761576, -0.039405044, 0.12381529, 0.03898792, 0.04511578) * go_0(-1.0, -1.0);
result += mat4(0.0014207684, 0.07446709, 0.16319937, -0.07770856, -0.09554286, 0.10978643, -0.049450707, 0.064207695, -0.12975316, -0.011036553, 0.087152034, -0.035981875, 0.21567516, -0.013519614, 0.12568897, 0.05585702) * go_0(-1.0, 0.0);
result += mat4(0.2250859, -0.07630085, 0.085674696, 0.08418434, -0.027402846, -0.028869295, -0.074562736, -0.045597237, 0.010643633, -0.12091428, 0.034802727, 0.016727531, 0.06755005, 0.019975858, 0.19802167, -0.09351427) * go_0(-1.0, 1.0);
result += mat4(-0.03201277, 0.050427675, 0.09706081, -0.089708805, 0.046288054, 0.047746085, -0.020521134, -0.016593749, -0.016695522, 0.00024074932, -0.10998622, 0.010020027, 0.026319914, -0.13093436, 0.09340489, -0.011133997) * go_0(0.0, -1.0);
result += mat4(0.06594458, 0.108969614, -0.3391531, 0.15241535, -0.03524658, -0.12494807, 0.07165373, 0.15068692, -0.12112645, 0.035398778, -0.18387815, 0.03840943, 0.10092417, 0.09231077, 0.11415836, -0.09056854) * go_0(0.0, 0.0);
result += mat4(-0.10499352, -0.12734324, -0.15330572, 0.18510772, 0.0120012155, -0.08454591, -0.043570805, 0.08853887, 0.004295982, 0.065011546, 0.064469345, -0.023783352, -0.043566104, 0.027954584, 0.08104736, -0.032231607) * go_0(0.0, 1.0);
result += mat4(0.10343434, 0.032162443, 0.08311337, -0.060843915, 0.04154088, -0.04438331, 0.042682778, -0.12004948, -0.06710734, -0.06452065, 0.031105455, -0.00583183, 0.009057851, -0.049873523, 0.11332005, 0.03758812) * go_0(1.0, -1.0);
result += mat4(0.08962952, -0.056837637, -0.028504362, -0.058604047, -0.09876495, -0.19140477, -0.05717117, -0.2970397, 0.032477252, -0.0597137, -0.02873599, 0.053601198, -0.0019746928, 0.073336996, 0.016864251, 0.10919654) * go_0(1.0, 0.0);
result += mat4(0.18142548, 0.10124668, 0.00368281, -0.23038292, 0.07240071, -0.15039761, -0.010341523, -0.11067377, -0.047206733, -0.031967275, -0.02992342, -0.12399463, 0.014134053, -0.027491156, 0.1586509, -0.011076121) * go_0(1.0, 1.0);
result += mat4(-0.10831383, 0.03130954, 0.11106777, -0.14316523, -0.15185675, -0.091914624, 0.04525621, -0.09765117, 0.0018873657, 0.1467699, -0.15126435, -0.08295151, 0.053585067, 0.03242634, -0.12851547, -0.014847684) * go_1(-1.0, -1.0);
result += mat4(-0.04666656, -0.11540183, -0.0040082233, 0.032173898, -0.006088054, -0.055952623, -0.006328234, -0.020379877, 0.09165287, 0.040902767, -0.1251588, 0.12423666, -0.14924148, 0.12587278, -0.14483361, 0.07241668) * go_1(-1.0, 0.0);
result += mat4(-0.08733716, -0.0038874142, 0.03347875, 0.020994259, -0.1411847, 0.04610875, 0.17974979, 0.07831092, 0.042416275, -0.017010015, -0.043574873, 0.01362277, 0.0150662195, -0.060527198, 0.013415603, 0.09190049) * go_1(-1.0, 1.0);
result += mat4(-0.047956496, -0.21187243, 0.10645179, -0.029983195, -0.05739006, 0.04807922, -0.023896229, 0.20409703, 0.07719372, -0.13761039, 0.043128423, 0.16602203, 0.1391456, 0.14163828, -0.11660084, 0.1721344) * go_1(0.0, -1.0);
result += mat4(-0.08192942, 0.12966244, 0.08534996, 0.004243316, -0.14284796, -0.05193116, -0.115842864, 0.20631583, 0.0077530663, -0.08806305, 0.010341862, 0.093308315, 0.016404482, 0.17783935, -0.012804549, 0.055335052) * go_1(0.0, 0.0);
result += mat4(-0.0864709, 0.14595704, 0.122848816, 0.041808892, -0.011105475, -0.15309574, -0.038991075, -0.018167017, -0.0737871, 0.08204525, 0.12244646, -0.018635223, 0.14988273, 0.080346294, 0.14383334, 0.09073764) * go_1(0.0, 1.0);
result += mat4(-0.10824354, -0.14525421, 0.10709654, 0.057008598, -0.0274041, 0.060830723, -0.019880934, 0.059121948, 0.13224299, -0.0986574, 0.041039772, 0.031663973, 0.10696096, 0.07072492, -0.056812435, -0.03713634) * go_1(1.0, -1.0);
result += mat4(-0.1286229, 0.038206976, 0.2866795, 0.32729703, -0.001265015, -0.050362974, 0.054691862, -0.019820811, 0.015161029, 0.012408566, 0.019214492, -0.043584425, 0.1747071, -0.1806168, 0.0026230705, 0.17746288) * go_1(1.0, 0.0);
result += mat4(-0.14500563, 0.07194882, 0.3341538, 0.29419795, 0.018053567, -0.013366127, 0.13004167, -0.12123059, -0.062439676, -0.06531261, -0.032591254, 0.098543815, 0.15538938, -0.02330424, -0.051805083, 0.14865872) * go_1(1.0, 1.0);
result += mat4(0.022300392, 0.074889585, 0.07658969, 0.04842954, -0.10574494, -0.06770181, -0.0766897, -0.07461142, 0.09686923, 0.00633828, -0.06368929, 0.036549773, 0.023586588, -0.028077459, 0.1585986, 0.011422953) * go_2(-1.0, -1.0);
result += mat4(0.03940578, -0.0339597, 0.10257943, -0.12667413, -0.02898388, 0.07838695, -0.19138049, 0.0014735579, 0.22062407, 0.061582483, -0.13024235, 0.12023966, -0.06983561, -0.011443659, -0.09145462, 0.021667738) * go_2(-1.0, 0.0);
result += mat4(-0.12349507, 0.059815507, -0.046543095, 0.030673595, 0.04561801, 0.14247265, -0.105132155, -0.021296836, -0.021644723, 0.2025441, -0.012284828, 0.047515646, -0.09826343, 0.075690396, 0.13212551, -0.023619266) * go_2(-1.0, 1.0);
result += mat4(-0.14024511, 0.06597363, -0.0336176, 0.036653478, 0.060431093, -0.10295052, 0.085898645, -0.0044551087, 0.079314135, 0.08170928, -0.18242195, 0.029556789, -0.09011537, -0.09237228, -0.026066486, 0.006826721) * go_2(0.0, -1.0);
result += mat4(-0.14503199, 0.03387515, -0.053300664, 0.064943515, -0.020676823, 0.0074872165, -0.018416155, 0.012171563, 0.14327627, -0.13214412, -0.02946512, 0.07235393, -0.10908717, -0.012565086, 0.035278827, 0.17581236) * go_2(0.0, 0.0);
result += mat4(0.00934611, -0.11156072, 0.13832138, 0.15502927, 0.0020792482, 0.02049791, 0.04461106, -0.18925, 0.22086848, -0.06498976, 0.19501008, 0.124619834, 0.15347329, -0.0077355206, 0.0038152216, 0.07109297) * go_2(0.0, 1.0);
result += mat4(-0.041063566, -0.03631559, 0.087020025, -0.12633711, -0.043662015, 0.13777676, -0.100011535, 0.09353299, 0.026900792, 0.026761487, -0.020541789, 0.1791581, -0.09209707, 0.082125105, -0.08652077, 0.07599723) * go_2(1.0, -1.0);
result += mat4(-0.05044385, 0.0059138206, 0.004846873, -0.055986855, 0.035403732, 0.12932262, -0.10948213, 0.059482235, -0.0783685, 0.18257779, -0.014302566, -0.03769118, -0.093388505, -0.029699821, -0.06636151, -0.08418176) * go_2(1.0, 0.0);
result += mat4(-0.04013502, 0.0967123, 0.033448823, 0.093523204, 0.11187449, 0.019631773, -0.105332315, 0.16213791, -0.029868113, -0.1064927, 0.19695841, 0.13877009, -0.047273844, -0.01044426, -0.08446086, -0.0458913) * go_2(1.0, 1.0);
result += mat4(-0.0741451, 0.042197462, -0.08023183, 0.09765462, 0.054821562, 0.08290217, -0.023233455, -0.14262572, -0.15324473, -0.014632389, -0.06739699, 0.15956666, 0.034347642, 0.054041438, -0.07310525, 0.0035158119) * go_3(-1.0, -1.0);
result += mat4(0.08562873, 0.0022956019, 0.011018242, 0.027326696, 0.09330304, -0.039874583, 0.024133299, -0.08445561, 0.019993046, -0.063240565, -0.054243866, 0.124074, -0.074563324, -0.1390738, 0.0820039, -0.23211582) * go_3(-1.0, 0.0);
result += mat4(0.078051165, -0.12620433, -0.03478548, 0.09409214, 0.1526626, -0.041634113, 0.2237483, -0.15523861, 0.07555192, 0.034417253, -0.12693669, 0.018821344, -0.036353048, -0.013764508, 0.100658715, -0.020644104) * go_3(-1.0, 1.0);
result += mat4(0.011323663, 0.07608287, 0.00851126, 0.09341987, -0.029945532, 0.10300047, 0.0074313437, -0.19487564, 0.0011054972, -0.15525223, 0.21401389, -0.10354629, -0.04318926, 0.12821019, 0.032365642, 0.032030214) * go_3(0.0, -1.0);
result += mat4(0.007591815, 0.012629317, -0.19445145, -0.08644862, -0.030899128, -0.010336647, 0.06901035, 0.053609345, -0.13558851, 0.055843044, -0.19542934, 0.27220258, -0.10258334, 0.08873226, 0.100590244, -0.13569663) * go_3(0.0, 0.0);
result += mat4(0.047885086, 0.01407929, -0.05241635, -0.07852867, 0.034674972, 0.10237697, -0.080549136, -0.15041627, -0.025430735, 0.0479369, 0.037376665, 0.025655257, -0.0355407, 0.050879892, -0.07782001, -0.032121796) * go_3(0.0, 1.0);
result += mat4(0.18598914, 0.17488232, 0.04308569, -0.113249674, 0.18825708, -0.025347264, -0.03777555, 0.055674437, -0.050593246, -0.07975001, 0.06947618, 0.007018156, -0.014732591, -0.079240546, 0.10789699, -0.19743954) * go_3(1.0, -1.0);
result += mat4(-0.038231947, 0.016942957, 0.028590739, -0.090752594, 0.038188618, 0.021015111, 0.016965266, -0.03435059, -0.01212547, 0.015248877, 0.11611426, 0.123496845, -0.04629721, 0.06697021, -0.19438337, 0.05686309) * go_3(1.0, 0.0);
result += mat4(-0.05551822, -0.008124752, 0.05373102, 0.08483395, -0.0006295456, -0.102434106, -0.059557695, 0.0052035716, -0.008159529, -0.12018468, -0.019952172, -0.08871863, 0.024393221, 0.012160636, 0.00085074763, -0.031381) * go_3(1.0, 1.0);
result += mat4(0.052483644, -0.10067336, 0.007827775, 0.04217924, 0.05370174, 0.053045593, -0.021322401, -0.057574254, -0.15052581, -0.054354582, 0.010731893, -0.084049575, 0.08664663, 0.008586996, -0.067191415, -0.013433542) * go_4(-1.0, -1.0);
result += mat4(-0.07656686, -0.026798321, -0.0035791546, 0.1813216, 0.12657459, -0.08586928, -0.14434212, 0.100000456, -0.17489576, -0.059281647, -0.16410424, 0.07507215, -0.17735171, -0.15760069, -0.029753244, 0.06384127) * go_4(-1.0, 0.0);
result += mat4(-0.0826688, 0.09742932, 0.034533966, -0.0460573, -0.11716473, 0.03802808, 0.12547252, 0.08928232, -0.14233275, -0.012195422, -0.02531116, 0.043976627, -0.06876278, -0.0810813, 0.18094346, -0.023339571) * go_4(-1.0, 1.0);
result += mat4(-0.005550866, -0.14349146, -0.12596409, -0.044651084, 0.087609954, -0.12565547, -0.22447549, 0.09360963, -0.02317106, -0.0005260532, 0.085363105, -0.09604336, 0.09518486, 0.018432705, -0.18793124, 0.07429292) * go_4(0.0, -1.0);
result += mat4(-0.104204915, -0.051323626, 0.06698747, 0.041701533, -0.15290372, 0.021271959, 0.091065526, -0.08150357, -0.018144151, -0.152379, 0.03481493, 0.07758276, 0.048658404, 0.018046448, 0.07488417, 0.224359) * go_4(0.0, 0.0);
result += mat4(0.089659564, -0.087014616, -0.04502746, -0.037926767, -0.10490111, 0.08001486, 0.1122022, -0.17835194, 0.04582323, 0.09560471, -0.20311408, -0.09920451, -0.07066689, 0.05220927, -0.005073715, -0.11543198) * go_4(0.0, 1.0);
result += mat4(-0.020940287, -0.08553711, 0.02721499, 0.06101611, 0.038569175, 0.03166766, -0.16536324, -0.040709663, -0.24566115, 0.03939649, 0.13328575, 0.103327386, -0.085061535, -0.23112987, 0.023643477, 0.053550832) * go_4(1.0, -1.0);
result += mat4(-0.07766694, -0.02958393, -0.10941775, -0.029797763, -0.09903559, 0.06466456, -0.0037769163, 0.12833694, -0.14952287, -0.09172456, -0.026234943, 0.09768058, -0.0046768547, 0.05787786, -0.020349951, -0.22735849) * go_4(1.0, 0.0);
result += mat4(0.103295185, 0.07010887, 0.06500701, -0.121797815, 0.06688264, 0.045738444, -0.006048553, 0.070973165, 0.038500775, -0.06096765, -0.02083498, -0.02247928, 0.079471394, 0.17344089, -0.03399603, -0.061526738) * go_4(1.0, 1.0);
result += mat4(-0.07608997, -0.07450355, -0.007454942, -0.028890591, 0.11185288, 0.003963864, -0.021245597, -0.02870811, 0.15497267, -0.1021612, -0.006275503, 0.059440117, -0.01191032, -0.015024686, -0.04264744, 0.03784974) * go_5(-1.0, -1.0);
result += mat4(-0.04255224, -0.041475482, 0.05568204, 0.050781105, -0.052326836, -0.00050962373, -0.070848726, -0.05095658, 0.09177018, -0.0071918922, 0.0076208673, -0.16307355, 0.26428407, 0.029546542, -0.038873114, 0.049068365) * go_5(-1.0, 0.0);
result += mat4(0.08395406, -0.09043276, -0.061525855, -0.05533077, -0.02462208, 0.10786481, -0.030796457, -0.094646156, 0.022507463, 0.13190217, 0.15948486, -0.07191217, 0.07654077, -0.016571704, -0.10635289, -0.12771434) * go_5(-1.0, 1.0);
result += mat4(0.20890597, 0.042703193, 0.11934406, -0.068621606, 0.19478202, -0.22793923, -0.08700698, -0.051709924, -0.12904456, -0.036816675, -0.13506871, -0.1441102, 0.18136409, -0.04663707, 0.023695884, 0.10738338) * go_5(0.0, -1.0);
result += mat4(-0.0077736047, -0.050436057, 0.052196283, 0.021431614, 0.09436767, -0.15021068, 0.012207774, -0.11543215, 0.03382365, 0.08989429, -0.1512068, 0.014381187, 0.15813205, -0.0106526185, 0.069779254, -0.047933288) * go_5(0.0, 0.0);
result += mat4(-0.040429626, -0.09228546, 0.067300335, -0.050324153, -0.12237185, -0.005077286, 0.10356324, 0.08864007, 0.14282528, 0.00388525, 0.041097626, -0.00031747436, -0.07723348, 0.053238407, 0.029446052, -0.08864969) * go_5(0.0, 1.0);
result += mat4(0.023686264, 0.08331933, -0.039449427, -0.014959959, 0.14075331, -0.015477129, -0.14249621, -0.03923339, -0.15062886, 0.09447539, -0.047904875, -0.048168503, 0.004206913, -0.047516745, -0.08620613, 0.11478539) * go_5(1.0, -1.0);
result += mat4(-0.15785892, 0.0016641589, 0.054308683, 0.078738764, 0.03644378, -0.043989647, -0.23225886, -0.028951952, 0.12305073, 0.034319617, 0.063887954, 0.30429685, -0.0674872, -0.014318411, -0.075369544, -0.10330481) * go_5(1.0, 0.0);
result += mat4(0.05397921, 0.00084955874, 0.045667082, -0.05417764, -0.021353342, 0.046038885, -0.058720488, -0.1322894, -0.03535338, -0.06338738, 0.03697614, 0.19055063, 0.10346999, 0.019249164, -0.063068286, 0.05991159) * go_5(1.0, 1.0);
result += mat4(-0.16993704, -0.121817954, -0.068771094, -0.093197905, 0.023346378, 0.04720914, -0.012925106, 0.052896366, 0.035280302, 0.08439714, 0.09756478, -0.0689576, 0.014461433, 0.36325473, 0.0059230574, 0.119897366) * go_6(-1.0, -1.0);
result += mat4(-0.061328445, -0.084383406, 0.140687, -0.052830886, -0.19621404, 0.049339704, 0.097477786, 0.040443562, 0.02491262, 0.08539904, 0.0037707782, -0.10327091, -0.18353617, 0.12956996, 0.07299752, 0.03221227) * go_6(-1.0, 0.0);
result += mat4(0.099849336, -0.0030822768, 0.09948366, -0.09262815, 0.005154421, 0.017867574, 0.04436232, -0.11582937, 0.12381722, 0.008043948, 0.018097827, -0.01493066, 0.19907461, 0.07169137, -0.10570496, -0.023753323) * go_6(-1.0, 1.0);
result += mat4(-0.13449772, -0.08731747, 0.007594631, 0.047381114, -0.08820047, 0.03528644, 0.018318443, 0.10107897, -0.06938975, -0.046471428, -0.020976078, 0.03441364, 0.040995363, 0.076138265, 0.17306629, -0.15272485) * go_6(0.0, -1.0);
result += mat4(-0.040097646, -0.19255275, 0.11918789, -0.10042692, 0.066699795, -0.21395916, -0.19686851, -0.03610402, -0.15390179, 0.095026605, 0.10847023, 0.09153435, 0.092816375, 0.39089674, -0.07198312, -0.07213701) * go_6(0.0, 0.0);
result += mat4(0.18701003, 0.20726307, -0.06296938, 0.046546813, 0.10833181, -0.010530105, 0.10806227, 0.025746476, 0.007955516, 0.035664618, -0.10563672, 0.07682432, 0.06649218, -0.048704594, 0.029186353, 0.17028451) * go_6(0.0, 1.0);
result += mat4(-0.016500747, -0.05593024, -0.040827576, 0.043642387, -0.017343521, -0.014898818, 0.012727514, -0.061562564, -0.004637191, -0.03331617, 0.020227065, -0.03502501, 0.023354309, -0.2833901, 0.24159743, 0.15924545) * go_6(1.0, -1.0);
result += mat4(0.045860395, -0.085586816, 0.14444515, -0.14926824, 0.036471445, -0.08628815, -0.040382892, -0.09526737, 0.02248159, 0.08855503, 0.04053488, -0.0646117, -0.08404396, -0.018245775, 0.14743677, -0.08093212) * go_6(1.0, 0.0);
result += mat4(0.19665717, -0.063776046, -0.07914273, -0.101823136, 0.074716374, -0.0081710825, -0.072673425, -0.023794344, -0.045717727, -0.0072561842, 0.00880925, 0.10889137, 0.28553, 0.041376498, 0.10031953, -0.053196393) * go_6(1.0, 1.0);
result += mat4(0.058159113, -0.016123742, -0.040074885, -0.038218047, 0.002453882, -0.04483796, 0.0026933532, -0.018928505, 0.090848856, -0.052964754, 0.103885755, 0.08822124, -0.007740776, -0.008643374, 0.04387468, -0.0057572736) * go_7(-1.0, -1.0);
result += mat4(-0.0084681, 0.05910616, -0.001957422, -0.09665248, 0.012324636, 0.102279514, 0.06271529, -0.00034822398, 0.12200529, 0.1406025, 0.11727222, -0.0012732374, 0.039069153, -0.116325095, -0.061304893, 0.08860798) * go_7(-1.0, 0.0);
result += mat4(-0.010817937, 0.05053197, 0.07127862, 0.071622476, -0.08677775, -0.07592008, -0.083137125, 0.07795782, -0.09153038, -0.051893257, -0.01434632, -0.006406496, -0.07038631, 0.011519815, 0.003298223, -0.018880721) * go_7(-1.0, 1.0);
result += mat4(0.108540215, -0.11548324, -0.025263477, -0.09077007, -0.12751491, -0.045055117, -0.07248591, 0.017866008, 0.03721452, 0.022656098, 0.101389855, 0.17055717, -0.058076404, -0.040419124, -0.11432533, -0.037566364) * go_7(0.0, -1.0);
result += mat4(0.09876384, 0.12987193, 0.12171421, 0.014026945, 0.10515426, 0.028641013, -0.031601854, 0.030440113, 0.049359053, -0.08800547, 0.0854042, 0.018510768, 0.14893699, 0.05856994, 0.049679566, -0.1422863) * go_7(0.0, 0.0);
result += mat4(-0.024617737, -0.048034295, 0.041004565, 0.16694058, -0.087675445, -0.13464865, 0.020481937, 0.13655907, 0.023696382, 0.057758246, 0.08800533, -0.07602074, 0.038965706, -0.010369045, -0.048242304, -0.037163552) * go_7(0.0, 1.0);
result += mat4(-0.055520747, -0.050512962, -0.0811104, 0.12796733, 0.03975134, 0.008006016, 0.051304568, -0.028837964, 0.040738724, -0.041288063, 0.096619, 0.0035735967, 0.0017250563, 0.16457585, -0.06661859, 0.003944026) * go_7(1.0, -1.0);
result += mat4(-0.020751026, -0.027768351, 0.1756595, 0.07444893, 0.059397127, 0.15285788, 0.078808025, -0.059350044, -0.019066172, 0.013111508, 0.04378732, -0.12025232, 0.030088948, 0.07998034, 0.06673197, 0.21354596) * go_7(1.0, 0.0);
result += mat4(-0.13661024, -0.017206049, 0.001673235, -0.053352535, -0.09720139, -0.010726428, -0.06063081, -0.012507998, 0.0019330509, 0.030889131, 0.0007580833, 0.11350111, -0.033315495, -0.097962864, -0.056640666, 0.06880053) * go_7(1.0, 1.0);
result += vec4(-0.050349966, 0.007465336, 0.0047519095, 0.03447193);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_12_tf1
//!BIND conv2d_12_tf2
//!BIND conv2d_12_tf3
//!BIND conv2d_14_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!SAVE conv2d_15_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 g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.113152556, -0.17597556, -0.20193578, -0.16201825, -0.08261954, -0.09107908, 0.044691782, 0.096718885, -0.092856266, -0.32485804, 0.15855914, 0.107594654, -0.049829155, -0.39206952, -0.17158785, -0.23730572) * g_0;
result += mat4(-0.071358085, 0.05543187, 0.22816211, -0.15256211, 0.001002783, -0.097697146, 0.1485318, 0.3147081, -0.015470234, 0.1159168, -0.087412134, 0.025953531, 0.10858151, 0.04679302, 0.0035066542, 0.080319606) * g_1;
result += mat4(-0.093644544, 0.15760094, 0.13644949, 0.15050913, 0.010754489, 0.21110971, 0.11982236, -0.027942248, 0.07777082, -0.05871466, 0.18935864, 0.26278642, -0.17607118, -0.24569197, -0.17914876, 0.011594047) * g_2;
result += mat4(0.07215027, 0.07955528, -0.1192735, -0.24221008, -0.16430855, 0.31650412, -0.23902535, -0.14772269, -0.18149576, 0.1425237, 0.19313167, -0.25584412, -0.116279155, -0.0810948, -0.06305671, 0.31891116) * g_3;
result += mat4(0.06337334, -0.0032687138, -0.035707716, -0.28104553, 0.12251401, 0.14867608, -0.28116974, -0.2499687, 0.16777486, 0.27506724, 0.1349104, 0.21004717, 0.2722905, -0.10366932, -0.089448065, 0.054238733) * g_4;
result += mat4(0.2623722, -0.06399301, 0.26491323, 0.09354902, -0.15800871, 0.11810623, 0.01566208, -0.026193254, -0.22059508, -0.09398052, -0.15558046, 0.1636607, -0.24724618, -0.025115723, -0.03819038, -0.089232855) * g_5;
result += mat4(-0.049244456, -0.2812487, -0.15883873, -0.1873005, -0.12443533, 0.26619563, 0.006807127, -0.18589701, -0.23903847, -0.04840708, -0.19155607, -0.3244167, 0.029380817, -0.073488645, 0.04205761, 0.12826183) * g_6;
result += mat4(0.060077637, 0.21867147, -0.08562434, 0.12142833, -0.103506744, 0.015023599, -0.012361518, 0.39705324, 0.20116816, -0.1352389, -0.08270523, 0.08666531, 0.03978398, 0.012456996, 0.16741525, -0.03339209) * g_7;
result += mat4(0.27487412, -0.2183994, -0.22064212, -0.18507382, 0.09653221, -0.31412682, -0.020428544, 0.15572692, -0.1708959, -0.09906218, -0.24475281, -0.07649422, -0.06725418, -0.1632794, -0.042570926, 0.15362686) * g_8;
result += mat4(0.25352266, 0.078569, -0.06491825, 0.0024975773, -0.2520004, -0.14971292, 0.2396663, -0.10596094, -0.16498, -0.1615543, 0.03212853, 0.022647707, 0.11449023, -0.12597407, -0.3845188, -0.6042289) * g_9;
result += mat4(-0.09472388, 0.09383272, -0.113919444, 0.06324396, -0.18574698, -0.017954197, 0.102970116, -0.036133416, -0.14566462, 0.106732786, -0.1981579, 0.08657682, 0.023193007, -0.26844215, -0.044777893, 0.1802785) * g_10;
result += mat4(0.11824268, 0.060186915, -0.09982153, 0.054944858, -0.06390667, -0.12343378, 0.06823325, -0.05481055, -0.160094, -0.041776497, -0.093563, -0.18349311, -0.014049265, 0.24608798, -0.022140604, -0.14207092) * g_11;
result += mat4(0.13720459, 0.07687791, -0.060669206, 0.11711911, -0.19655584, -0.008325822, 0.28701362, -0.03874219, -0.080647625, 0.08374782, 0.08991399, 0.1254085, -0.06939809, 0.10815167, -0.07602521, 0.003993563) * g_12;
result += mat4(0.050552983, 0.3398467, 0.21439157, 0.07090537, 0.003626732, -0.013387389, -0.16702957, -0.023790954, -0.22492494, -0.17196465, 0.020361913, 0.028113617, 0.08070967, 0.06335804, 0.1024209, -0.07302465) * g_13;
result += mat4(-0.06452998, -0.19448164, 0.068943985, 0.26658177, 0.03672322, -0.042712092, -0.14239077, 0.026480686, -0.0026813857, 0.07805945, 0.10659483, 0.25577578, 0.14431271, 0.26420194, -0.057292048, 0.14447866) * g_14;
result += mat4(0.17443675, -0.10127553, -0.08078197, -0.13357292, 0.080379255, -0.0743335, 0.15775783, 0.042903706, -0.2730787, 0.0143810455, -0.100053966, 0.04868161, -0.17388023, -0.27480134, 0.17716847, 0.09831684) * g_15;
result += mat4(-0.009394652, 0.05770814, 0.12612171, -0.07125733, 0.039110083, 0.18584593, 0.34637934, 0.1997804, -0.034237277, -0.2637098, -0.2565544, 0.18495636, 0.16258357, 0.051936973, -0.2022921, 0.025638767) * g_16;
result += mat4(0.0264838, 0.34137276, 0.05243436, 0.0092191165, -0.22356755, -0.06718224, -0.07905385, -0.10482739, 0.26888105, -0.0944922, 0.11656137, -0.025189193, -0.21240412, -0.0740068, 0.3606278, 0.117385626) * g_17;
result += mat4(0.24394973, -0.33353502, -0.20044908, -0.047943193, 0.26528633, 0.18467769, -0.118773505, 0.19762191, 0.008643024, 0.27267835, 0.110893816, -0.097346835, 0.35045865, 0.27740118, 0.12889476, -0.013060394) * g_18;
result += mat4(-0.0465528, 0.05087261, -0.12176598, -0.26143193, -0.012329495, 0.12112426, -0.25950795, -0.06628347, -0.18653181, -0.003041955, -0.093980595, 0.10332955, -0.29503638, -0.011706522, -0.37699062, 0.18755646) * g_19;
result += vec4(-0.015548932, 0.0007181281, 0.032181147, 0.046147745);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_12_tf1
//!BIND conv2d_12_tf2
//!BIND conv2d_12_tf3
//!BIND conv2d_14_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!SAVE conv2d_15_tf1
//!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_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.06566936, 0.050075732, -0.28377536, -0.008723959, -0.15360966, 0.017306754, 0.14521429, -0.3126355, -0.07001781, 0.24416047, 0.23609962, 0.095428005, 0.051152043, 0.047046803, -0.11905595, 0.084599525) * g_0;
result += mat4(-0.054007493, -0.1917774, -0.12253726, -0.25697917, -0.13300818, -0.014515598, -0.06988327, 0.07294474, -0.17037617, -0.11330418, 0.15588778, -0.0024750067, 0.18527855, 0.16439237, 0.13763049, 0.14903007) * g_1;
result += mat4(-0.06097875, 0.017688967, 0.084205635, -0.20286436, 0.06378928, 0.051785655, -0.00819132, 0.2283147, -0.0010928598, 0.19555786, -0.057957973, -0.1283918, 0.0130625125, 0.24465637, -0.029474005, -0.08648904) * g_2;
result += mat4(0.2977628, -0.21103969, -0.046574663, 0.15004829, -0.22748028, -0.048065472, -0.25989944, 0.2236256, 0.07941025, -0.052161288, 0.04335678, -0.24627966, 0.07268186, -0.038388748, 0.035197932, 0.05556185) * g_3;
result += mat4(-0.12658507, -0.200711, 0.10936925, 0.21350707, -0.05308915, -0.08038389, -0.21488698, 0.12463842, -0.039825447, -0.061766982, -0.16644825, -0.13220729, 0.12675424, -0.3512296, -0.28100672, -0.002683097) * g_4;
result += mat4(0.16233717, 0.05970525, 0.028119681, -0.087842815, -0.06486345, -0.06930576, -0.15099292, -0.085598275, -0.11941735, -0.19621682, -0.19929451, -0.12694003, -0.23668842, -0.3260459, -0.1669464, 0.21992308) * g_5;
result += mat4(-0.15114589, 0.3370156, 0.11051971, 0.15529542, -0.1644359, 0.03944235, -0.04013774, -0.07215706, 0.20360462, 0.083222464, 0.12099312, 0.02515875, -0.087714344, 0.13805264, -0.14398378, -0.27612263) * g_6;
result += mat4(-0.07686366, 0.061692268, -0.017847976, -0.16373406, -0.06558452, 0.07674664, 0.11457862, -0.21175413, -0.21797107, -0.31008083, -0.016061796, 0.010659135, -0.0031505653, -0.06681698, -0.19412144, 0.16077086) * g_7;
result += mat4(0.043644525, -0.02776246, 0.14185701, -0.027494097, -0.06645238, -0.19521286, -0.3502527, -0.028178494, -0.032492533, -0.32320002, 0.15325007, -0.3127702, 0.12887025, 0.18266484, -0.08985129, -0.34389883) * g_8;
result += mat4(-0.05747523, -0.12848844, 0.19728723, -0.108118065, 0.056262556, 0.26523066, -0.17712027, 0.31646273, 0.058449365, 0.38118544, -0.08126795, 0.16811565, -0.024995815, -0.009981597, -0.047409683, 0.18652919) * g_9;
result += mat4(-0.001337023, -0.32653907, 0.24057804, 0.18893267, 0.044070523, 0.25686195, -0.0058101956, 0.19947663, 0.31318483, 0.12546687, -0.04676781, 0.1793074, -0.19815332, -0.017479869, 0.2998801, -0.011709262) * g_10;
result += mat4(0.021966469, 0.045877025, -0.22806744, 0.10764939, -0.13102953, -0.096345, 0.0801237, -0.21132103, -0.44632608, 0.02980375, -0.37176967, -0.2655013, 0.27665234, -0.29347885, 0.041475385, 0.024725065) * g_11;
result += mat4(-0.21308075, 0.041253224, -0.109849155, -0.20893334, 0.09030459, 0.19662417, -0.100110866, -0.20908715, -0.060150456, 0.30329007, 0.18626331, 0.14155315, 0.07804046, -0.0916941, 0.27937013, -0.1512788) * g_12;
result += mat4(0.13618731, -0.14704673, -0.071122654, 0.019604936, 0.1254093, -0.016677566, -0.087662145, -0.08561128, 0.16301125, 0.1387518, 0.10387402, 0.25537175, 0.07070756, -0.10887832, 0.028897746, 0.17835346) * g_13;
result += mat4(-0.08490608, 0.026569808, -0.3456361, 0.020109842, -0.18946368, -0.12816896, 0.04407577, 0.029665362, 0.003496549, -0.31034058, 0.023039173, -0.016018149, -0.20683154, 0.23216362, 0.32729226, -0.12827688) * g_14;
result += mat4(0.013153797, 0.027919725, 0.36677372, 0.12828171, 0.3900067, 0.2961308, -0.16830838, -0.07397908, 0.1868292, 0.09739989, -0.10895602, -0.19859214, -0.1334346, -0.19208196, 0.28900802, -0.06582624) * g_15;
result += mat4(0.03638428, 0.035884462, -0.16868213, -0.038831823, -0.14761804, -0.08772457, 0.12720594, -0.045940604, 0.037369534, -0.02216757, 0.12334018, 0.08524158, -0.06456619, 0.017709045, 0.08379434, -0.2587099) * g_16;
result += mat4(-0.14868304, 0.255881, -0.17220873, 0.1882922, -0.11029569, 0.05895402, 0.2143255, 0.18148275, 0.020576546, -0.10496286, -0.19348511, -0.11536339, 0.14612065, 0.27825454, -0.073165655, -0.20478225) * g_17;
result += mat4(0.11683568, 0.05585525, -0.31354317, -0.060689308, -0.3203063, 0.116788305, -0.14543387, -0.02960584, 0.06610334, -0.11565926, -0.01838577, -0.33486378, 0.055412084, -0.2405772, -0.24344021, 0.23109037) * g_18;
result += mat4(0.36880726, 0.042794302, 0.38861996, 0.15946254, -0.15122825, 0.3142487, -0.17530881, -0.07510673, 0.0400742, 0.1710061, -0.21697284, 0.26265535, 0.17539124, -0.04652943, 0.14543319, -0.32873863) * g_19;
result += vec4(-0.003596251, -0.00022212608, -0.010425431, 0.014811408);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_12_tf1
//!BIND conv2d_12_tf2
//!BIND conv2d_12_tf3
//!BIND conv2d_14_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!SAVE conv2d_15_tf2
//!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_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.29968667, -0.2054413, -0.42633036, 0.06540815, 0.25410962, -0.064704284, 0.15351892, 0.15098672, -0.060556993, 0.15943852, -0.2327252, -0.15252773, -0.27296653, -0.023351386, 0.01709797, 0.17157109) * g_0;
result += mat4(0.21247834, 0.16731767, -0.23244476, 0.033929322, 0.12147452, 0.15835738, 0.20386045, 0.0099615855, 0.11954695, -0.0007262615, 0.25783026, 0.2163411, 0.2006933, -0.2897014, 0.22469328, -0.037531313) * g_1;
result += mat4(-0.075687766, -0.0587827, -0.26173526, 0.014225498, -0.069109224, 0.19879107, 0.26262647, 0.1933589, 0.17341125, -0.075728156, 0.32497543, -0.12600474, -0.07275422, 0.032364674, 0.26471478, 0.18148176) * g_2;
result += mat4(-0.19684902, -0.12419164, -0.15366356, 0.035451632, -0.1676133, 0.30628285, 0.013135715, 0.0828437, 0.24747711, 0.111026585, -0.3899608, 0.040306747, -0.14160432, 0.11833543, 0.07778105, 0.019718869) * g_3;
result += mat4(-0.22168091, 0.27330446, 0.25358558, -0.13290156, -0.035276677, 0.0024858087, -0.055826478, -0.2468239, -0.008866367, -0.05784767, -0.01706684, 0.07295643, 0.1302385, -0.08386059, -0.02501015, 0.07468001) * g_4;
result += mat4(0.042352963, 0.0657346, 0.13386852, 0.11897824, -0.12557411, -0.05947027, -0.16942193, -0.250491, 0.05414618, 0.28099364, -0.023707846, -0.40636906, -0.028787367, -0.13474262, 0.16070609, 0.31273147) * g_5;
result += mat4(-0.13678479, 0.19962284, -0.26247823, -0.23762986, 0.06520537, -0.03368567, -0.16694795, -0.14713484, -0.01582234, -0.063183546, 0.24840857, 0.11376298, 0.0037960846, -0.16444042, 0.013803154, -0.030848777) * g_6;
result += mat4(-0.06552558, 0.01993205, 0.18481286, -0.12726143, -0.23085758, -0.20116006, 0.10603243, -0.10200674, -0.16622123, 0.107850745, -0.19173287, 0.060454354, -0.0027331826, 0.20100433, 0.11314092, -0.05037935) * g_7;
result += mat4(-0.14448921, 0.29943776, -0.020892464, 0.37468755, 0.122420244, 0.3393939, -0.15974823, -0.16213733, -0.21092644, -0.1603829, 0.197158, -0.008338081, 0.23865728, 0.03966763, 0.025320457, -0.1346732) * g_8;
result += mat4(0.37890595, -0.121016815, 0.0532523, -0.513218, 0.039289672, -0.15242423, 0.043490604, -0.19230618, -0.07929196, -0.09307486, -0.034099534, -0.19038978, -0.20650864, 0.12007891, -0.103319936, 0.090364404) * g_9;
result += mat4(-0.13087903, -0.26987913, -0.17999482, -0.08381556, 0.010039951, 0.0047134277, -0.11918671, -0.11301866, 0.2314213, 0.2650823, -0.039580453, -0.31289777, 0.07591129, -0.21344167, 0.031197479, 0.25037217) * g_10;
result += mat4(0.07539192, -0.11289182, -0.035013635, -0.0049591977, -0.062005084, -0.016576197, 0.033936746, -0.09773915, -0.393588, 0.045551285, 0.049009543, 0.040800996, -0.08324719, -0.14489968, 0.03073572, -0.2191878) * g_11;
result += mat4(0.19480848, 0.007287647, 0.10993567, -0.31089494, -0.23149367, -0.154109, -0.0038248543, -0.15359117, 0.051747542, 0.007752202, -0.12192655, 0.023507293, 0.017773356, -0.280811, 0.20664506, 0.020295167) * g_12;
result += mat4(0.15923792, -0.023258807, 0.09257097, 0.08763583, -0.0037047588, 0.32919067, 0.22631034, 0.14352241, -0.05482676, 0.19056046, 0.017488375, 8.430863e-05, -0.021616697, -0.038389638, -0.22182924, -0.21699542) * g_13;
result += mat4(0.010522319, -0.066425666, -0.12642634, 0.12129272, -0.022023065, -0.233132, 0.09775469, -0.027969204, -0.032578427, -0.20589033, 0.09356718, 0.08583383, 0.05210765, -0.07712435, 0.250104, 0.008439425) * g_14;
result += mat4(0.06802483, -0.13343696, -0.047004845, 0.16506574, -0.091166094, -0.16346036, -0.13110496, -0.28389332, 0.035855703, 0.12646672, -0.099049605, -0.0008063162, -0.009684357, 0.010770653, -0.009783527, 0.11862203) * g_15;
result += mat4(-0.010126488, -0.028762225, 0.18976927, -0.030415734, 0.12148659, 0.041320156, 0.0746818, 0.018062174, -0.30057785, -0.13369675, 0.122107536, 0.198235, -0.2140395, -0.024747701, -0.3379253, -0.21174349) * g_16;
result += mat4(-0.016392622, 0.02029067, 0.11583286, -0.1268402, -0.19290908, 0.09967843, -0.12862396, 0.08984122, -0.003903114, -0.08975317, -0.18257642, -0.2447739, -0.13734268, -0.06588839, -0.039996687, 0.086118914) * g_17;
result += mat4(0.15091965, 0.12736365, 0.13546066, 0.008318725, 0.028630871, -0.36270767, 0.24071144, -0.047721867, -0.0029238814, -0.299951, 0.16515507, 0.2045453, 0.23567834, -0.1644619, -0.18801829, 0.14953467) * g_18;
result += mat4(-0.14868434, 0.023688158, -0.11039743, -0.18117934, 0.16662696, -0.17234206, -0.14898847, 0.16994476, -0.04968569, 0.19829328, -0.051957127, 0.11434248, -0.18070386, -0.114997305, 0.6586136, 0.21840969) * g_19;
result += vec4(0.05267218, -0.01234981, -0.005742453, -0.0313311);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80
//!HOOK MAIN
//!BIND conv2d_12_tf
//!BIND conv2d_12_tf1
//!BIND conv2d_12_tf2
//!BIND conv2d_12_tf3
//!BIND conv2d_14_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!SAVE conv2d_15_tf3
//!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_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0))
#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.024876181, 0.049410935, 0.18863276, -0.21360011, 0.120626085, -0.041039187, -0.025031038, 0.15861072, 0.031020435, 0.047245055, -0.013810417, -0.13509113, 0.039912585, 0.0030006578, -0.20477976, -0.006812967) * g_0;
result += mat4(0.20956035, 0.06598898, 0.39945224, 0.0020346004, 0.03396126, -0.055860132, 0.24823242, 0.07525624, -0.21111757, -0.01021541, -0.024861235, 0.13525884, -0.11488383, 0.17399031, -0.10318724, -0.0632262) * g_1;
result += mat4(-0.06352241, -0.05806122, 0.11548247, -0.09170009, 0.40792373, 0.10823234, 0.25872982, -0.14128555, 0.15681162, 0.087651595, 0.20255132, 0.1707228, 0.061114226, -0.20349206, 0.28370798, 0.29029718) * g_2;
result += mat4(0.18111548, 0.055765428, -0.33313075, 0.0006103676, 0.2546437, 0.14968075, 0.010974743, -0.023569109, 0.08389516, 0.11510806, -0.09821152, 0.016062623, -0.044881605, -0.023495123, 0.036569294, -0.09006456) * g_3;
result += mat4(-0.0032415257, -0.028372264, -0.071512826, -0.19787377, 0.06515368, -0.0302441, 0.18496229, -0.19373836, -0.06467672, 0.06881524, 0.08946629, 0.032331206, 0.28018954, -0.03519139, 0.12457947, -0.10447036) * g_4;
result += mat4(-0.26683676, -0.035779674, -0.33102936, -0.16464533, -0.03501263, 0.13808376, 0.14350422, 0.22299303, -0.17892793, 0.5684519, -0.22766575, -0.05168531, 0.12079673, -0.028563501, -0.008283765, -0.057736557) * g_5;
result += mat4(0.26274854, 0.06040585, 0.08909, 0.3820274, -0.12244029, -0.112672985, -0.38198316, 0.16422817, -0.012557389, -0.18269186, 0.00044065682, -0.09841192, 0.031287532, -0.3910334, -0.030273868, -0.08873974) * g_6;
result += mat4(-0.07051197, 0.06768202, 0.060395453, 0.021798966, 0.08901619, -0.22387257, 0.029923506, 0.2166611, 0.21220657, 0.029643808, -0.08909047, 0.16643848, 0.02217428, 0.10017023, 0.13721336, 0.009448813) * g_7;
result += mat4(-0.03333011, -0.33377162, 0.2840832, -0.075103775, -0.16588315, 0.24898893, 0.007910625, 0.35778743, -0.036830995, -0.15491192, -0.13378191, 0.02509361, -0.2987233, 0.016634934, -0.09080739, 0.057995312) * g_8;
result += mat4(0.024250133, 0.38453543, -0.012589143, -0.048741948, 0.04583434, 0.42664826, 0.35224134, -0.108690985, 0.034614064, -0.19162184, -0.09440296, 0.07740561, 0.3153523, -0.02028819, -0.0464603, -0.21693204) * g_9;
result += mat4(0.12554936, 0.28191876, 0.20692183, 0.02204118, -0.12202598, 0.15557781, -0.15807728, -0.22403438, -0.0050102826, -0.25063172, 0.19841024, -0.0935906, -0.016202275, 0.038872335, -0.032258067, 0.1769041) * g_10;
result += mat4(0.09860859, -0.12880474, -0.32096177, 0.18863943, -0.108892374, -0.040826876, -0.11872242, 0.014217295, -0.110700965, -0.14552751, -0.19022615, 0.23588236, -0.09166652, 0.06676425, -0.114403374, -0.032579597) * g_11;
result += mat4(-0.28780296, -0.026555603, 0.14381845, 0.18344115, -0.0932073, 0.13699014, -0.12567475, -0.120724775, 0.24272558, -0.12773077, -0.3670164, -0.037173547, 0.056873374, 0.03516149, 0.076903544, 0.21553768) * g_12;
result += mat4(-0.10597593, -0.040730987, 0.01580388, -0.14816804, 0.06471183, -0.23214011, 0.189348, -0.041128606, -0.23000284, -0.21311183, 0.24912965, 0.02485546, 0.14808623, 0.040830627, 0.043355484, -0.25108483) * g_13;
result += mat4(-0.11192612, -0.0769642, 0.26336476, -0.0879536, 0.10262009, 0.13074996, 0.20801952, -0.08162488, -0.08020716, -0.006562019, -0.029345717, 0.16304365, -0.15999863, -0.07409018, 0.025488326, -0.06557731) * g_14;
result += mat4(-0.0436646, 0.16603959, 0.10123139, 0.17289525, -0.17661704, 0.0985401, -0.062753186, -0.09045243, 0.19563136, 0.21048959, 0.119753934, 0.096117176, 0.043681554, 0.037470255, 0.012589698, 0.34186623) * g_15;
result += mat4(-0.111708984, 0.14836372, -0.1774937, -0.059907373, -0.12757868, 0.2671399, 0.0795556, -0.121689394, -0.14408125, -0.20676754, -0.32231417, -0.009280711, -0.3287384, -0.03544951, -0.0937731, -0.048848808) * g_16;
result += mat4(0.22088239, -0.07246235, -0.026009787, 0.01313955, 0.0537936, -0.19702353, -0.21666858, 0.14131804, 0.1057349, 0.10163044, 0.024502473, -0.21511002, 0.032470826, 0.040648606, 0.33920923, 0.2154231) * g_17;
result += mat4(-0.06127513, -0.33544734, 0.02393552, -0.0050719925, -0.1159799, 0.076991595, 0.05514996, 0.26366106, 0.020541657, -0.1467507, -0.014061093, 0.0154901175, 0.08579732, 0.06905036, -0.2559085, -0.2857713) * g_18;
result += mat4(0.18818028, 0.07449577, 0.28119013, 0.32452857, 0.14604072, -0.059530415, 0.06402294, 0.17558031, 0.04828705, 0.2532384, 0.082392104, 0.080385216, -0.16187488, -0.094814144, -0.0061105727, -0.21911964) * g_19;
result += vec4(-0.033699915, 0.023496272, 0.022923317, -0.04813553);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_15_tf
//!BIND conv2d_15_tf1
//!BIND conv2d_15_tf2
//!BIND conv2d_15_tf3
//!SAVE conv2d_17_tf
//!WIDTH conv2d_15_tf.w
//!HEIGHT conv2d_15_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_15_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.10141816, 0.14976878, 0.03195215, -0.039459493, 0.07342809, -0.13988629, -0.0063446215, -0.08049595, -0.04162974, -0.01193011, 0.0043608593, -0.16511472, -0.07410478, 0.08040536, 0.15624346, 0.16637307) * go_0(-1.0, -1.0);
result += mat4(0.04363024, 0.1558041, -0.051349774, -0.2017786, -0.14090109, 0.0077253273, 0.20365517, 0.11794583, 0.17618881, 0.1697445, -0.09291706, 0.020068632, 0.02007473, 0.2233203, 0.10414641, -0.029859295) * go_0(-1.0, 0.0);
result += mat4(-0.04228483, -0.2522017, -0.08950456, -0.07378427, 0.10902103, 0.0016241051, 0.022387296, -0.07227263, 0.17921664, -0.07670382, 0.107183404, 0.055107605, 0.008698778, -0.051294874, 0.042903744, 0.058951948) * go_0(-1.0, 1.0);
result += mat4(-0.1375484, -0.023858752, 0.049783953, -0.10186465, 0.07819816, -0.1402314, -0.014493593, 0.10538838, 0.0055485037, 0.0005635436, -0.095101885, 0.06633904, -0.11578867, 0.005958089, 0.17136146, 0.11700411) * go_0(0.0, -1.0);
result += mat4(0.13330704, -0.05399527, -0.059408378, -0.012242189, 0.048309475, 0.014368095, -0.12477356, 0.016511722, -0.06304495, -0.11824205, -0.084178604, -0.1071192, -0.10863286, -0.10858007, -0.16140759, -0.18176575) * go_0(0.0, 0.0);
result += mat4(0.07680403, -0.08245252, 0.055462312, 0.053744126, 0.067585744, 0.17620924, -0.06432487, -0.16865245, 0.26111647, -0.19865918, 0.12157986, -0.06446687, -0.15832807, -0.02337486, -0.16785344, 0.114276074) * go_0(0.0, 1.0);
result += mat4(-0.073085696, 0.026583878, -0.21170044, -0.041149564, 0.04610835, 0.21036178, 0.004559763, 0.023281705, 0.13178588, 0.012508884, -0.14963967, -0.14690685, -0.021903453, 0.07176222, 0.15243328, -0.10042701) * go_0(1.0, -1.0);
result += mat4(0.0664264, -0.16415414, -0.17569391, -0.06900063, -0.06844009, -0.08645253, -0.10603767, -0.00832005, -0.07373927, 0.15736815, 0.08295166, 0.1052753, -0.1397909, 0.097937405, 0.23047511, -0.11606347) * go_0(1.0, 0.0);
result += mat4(-0.15628648, -0.113366134, -0.06865726, 0.061113577, 0.08942056, -0.09596354, -0.08677791, -0.09045824, -0.056612067, 0.13108426, 0.012026924, 0.072144784, -0.04866906, -0.05377174, 0.17577443, -0.18520343) * go_0(1.0, 1.0);
result += mat4(0.06607407, -0.120200165, 0.03707084, 0.15172935, 0.2430265, -0.113085315, -0.011460811, 0.08904817, -0.022574378, 0.033570133, 0.044159263, -0.009697304, -0.02309598, -0.040957745, -0.21013923, -0.17041521) * go_1(-1.0, -1.0);
result += mat4(0.022768836, -0.07471788, 0.0032480883, -0.028676828, 0.07174294, 0.12089073, -0.09654299, 0.030429209, -0.1041162, -0.05869679, 0.21359834, -0.034161806, -0.02269268, 0.10165246, -0.13029668, 0.1188484) * go_1(-1.0, 0.0);
result += mat4(0.029641088, 0.060067747, 0.0075102164, -0.1309527, -0.0051006447, 0.24038218, 0.012248357, -0.03506548, 0.101247, -0.11584173, -0.084328905, -0.023940684, -0.02261787, -0.09003932, -0.079946354, 0.16499889) * go_1(-1.0, 1.0);
result += mat4(0.08340322, -0.084059194, 0.032852225, 0.06628357, -0.042182837, 0.13932712, 0.059110105, -0.18841559, 0.077167906, -0.11461596, 0.011843562, 0.079223566, 0.17172302, 0.09588103, -0.04519654, -0.105250426) * go_1(0.0, -1.0);
result += mat4(0.0072912937, -0.17274414, -0.14938009, -0.069200344, 0.0957791, -0.014477511, -0.052849926, 0.023967758, -0.0035198112, 0.028233815, 0.13004604, -0.024852267, -0.114071615, 0.019608831, 0.20646521, 0.097629465) * go_1(0.0, 0.0);
result += mat4(0.0028235735, -0.0030747976, -0.012810413, -0.119974546, 0.049126018, 0.06264352, -0.06849737, -0.11978027, 0.10988244, -0.015898775, 0.09746785, -0.006982965, 0.058684476, -0.034703217, 0.2606026, 0.0029088869) * go_1(0.0, 1.0);
result += mat4(0.12530242, 0.1369462, 0.09158591, -0.11397034, 0.018868709, 0.04104663, 0.04852858, -0.09407637, -0.01602279, -0.06524504, -0.03544078, -0.043030232, -0.08382277, 0.06879843, 0.05892557, 0.16079953) * go_1(1.0, -1.0);
result += mat4(0.051489368, -0.121827774, 0.07657864, -0.012008831, 0.22305761, 0.175661, -0.10651213, -0.0713164, -0.19909866, 0.008551008, -0.075291224, -0.13893497, 0.0064601367, -0.033508357, -0.05580783, 0.01087825) * go_1(1.0, 0.0);
result += mat4(0.0890387, -0.005465109, -0.03689836, 0.053952705, 0.016625151, -0.06267179, -0.10336324, -0.034135565, 0.020885276, -0.07612263, 0.11301436, -0.044119492, 0.06116916, -0.11245377, -0.13503706, -0.016538095) * go_1(1.0, 1.0);
result += mat4(0.27475291, 0.13184716, -0.0680776, -0.018830024, 0.029797517, -0.14674206, -0.13773149, 0.07596705, -0.12054772, -0.10542588, -0.078347825, -0.0711237, 0.033791598, 0.1366684, -0.008929289, -0.044218395) * go_2(-1.0, -1.0);
result += mat4(-0.10575078, -0.08208724, -0.12209491, 0.075179026, -0.108247526, 0.049645945, 0.17491071, 0.033732615, -0.24320623, -0.05394347, 0.059426192, 0.21437696, 0.13719973, -0.028119182, -0.109999254, -0.006878209) * go_2(-1.0, 0.0);
result += mat4(-0.16982876, 0.001536919, 0.04183064, -0.036760435, -0.022450875, -0.06082643, 0.12952876, 0.09636169, 0.059916295, 0.076769084, 0.033762798, 0.01730426, -0.04495645, -0.040148437, 0.004881271, 0.04875726) * go_2(-1.0, 1.0);
result += mat4(0.03642368, -0.43472657, 0.041129608, -0.17804651, -0.1057716, -0.051420793, 0.24544626, 0.13492435, 0.070110224, -0.058953024, -0.047583204, 0.107109495, 0.16330208, 0.10041534, 0.009722348, -0.041390747) * go_2(0.0, -1.0);
result += mat4(0.04072445, -0.30625793, 0.13379507, 0.20906621, 0.040475562, 0.09978542, 0.07838612, -0.061970588, -0.014157455, -0.08661651, 0.049639836, 0.092796445, 0.14035767, -0.07199328, 0.2702048, 0.13223602) * go_2(0.0, 0.0);
result += mat4(0.08312407, 0.026157904, 0.1338742, -0.1169418, 0.20012325, 0.2693674, 0.1465921, -0.02459555, -0.060668815, 0.026844399, -0.05361937, -0.082469605, -0.04559839, 0.13304235, 0.16309445, -0.121678405) * go_2(0.0, 1.0);
result += mat4(0.3037645, -0.047783196, 0.16506009, 0.08809878, -0.13823804, -0.015729615, 0.06759662, 0.017325116, 0.043904126, -0.017581047, 0.09673254, 0.094264686, -0.13746184, -0.12914835, -0.002408157, -0.013865908) * go_2(1.0, -1.0);
result += mat4(0.10031577, 0.11770728, -0.15092418, 0.09787308, 0.065984525, 0.24215704, 0.059678502, 0.15129778, -0.1041671, -0.1671323, -0.10720415, -0.03810631, -0.054461427, 0.11054692, -0.1274286, -0.07087494) * go_2(1.0, 0.0);
result += mat4(-0.12774822, 0.07534175, -0.15987013, 0.03355638, 0.014404904, -0.0988583, 0.028051285, -0.039134447, 0.05298065, -0.105260774, -0.023862204, -0.044772115, -0.055214968, 0.13535902, 0.06230091, -0.083698004) * go_2(1.0, 1.0);
result += mat4(0.0139728915, -0.048358914, -0.034966476, -0.009007154, 0.08131041, -0.08471946, 0.050465804, 0.04653661, -0.124946415, 0.14791906, 0.086607225, -0.15802874, -0.0032374691, 0.052836478, -0.04980938, -0.016416343) * go_3(-1.0, -1.0);
result += mat4(0.16441637, 0.060025495, -0.0066467216, 0.13411339, 0.030276867, -0.07048473, -0.028923895, 0.044106837, -0.14255995, 0.0277301, 0.111437134, -0.17750145, -0.09217831, -0.2319309, -0.025248565, -0.102717236) * go_3(-1.0, 0.0);
result += mat4(0.06973222, -0.035588417, -0.111446336, 0.13473494, -0.112381935, 0.053046275, -0.0671602, -0.052672945, 0.0119380765, -0.120062254, -0.077458374, -0.16899844, -0.06409111, -0.31383014, -0.1415216, -0.0095003825) * go_3(-1.0, 1.0);
result += mat4(0.18645856, -0.075802125, -0.076009706, -0.008515984, -0.118233606, -0.08088051, -0.048755296, 0.15596835, -0.14270495, 0.11329069, 0.12079284, -0.110061385, -0.20744714, 0.13587101, 0.080459, -0.03490168) * go_3(0.0, -1.0);
result += mat4(-0.05136024, 0.027372051, 0.068267904, -0.19892217, -0.06297041, -0.12936479, 0.047871254, -0.10061141, -0.20743029, -0.14944652, -0.048013274, -0.111466944, 0.071750574, -0.014199303, 0.22018474, 0.03526866) * go_3(0.0, 0.0);
result += mat4(-0.015961887, 0.34805354, -0.084889576, -0.04103895, 0.012770726, 0.15756465, -0.056900878, 0.0012191968, 0.023338098, -0.068657495, 0.10945492, 0.054981403, -0.22202769, -0.25471666, -0.094040915, 0.04642164) * go_3(0.0, 1.0);
result += mat4(-0.06906127, 0.054665376, 0.26725876, 0.16588517, 0.039062407, 0.030395871, -0.22915559, -0.07140849, -0.12185479, -0.19255042, 0.06323481, -0.13590309, 0.019942466, -0.019182289, -0.14168435, 0.10321306) * go_3(1.0, -1.0);
result += mat4(-0.21957119, -0.12511711, 0.28405094, -0.07832896, -0.009318511, 0.20928006, 0.07713814, -0.039801426, 0.07545705, 0.020907026, 0.027893608, 0.10876504, -0.29373664, -0.18898283, 0.015717847, -0.069892325) * go_3(1.0, 0.0);
result += mat4(-0.08305131, 0.106991254, 0.060219277, -0.034433957, 0.038117282, 0.050357938, 0.008414432, 0.041005578, -0.012356306, -0.030845974, 0.068301044, -0.018243417, -0.029335339, -0.25252038, 0.14035118, 0.06186665) * go_3(1.0, 1.0);
result += mat4(0.047154456, -0.07945457, -0.010143473, 0.14525153, 0.004434465, 0.13061778, 0.11142133, 0.11891932, 0.03673374, -0.0031975107, -0.07057913, -0.10060252, -0.018507725, -0.05440741, -0.041567538, 0.06602653) * go_4(-1.0, -1.0);
result += mat4(-0.053671002, -0.0062734983, 0.030443976, -0.02611883, -0.11054853, 0.07524956, -0.18110128, 0.085256346, 0.006264908, -0.19079378, 0.041253116, -0.03462252, 0.11103377, -0.11105306, 0.0022028198, 0.108352505) * go_4(-1.0, 0.0);
result += mat4(0.05842086, 0.07041998, -0.083942145, 0.062100563, 0.08270817, 0.044405486, -0.027223391, 0.19852112, 0.16944961, 0.13228446, 0.0068719517, -0.105019845, 0.12576698, -0.020317027, 0.08117506, -0.06097545) * go_4(-1.0, 1.0);
result += mat4(-0.011024374, -0.14779495, 0.20576821, 0.10269086, -0.069063395, -0.018516377, 0.17406136, -0.10562391, 0.014538016, -0.050628114, -0.29504398, -0.06448774, -0.043636657, 0.04359594, 0.021326946, 0.2251655) * go_4(0.0, -1.0);
result += mat4(-0.091270216, -0.17969126, 0.10563032, -0.04412368, -0.0032437663, 0.03424443, 0.16033265, -0.02958856, -0.19704275, 0.15207182, 0.054025695, 0.040374033, -0.0071690367, 0.041726355, 0.121862285, 0.045662563) * go_4(0.0, 0.0);
result += mat4(-0.12316079, 0.048827652, -0.053332523, -0.13136196, -0.07160488, 0.043115586, 0.08805954, 0.09753396, -0.036120344, 0.092870444, -0.0034468954, -0.19077231, -0.054664202, 0.20115146, 0.0016251119, -0.051902667) * go_4(0.0, 1.0);
result += mat4(-0.0315559, 0.03361163, -0.10469534, -0.0871928, 0.11241524, -0.03091901, 0.015451541, 0.004027563, 0.025825808, 0.06891256, -0.10293409, 0.1631189, -0.22473077, -0.044312675, 0.12753218, -0.02040456) * go_4(1.0, -1.0);
result += mat4(-0.007374305, -0.08562257, 0.05379794, 0.096869245, 0.097899415, -0.0030102937, 0.0076100267, 0.051482208, 0.004514031, -0.22291246, -0.2495633, -0.08240695, 0.036596466, 0.05963552, 0.12940569, -0.1415334) * go_4(1.0, 0.0);
result += mat4(-0.095979825, -0.05715345, -0.023848705, -0.06566416, 0.12034552, 0.14720978, 0.005992561, 0.100924246, -0.107772924, 0.07058055, -0.061445955, -0.018437093, -0.29193494, 0.10358182, 0.20117821, -0.14332218) * go_4(1.0, 1.0);
result += mat4(-0.12156258, 0.06907849, -0.046949413, -0.0714296, 0.018323392, 0.03803995, -0.2321375, -0.15585358, 0.29162106, -0.15450235, 0.01548735, -0.0012524665, 0.05624532, -0.08688869, -0.11437038, -0.11211981) * go_5(-1.0, -1.0);
result += mat4(-0.07032475, 0.14325896, 0.15342546, 0.09299106, -0.15903436, 0.04795819, -0.0380711, 0.06558145, 0.05663524, 0.10471699, 0.16202284, 0.22659935, 0.083957784, -0.18429661, -0.038526375, 0.1839184) * go_5(-1.0, 0.0);
result += mat4(-0.07748898, 0.05564984, 0.06250746, -0.07047388, 0.030230096, -0.07243236, 0.00052768853, 0.030641804, -0.21637511, -0.061787657, 0.23074016, 0.26485935, 0.036239654, -0.05382996, -0.039605018, 0.047457904) * go_5(-1.0, 1.0);
result += mat4(0.038591295, -0.0118487505, 0.040234715, -0.062315144, -0.03631829, 0.06990438, -0.041493274, -0.06670605, -0.025423469, 0.12878254, 0.13836798, 0.004582435, 0.19626965, -0.23641632, -0.080461845, 0.15305169) * go_5(0.0, -1.0);
result += mat4(0.04500124, 0.0041531166, -0.04867464, -0.020004667, 0.018133044, -0.02402259, -0.012567247, -0.055164766, 0.095157854, -0.16957271, -0.1773557, -0.0073297294, -0.016875492, -0.22265767, -0.18525612, 0.06058628) * go_5(0.0, 0.0);
result += mat4(0.048397746, -0.02788455, -0.00040129846, 0.24131092, 0.063177764, -0.101537034, 0.048137493, 0.088934034, -0.24852042, 0.047054883, -0.03160053, 0.042998843, -0.013301893, -0.110713534, 0.09375505, 0.0425776) * go_5(0.0, 1.0);
result += mat4(-0.14482269, -0.054757748, 0.13310885, -0.007347218, -0.18589966, -0.08201558, 0.12553383, 0.012745022, -0.041277397, -0.27254996, -0.052470755, 0.058272712, 0.12499827, -0.022242187, -0.0945158, -0.07560099) * go_5(1.0, -1.0);
result += mat4(0.13483234, 0.1061582, 0.19909498, -0.019715492, 0.067625776, -0.061768368, -0.07905436, 0.054142125, 0.01305098, 0.20080145, 0.068478644, 0.02703119, -0.062937714, -0.08034533, -0.043274418, -0.048142888) * go_5(1.0, 0.0);
result += mat4(0.092937544, 0.05118526, -0.05864547, 0.03750556, -0.058229998, 0.042656448, -0.08145865, 0.089373656, -0.015661148, 0.092575066, 0.052451044, 0.06404418, -0.16234049, 0.10882622, -0.14870071, -0.14796436) * go_5(1.0, 1.0);
result += mat4(0.080398865, 0.07038971, 0.09692282, 0.02861559, -0.0713776, 0.03789653, -0.12821087, -0.108117945, -0.18606333, 0.20648551, -0.009968705, -0.058358673, 0.038921814, -0.015748626, -0.13130306, 0.03157655) * go_6(-1.0, -1.0);
result += mat4(0.11004321, 0.12440213, 0.043692373, 0.105881914, 0.055679493, 0.0013664741, 0.15824854, 0.13856025, -0.1295074, 0.004022093, 0.033498365, -0.10273302, 0.08524401, 0.16063328, 0.08564703, 0.10373729) * go_6(-1.0, 0.0);
result += mat4(-0.014664466, -0.11535996, 0.06562263, 0.12310657, -0.012192171, 0.113815434, -0.025748147, -0.056379057, -0.06376049, -0.065414384, -0.0641455, -0.20318998, 0.06978728, -0.043363202, 0.15023038, -0.029428175) * go_6(-1.0, 1.0);
result += mat4(0.065250464, 0.081754886, 0.22338922, -0.024675546, 0.03792266, 0.048089582, -0.051933024, -0.11904402, 0.09984588, 0.06062117, -0.28772864, 0.013163268, 0.054647114, -0.049608726, -0.0002510924, -0.06022509) * go_6(0.0, -1.0);
result += mat4(0.03816607, 0.08511951, -0.024275059, -0.07368607, 0.057391707, 0.05121836, -0.034112077, -0.17826608, 0.15133052, 0.052271105, -0.16036001, 0.21736205, 0.065108694, -0.019315425, -0.12633246, 0.03905335) * go_6(0.0, 0.0);
result += mat4(0.07849344, 0.050402712, 0.10410282, -0.17477596, 0.09423114, 0.01998794, -0.15437658, -0.051446997, -0.117983155, -0.13454825, -0.2263363, 0.16925961, -0.014475626, 0.11754052, -0.0486922, 0.080298886) * go_6(0.0, 1.0);
result += mat4(0.06447236, -0.08227287, 0.047538612, -0.025023978, 0.0327808, 0.19078472, 0.11304362, -0.114679985, -0.059365615, -0.1522396, -0.030596083, -0.0648535, 0.11473043, 0.099015206, -0.095805876, -0.113419555) * go_6(1.0, -1.0);
result += mat4(0.044888392, -0.04274824, -0.2327295, 0.10396123, 0.19391696, -0.081802174, 0.14488702, -0.016344251, -0.22996062, -0.25684744, 0.20749056, 0.028734291, -0.090665944, 0.07197542, -0.034485128, 0.10249939) * go_6(1.0, 0.0);
result += mat4(-0.11119326, -0.11946935, -0.12337761, 0.060325015, 0.1824222, 0.018512564, 0.057066485, -0.14212456, -0.26227912, 0.015946273, -0.08148649, 0.0525647, 0.013987963, 0.024034664, -0.09109407, -0.08800889) * go_6(1.0, 1.0);
result += mat4(0.08942057, -0.012771407, 0.052976996, 0.034529075, 0.1310871, -0.047644522, -0.13528478, -0.09086901, 0.041775502, -0.13844568, 0.03964684, 0.031089516, -0.07392355, -0.052174408, -0.009474784, -0.2290421) * go_7(-1.0, -1.0);
result += mat4(-0.017659597, 0.050037336, -0.0025299324, 0.0753296, 0.06764149, -0.14075726, 0.08307984, 0.08205474, 0.077473514, -0.24571882, 0.14922607, -0.042693764, 0.044783637, -0.15163653, 0.0481681, 0.1755556) * go_7(-1.0, 0.0);
result += mat4(-0.08418654, 0.105244175, 0.20956765, -0.06294217, 0.1879804, -0.029752912, 0.032740694, -0.11350783, 0.1573697, -0.338965, -0.005411119, -0.06498442, -0.074411646, 0.11154879, -0.007983718, 0.099891976) * go_7(-1.0, 1.0);
result += mat4(-0.11360442, -0.023985954, 0.050237827, -0.039197393, 0.24417207, -0.17750946, 0.0029264402, 0.06552346, 0.07999777, -0.16054434, 0.05239082, -0.09109438, 0.20186174, -0.045056574, 0.12976813, -0.030063752) * go_7(0.0, -1.0);
result += mat4(-0.0030791545, -0.08059885, -0.0036832225, -0.057302896, -0.095006235, 0.11108009, 0.1688286, 0.18473075, -0.060287848, 0.034863815, -0.022221414, 0.24895363, -0.025254453, -0.053281628, 0.2836165, 0.089012854) * go_7(0.0, 0.0);
result += mat4(-0.048098963, -0.024920667, -0.008542859, -0.12416585, -0.007935982, 0.19714202, 0.08050051, -0.005334343, -0.14211339, -0.08771554, 0.16370557, -0.32066932, -0.10727847, -0.12724026, 0.104362994, -0.06707228) * go_7(0.0, 1.0);
result += mat4(-0.15704228, -0.024204414, 0.007087552, -0.12148864, 0.13878778, -0.012233652, 0.03271341, 0.046406206, 0.050816927, -0.093313076, -0.24589844, 0.052772272, -0.28821534, -0.121905856, 0.19799241, -0.0708691) * go_7(1.0, -1.0);
result += mat4(-0.23982097, 0.04363522, 0.3527458, 0.023065759, -0.13373962, 0.117174946, -0.06172028, -0.17474857, -0.13406518, -0.011999389, -0.037810836, -0.44302982, 0.08802065, -0.08534176, 0.05789676, -0.021465434) * go_7(1.0, 0.0);
result += mat4(-0.18225484, 0.098582916, -0.029838774, -0.12963313, -0.15371342, 0.059467446, 0.06810986, -0.13996232, 0.02387343, -0.19576547, 0.24994224, -0.22950345, 0.04223122, 0.097238496, 0.037641723, -0.22899197) * go_7(1.0, 1.0);
result += vec4(-0.021099666, -0.03129005, -0.026100485, -0.032015156);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_15_tf
//!BIND conv2d_15_tf1
//!BIND conv2d_15_tf2
//!BIND conv2d_15_tf3
//!SAVE conv2d_16_tf
//!WIDTH conv2d_15_tf.w
//!HEIGHT conv2d_15_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_15_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.09609756, -0.055012375, -0.043073136, -0.055666514, 0.016418008, 0.036120225, 0.06029676, 0.020939374, 0.11832701, -0.053679865, -0.015110101, 0.13618767, 0.09494681, -0.03174575, 0.0027091461, -0.079117626) * go_0(-1.0, -1.0);
result += mat4(0.16776627, -0.059132457, -0.08617137, 0.111107774, -0.07522468, 0.11456014, 0.10206192, -0.09795013, -0.031782568, 0.036730297, 0.09556621, -0.000958083, -0.04877398, -0.12761621, -0.05328436, -0.17509152) * go_0(-1.0, 0.0);
result += mat4(-0.013845615, 0.0364183, 0.010424956, 0.041805822, -0.116106875, 0.002734559, -0.029624986, -0.17783165, -0.07629819, 0.04145108, -0.07223744, -0.007690453, -0.064606376, 0.12174394, -0.014825361, -0.0084151495) * go_0(-1.0, 1.0);
result += mat4(-0.002451479, 0.07880965, -0.0139416065, -0.24062878, -0.088408604, 0.058236387, 0.006706374, -0.0010319118, 0.09392773, -0.03210168, -0.114932165, 0.1618595, 0.14179535, -0.042500906, -0.09045998, -0.14127046) * go_0(0.0, -1.0);
result += mat4(-0.027822092, 0.019911472, 0.19860765, 0.15724073, 0.10166673, 0.06093802, 0.14866613, 0.06564189, -0.055504557, 0.0024655203, -0.0673572, -0.009370036, 0.031148747, -0.07150111, -0.043881677, 0.18116175) * go_0(0.0, 0.0);
result += mat4(-0.04210747, -0.0071274997, -0.032913957, 0.018660989, 0.051073376, 0.06782918, -0.017950369, 0.07190485, -0.22312792, 0.16126503, 0.04935446, -0.07235652, 0.010417901, 0.07713274, -0.09850908, -0.028445879) * go_0(0.0, 1.0);
result += mat4(0.06469987, -0.11051662, 0.00044343024, -0.0824562, 0.09513741, -0.017997947, -0.06515641, 0.11881489, 0.03063408, 0.007759294, 0.07263358, 0.025132397, -0.02236495, -0.023467774, 0.017836783, -0.10823227) * go_0(1.0, -1.0);
result += mat4(-0.13958383, 0.01932197, 0.034343425, 0.03998081, 0.04705273, -0.066937834, 0.072302155, -0.015934192, -0.067153506, -0.07604367, 0.0135788955, -0.09868874, 0.028401552, 0.016137991, 0.030741712, -0.05084945) * go_0(1.0, 0.0);
result += mat4(0.09688358, -0.0038751946, 0.08666303, -0.025303468, -0.106170915, -0.058171537, -0.03180972, -0.099828646, -0.03305094, 0.0017180776, -0.1330951, -0.0258952, 0.0075092567, -0.022991123, 0.0692612, -0.11860208) * go_0(1.0, 1.0);
result += mat4(0.1289264, -0.051340435, 0.07629522, 0.08525001, 0.17129055, 0.08729278, 0.16216865, 0.029870907, 0.037678342, 0.0049766265, 0.058949407, -0.037198026, -0.080018, -0.055140797, -0.10370115, -0.18345577) * go_1(-1.0, -1.0);
result += mat4(0.0070326407, -0.12450474, 0.010306007, -0.11749582, 0.21073423, 0.08744276, -0.2049444, -0.07198778, -0.023872219, -0.06021247, -0.110835806, 0.099957176, 0.022628674, -0.05737548, -0.03985959, 0.008792708) * go_1(-1.0, 0.0);
result += mat4(0.022252496, -0.06173045, 0.053174034, 0.0787691, -0.091547325, -0.07840242, -0.15143803, 0.08442903, -0.08603787, 0.13783117, -0.123351984, -0.14503227, 0.062592834, -0.032115187, 0.1645178, -0.042738732) * go_1(-1.0, 1.0);
result += mat4(0.24653557, -0.1127134, -0.06485058, -0.01246277, -0.042020027, 0.030455599, -0.027297743, 0.063047804, 0.030217074, 0.012030112, -0.041015655, 0.031267677, -0.17512026, 0.1655615, -0.15595682, 0.100183144) * go_1(0.0, -1.0);
result += mat4(-0.032732334, 0.017509729, -0.058794443, -0.031101031, -0.03794737, 0.025334312, 0.06050446, 0.1429206, 0.02906151, -0.01638736, -0.13368747, 0.00013812391, 0.14179116, 0.16578944, 0.0016875591, -0.0081081325) * go_1(0.0, 0.0);
result += mat4(-0.17499752, -0.012791056, -0.0039763134, -0.014580471, 0.015078276, -0.16282362, -0.012617101, 0.081141666, 0.07503038, -0.0045926278, -0.0072176065, 0.080567606, -0.074966975, -0.06954477, 0.20330784, 0.106600724) * go_1(0.0, 1.0);
result += mat4(-0.061575174, -0.011066679, 0.051635355, 0.06448836, 0.07634649, 0.006140537, 0.07088602, -0.0043026246, 0.042276155, 0.15659745, 0.05378826, 0.044281624, 0.046426885, -0.09314892, 0.021468692, -0.065087035) * go_1(1.0, -1.0);
result += mat4(0.036643215, -0.16454737, -0.106744304, -0.036818992, -0.08886182, 0.1267292, 0.19476546, 0.25881895, 0.11264265, -0.16113323, 0.007636693, -0.00693805, -0.060398016, 0.065028094, 0.064959414, 0.03238651) * go_1(1.0, 0.0);
result += mat4(0.048840225, -0.023630783, -0.024679976, -0.0014270309, 0.0084513305, 0.17124465, 0.19591704, 0.1291631, 0.1774293, 0.08246338, -0.017292364, -0.011336239, 0.11411684, 0.08811617, -0.03444606, 0.16706938) * go_1(1.0, 1.0);
result += mat4(-0.0013355667, 0.08377846, -0.093042545, 0.084158204, 0.2795504, -0.09045552, 0.06632154, 0.10977727, -0.0400835, -0.034911055, 0.056995716, 0.040316224, -0.008876082, -0.007732556, 0.050168034, -0.16885711) * go_2(-1.0, -1.0);
result += mat4(0.13376418, 0.07325086, -0.09131099, 0.13401611, 0.050767064, -0.17131376, 0.047098216, 0.10656574, -0.03088948, 0.08322672, 0.12997481, 0.03262986, 0.06139361, 0.12225519, -0.037071053, -0.008163907) * go_2(-1.0, 0.0);
result += mat4(0.12655751, 0.025844684, 0.050787576, 0.02169468, 0.18041965, -0.0036477768, -0.025983771, 0.12426952, -0.066581994, 0.06865894, 0.055160727, -0.06682907, 0.026987294, -0.09632507, 0.1279279, -0.032017976) * go_2(-1.0, 1.0);
result += mat4(0.20881699, -0.04413474, 0.00041975285, 0.018447168, 0.15139039, -0.17890811, -0.048498105, 0.026863892, -0.04038872, 0.19609426, 0.07234381, 0.07763264, 0.07762023, -0.06942944, 0.09720136, -0.020185204) * go_2(0.0, -1.0);
result += mat4(-0.033203717, 0.051632375, -0.29151496, -0.019714551, 0.054144926, -0.06135866, 0.34238565, 0.028267676, -0.04485083, -0.053827494, 0.2143548, -0.011955068, -0.14167474, -0.04505376, 0.10723791, -0.041945346) * go_2(0.0, 0.0);
result += mat4(-0.102433704, 0.004789273, 0.1119891, -0.0203109, -0.017740408, -0.09619332, 0.3475929, 0.029633807, 0.04624514, 0.0640723, 0.038288433, -0.043456446, 0.0028731087, 0.03015074, -0.020183885, 0.044622716) * go_2(0.0, 1.0);
result += mat4(0.24704404, 0.041703355, -0.049013373, 0.045351848, -0.0093254475, -0.1278815, 0.14508104, 0.080030285, 0.056857005, 0.08688084, 0.19216926, -0.06220198, 0.17112607, 0.07218316, 0.0795074, 0.01839487) * go_2(1.0, -1.0);
result += mat4(0.1733775, 0.026274947, -0.01898811, 0.15374832, 0.119747944, 0.12652078, 0.03181385, 0.058963638, 0.020806959, -0.052343946, 0.12007364, 0.12834589, 0.12946364, -0.004851643, -0.09275399, -0.023749454) * go_2(1.0, 0.0);
result += mat4(0.0193869, 0.16029198, -0.1647226, 0.14820257, 0.015849369, 0.061719846, 0.01781591, 0.06546549, 0.01411068, 0.047441017, 0.10499331, 0.0444021, 0.10317269, 0.012305531, -0.027644547, -0.02026022) * go_2(1.0, 1.0);
result += mat4(0.022080548, 0.055724394, 0.01700489, 0.14965396, 0.052224305, -0.036954537, 0.03474517, -0.009189564, -0.049905237, -0.020433484, 0.048628446, -0.102126524, -0.012649122, 0.04515492, -0.045957103, -0.024198) * go_3(-1.0, -1.0);
result += mat4(-0.08102677, -0.005510669, 0.089871764, 0.042553343, -0.04897514, 0.016537901, -0.0031736959, -0.063882664, 0.18177465, -0.081341125, 0.035784308, 0.019861514, -0.06374453, -0.021801073, 0.07553763, 0.2392607) * go_3(-1.0, 0.0);
result += mat4(-0.051674295, -0.024726579, 0.012708328, 0.0120022455, 0.06796091, -0.11919646, 0.10550911, -0.016914662, -0.0017664131, 0.053862873, 0.01002813, -0.007454544, -0.19201882, 0.005823377, 0.023013754, 0.016918607) * go_3(-1.0, 1.0);
result += mat4(-0.0688164, 0.069968164, 0.035286, -0.12940317, 0.17318653, -0.05089972, -0.007604, 0.026937611, -0.0047092275, 0.03783206, -0.006852713, -0.15646859, -0.030406103, -0.06980891, 0.009835896, -0.02440511) * go_3(0.0, -1.0);
result += mat4(0.16799697, -0.06943555, -0.03730531, -0.1721256, -0.09911213, -0.081116, 0.0018397432, 0.04689856, 0.018798007, 0.102041714, 0.10882061, 0.07884699, 0.15522195, 0.039948918, 0.1331871, 0.29782096) * go_3(0.0, 0.0);
result += mat4(0.060170665, -0.12705128, 0.27997023, 0.07200365, 0.15316802, -0.19086201, 0.03769603, 0.09388092, 0.013621962, -0.001599727, -0.014308661, 0.055155694, 0.108794376, -0.03869029, -0.14731637, -0.09738743) * go_3(0.0, 1.0);
result += mat4(-0.056280326, -0.013755136, 0.051307328, 0.047183447, 0.16895631, -0.15820411, -0.18688565, 0.08207807, -0.07443388, -0.03691134, -0.14448541, -0.07053698, -0.082723446, -0.088062696, 0.081009656, 0.10446362) * go_3(1.0, -1.0);
result += mat4(0.07195501, -0.005046178, -0.10009494, -0.0068428647, -0.014195055, -0.1258344, -0.112450786, -0.04761318, -0.0004043175, -0.07863752, -0.018329088, -0.015974361, -0.09353746, -0.075935334, 0.2102448, -0.028742688) * go_3(1.0, 0.0);
result += mat4(0.007925812, -0.14759003, -0.12893279, 0.20039004, -0.059057757, -0.062296968, 0.0114990985, 0.005130549, -0.04773586, -0.13635732, 0.022072053, -0.067658275, 0.12064796, 0.038565595, 0.062534854, -0.15858793) * go_3(1.0, 1.0);
result += mat4(0.012978919, 0.09248063, 0.079721585, -0.10949528, 0.05636094, 0.0639426, -0.08391837, -0.054627553, 0.00037798003, -0.013555376, -0.18349887, -0.04274588, -0.14281152, 0.0057977308, -0.05939348, 0.010091491) * go_4(-1.0, -1.0);
result += mat4(0.1422423, -0.10552157, -0.03913756, -0.0653251, 0.06479668, 0.0115009425, -0.1867643, 0.114124864, 0.007959146, -0.03393825, 0.11404819, 0.012734461, 0.058671746, -0.05543321, -0.08331419, 0.07654381) * go_4(-1.0, 0.0);
result += mat4(0.09127371, -0.021557972, -0.05028715, -0.05016229, 0.017002096, 0.19106826, 0.05418276, -0.05694394, 0.06581798, -0.0598181, 0.018230528, -0.0635826, -0.05732186, -0.10073851, -0.011672219, -0.033285677) * go_4(-1.0, 1.0);
result += mat4(-0.048617575, 0.019004911, -0.019724898, 0.0065591526, 0.101372994, -0.08572456, -0.10958081, -0.07779033, -0.0744815, -0.071501486, 0.08134343, -0.11673183, -0.052799657, 0.09455502, -0.046477437, 0.062174764) * go_4(0.0, -1.0);
result += mat4(0.15564895, 0.08472279, 0.11441956, -0.14344747, -0.24006632, -0.032172255, 0.039400138, -0.007438132, 0.009162504, 0.05753773, -0.11778383, -0.06364131, 0.1863039, -0.024734113, -0.06508269, 0.084494196) * go_4(0.0, 0.0);
result += mat4(0.042976603, 0.10006721, -0.05396374, -0.091420546, -0.07264408, -0.0376512, 0.09453536, -0.025677709, -0.040637143, 0.009227286, 0.21652271, -0.08846454, 0.011874195, -0.24357733, -0.20396955, 0.0034799203) * go_4(0.0, 1.0);
result += mat4(0.11487922, 0.06142311, -0.05799218, -0.043709278, -0.011386744, -0.047758225, -0.04346472, -0.15726915, -0.010850286, 0.055703852, 0.11554872, 0.14175794, -0.025774736, 0.03302446, -0.031050406, -0.14743169) * go_4(1.0, -1.0);
result += mat4(0.107260466, 0.09991366, -0.0854939, -0.13359135, -0.17836837, 0.0947788, 0.076283626, -0.03702856, 0.045162823, 0.02137722, 0.013965963, 0.008323008, 0.1299707, -0.06806633, -0.08851454, -0.0519084) * go_4(1.0, 0.0);
result += mat4(-0.039744638, -0.009205459, -0.06797804, -0.031998966, 0.061308265, -0.0007453291, -0.0007644073, -0.016154464, 0.011811196, 0.034707885, -0.12882923, -0.0021590462, 0.13357846, 0.058845736, -0.15742505, -0.06657708) * go_4(1.0, 1.0);
result += mat4(-0.018271925, 0.100263335, 0.01960824, -0.1153796, -0.23422036, -0.0031631307, -0.050807018, -0.053269822, -0.03458429, 0.14577144, 0.13469611, -0.11434715, -0.009439456, 0.030330583, -0.040208224, 0.12874405) * go_5(-1.0, -1.0);
result += mat4(0.031613346, 0.15594259, 0.20758592, 0.03629735, -0.12865163, -0.067441724, -0.019100431, -0.047031283, 0.06444509, 0.04873205, 0.12288836, 0.042170476, -0.12388107, 0.00048445113, -0.027354648, -0.013098879) * go_5(-1.0, 0.0);
result += mat4(-0.054265685, 0.11467644, 0.02952745, -0.017398788, 0.082775794, 0.09431421, -0.022905173, 0.011000366, -0.016479017, -0.07035369, 0.15773647, 0.09656325, -0.12106234, 0.054287493, -0.21364424, -0.09698419) * go_5(-1.0, 1.0);
result += mat4(-0.08437344, 0.07146613, 0.03008299, -0.050195847, 0.08297239, 0.010328966, 0.2501361, -0.051406503, 0.09035167, 0.10230502, -0.087015145, -0.090351515, -0.059905346, 0.010634574, 0.101668574, 0.12283612) * go_5(0.0, -1.0);
result += mat4(-0.12624927, -0.043445382, 0.04399112, 0.2396272, -0.12518035, -0.107726894, -0.02661663, -0.186101, 0.03170526, -0.013086996, -0.16010353, 0.08162145, -0.24017718, 0.08761893, -0.2546848, -0.03131363) * go_5(0.0, 0.0);
result += mat4(0.09616909, -0.030323014, -0.14481992, -0.036541697, -0.19536978, 0.1064523, 0.079171434, -0.038171098, -0.043278754, -0.059359286, -0.0025608074, -0.07138205, -0.10972322, -0.18075511, -0.08821048, -0.035308387) * go_5(0.0, 1.0);
result += mat4(-0.00918984, -0.031009672, 0.066319056, -0.085171655, -0.024080584, 0.06236177, -0.0115594845, -0.119407974, 0.070196055, -0.1145586, -0.021149555, -0.13792083, 0.030996334, 0.1484254, -0.010054155, 0.1086116) * go_5(1.0, -1.0);
result += mat4(-0.014743395, 0.22290353, -0.07011576, 0.1069503, -0.0026242791, -0.13469394, 0.038082447, -0.07685243, -0.2634126, 0.13381208, 0.10993633, 0.03586481, -0.054848466, 0.006930213, -0.12056366, 0.014139514) * go_5(1.0, 0.0);
result += mat4(0.030834544, -0.0070147654, 0.14920786, -0.065181114, 0.02508345, -0.1483285, 0.0047159214, -0.044124506, 0.039289955, 0.06650584, 0.081950754, -0.08433925, 0.015854202, -0.040369797, -0.046914417, -0.009928778) * go_5(1.0, 1.0);
result += mat4(0.15443583, 0.04376301, 0.13718478, -0.03824221, -0.055449802, -0.14842397, 0.06060697, 0.01631613, 0.11067964, -0.14271964, -0.22600028, -0.034234643, 0.06918402, -0.04600415, -0.06900304, 0.06417275) * go_6(-1.0, -1.0);
result += mat4(-0.042201858, -0.011375089, -0.015411258, -0.12674233, 0.026103523, 0.10343946, -0.0077547887, -0.033607867, 0.124470666, 0.06796264, -0.13659167, 0.040740173, 0.0604928, -0.092276655, 0.11865089, -0.08302834) * go_6(-1.0, 0.0);
result += mat4(-0.01112464, -0.021381281, -0.034482505, -0.053960275, 0.058478907, -0.0097189145, 0.1940526, -0.13732584, -0.093956545, 0.0057153534, -0.08862296, -0.06671325, -0.005182285, -0.05719968, 0.025967684, 0.032040965) * go_6(-1.0, 1.0);
result += mat4(0.06687304, -0.0026133375, 0.15141574, -0.05272407, -0.023663558, 0.06502362, 0.08093761, 0.109535225, -0.05700876, -0.029776534, -0.05858992, -0.013166662, 0.019790562, -0.12917398, -0.06497215, 0.057915356) * go_6(0.0, -1.0);
result += mat4(0.06072319, -0.11173385, -0.06554967, 0.13359413, -0.06625554, -0.017581498, -0.058076315, -0.003931657, -0.023673324, 0.07044443, 0.003583932, 0.14873055, -0.061578825, 0.03817671, 0.14216065, -0.025126763) * go_6(0.0, 0.0);
result += mat4(-0.06629599, -0.017247697, 0.10675047, -0.0044184877, -0.058319747, -0.03925674, 0.02459416, 0.00095720706, -0.08090092, 0.12986918, -0.25750917, -0.03840858, 0.12543473, -0.09118815, 0.13346738, 0.0872867) * go_6(0.0, 1.0);
result += mat4(0.04924794, 0.08806323, -0.06525138, -0.08052156, -0.023931473, -0.0734658, -0.010882386, -0.030258544, -0.18479422, 0.18968348, -0.050708067, 0.038592026, 0.042794973, -0.10810727, -0.02882389, -0.085186586) * go_6(1.0, -1.0);
result += mat4(-0.18184122, 0.009152045, -0.0013307668, 0.0528998, -0.09193569, 0.10202717, 0.030233888, -0.116206944, 0.13555616, -0.011747243, -0.22625974, -0.008968841, -0.02577717, 0.050121024, 0.0039666356, 0.0140310675) * go_6(1.0, 0.0);
result += mat4(-0.07334463, -0.040781733, 0.04237529, -0.017089957, 0.042566124, 0.028134586, -0.009052325, 0.07598215, -0.13904396, 0.026619319, -0.08988712, -0.005250927, 0.08855536, -0.1234204, 0.06786622, 0.039750088) * go_6(1.0, 1.0);
result += mat4(-0.0058151903, 0.03422835, -0.0007863771, -0.077100396, 0.063499264, -0.041216582, 0.04828395, -0.053149093, -0.18125884, 0.1692733, 0.33500117, 0.067575455, 0.04588855, 0.13782747, 0.1351673, -0.004836687) * go_7(-1.0, -1.0);
result += mat4(0.13591178, -0.08803395, -0.0082301255, 0.018532211, -0.14070654, -0.153454, 0.12548654, 0.0942813, -0.035065573, 0.17697263, 0.048331108, -0.028308947, 0.038468204, 0.07220786, 0.2944224, -0.025645984) * go_7(-1.0, 0.0);
result += mat4(0.13994263, -0.019219065, -0.14284274, -0.1471152, -0.15571125, -0.02123468, 0.14339264, -0.04104626, -0.20012046, 0.06999495, 0.13211347, -0.015829416, 0.15163279, 0.03081914, -0.015203248, -0.07161789) * go_7(-1.0, 1.0);
result += mat4(0.11625371, -0.020931741, -0.0875021, -0.01576175, 0.061449245, -0.046299458, 0.07421833, -0.06874183, 0.30783412, 0.15397696, 0.045492157, 0.08606051, -0.035266094, 0.11132788, 0.15416808, -0.01438527) * go_7(0.0, -1.0);
result += mat4(0.012413651, -0.033095382, -0.1972357, 0.18014714, 0.2332191, -0.25324136, -0.028787011, -0.17730585, 0.33105198, -0.14836398, 0.1377452, 0.044808302, -0.09968492, 0.17502867, 0.06019141, -1.0588551e-05) * go_7(0.0, 0.0);
result += mat4(0.07118095, -0.059810337, -0.14726935, -0.17732129, 0.06272923, -0.13827543, -0.018983403, -0.10391589, -0.07683961, -0.009228622, 0.016202949, 0.30789152, -0.007190668, -0.22396167, 0.03562099, 0.011657737) * go_7(0.0, 1.0);
result += mat4(-0.013723268, -0.0018854191, 0.012472027, -0.048562117, 0.017156087, 0.006624358, -0.1335618, 0.06898693, 0.24195383, 0.12748662, 0.2687545, 0.11675469, 0.051591244, 0.060604665, 0.15726678, -0.12029377) * go_7(1.0, -1.0);
result += mat4(0.018423952, 0.03342564, -0.02585596, -0.093597226, -0.041045543, -0.2526591, -0.10587788, -0.17330013, 0.26386222, -0.24480952, -0.007416698, 0.14573297, -0.0046972204, 0.19525634, -0.0049372353, -0.08545003) * go_7(1.0, 0.0);
result += mat4(0.0025138035, 0.052410353, 0.06759947, -0.06182174, 0.054527503, -0.16857441, 0.1532493, -0.13587067, 0.076711185, 0.3173634, -0.08822435, -0.22298068, -0.014268186, 0.03482756, 0.103789225, 0.059798267) * go_7(1.0, 1.0);
result += vec4(0.018433796, 0.0035757907, 0.00091714435, -0.003333423);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88
//!HOOK MAIN
//!BIND conv2d_15_tf
//!BIND conv2d_15_tf1
//!BIND conv2d_15_tf2
//!BIND conv2d_15_tf3
//!BIND conv2d_17_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!SAVE conv2d_18_tf
//!WIDTH conv2d_15_tf.w
//!HEIGHT conv2d_15_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.06333993, 0.09488723, -0.08568035, 0.05200572, -0.1472294, -0.044452854, 0.14845347, 0.21513753, -0.15652965, 0.10840373, -0.056219988, -0.030637205, 0.04253709, 0.055037092, 0.0414908, -0.1892757) * g_0;
result += mat4(0.0787534, -0.04241309, -0.28714868, -0.046900865, 0.21437375, -0.24278513, -0.20257188, 0.022188142, -0.019003864, 0.15094592, -0.01814459, -0.1872464, 0.059750058, 0.07614743, -0.0521617, 0.17934658) * g_1;
result += mat4(-0.00019216978, -0.15454617, -0.12794366, 0.044536293, 0.21249126, 0.32045737, -0.147422, -0.09734236, -0.12062187, -0.16607423, 0.09816451, -0.06590071, -0.19728394, -0.14778756, 0.017338278, -0.23659901) * g_2;
result += mat4(0.074417666, -0.08059618, 0.07767349, -0.03693259, -0.15096827, -0.17373516, -0.20327133, 0.049108338, 0.054858647, 0.015723148, -0.2328269, -0.16492803, 0.12288839, -0.037010916, -0.16224542, -0.19452086) * g_3;
result += mat4(-0.1915939, -0.15707129, -0.1509893, 0.28097305, 0.03221469, -0.18564048, -0.27148914, -0.084917046, 0.0059148185, 0.06549851, 0.19273312, -0.20762756, 0.011551308, 0.18630835, 0.07567006, 0.046911348) * g_4;
result += mat4(0.01897941, 0.026447995, 0.30203855, -0.10592397, 0.05870943, 0.1054224, 0.14929043, 0.050682828, 0.0028596125, -0.15138957, -0.03117043, -0.06962448, 0.10460237, 0.30631867, 0.15475252, -0.082159385) * g_5;
result += mat4(0.056030374, 0.16605477, -0.2011969, 0.0581226, -0.16144355, -0.02808077, 0.010258871, 0.17102659, -0.054532573, 0.3242664, 0.010550339, -0.05370968, -0.014814065, -0.13152799, 0.30049798, 0.122068055) * g_6;
result += mat4(0.17697391, 0.074868776, -0.16765091, -0.14493272, 0.21677482, 0.07529925, 0.3344087, -0.35831642, -0.12440452, 0.15675198, -0.01240608, 0.21036354, -0.21215741, 0.18817489, 0.072722636, -0.07215567) * g_7;
result += mat4(-0.29419374, 0.043863285, -0.083936326, 0.3729109, 0.18776, -0.16754451, -0.35357738, 0.045188952, -0.23892207, 0.060875878, 0.046727493, 0.39672953, -0.009434926, 0.0181569, -0.12958461, 0.09870838) * g_8;
result += mat4(-0.12987071, -0.09597688, 0.2408095, -0.26320508, -0.09014934, -0.1188552, 0.16146885, 0.07402836, 0.35367203, 0.1402623, 0.18618205, -0.25213316, -0.10277592, -0.24674612, -0.32700107, 0.14396617) * g_9;
result += mat4(-0.3089205, 0.16185652, 0.27521953, 0.041868176, -0.0022332487, 0.12922727, 0.18001151, 0.027498085, -0.110244, -0.044742703, -0.18411714, -0.06564328, 0.07164282, 0.08585003, 0.106629394, -0.054929875) * g_10;
result += mat4(0.16139935, 0.03240059, 0.082769506, -0.18399146, 0.050481632, 0.018776342, -0.111956954, -0.040583946, 0.08147097, -0.04110496, -0.15557489, 0.05611198, -0.25277153, -0.048391934, -0.10089335, 0.12622349) * g_11;
result += mat4(-0.2730474, 0.11085952, -0.075156026, -0.14303921, 0.0447421, -0.121895775, -0.35013795, 0.14995758, -0.016281242, 0.033779178, -0.15126662, -0.015176784, 0.040082585, 0.006450913, -0.030723661, -0.058004852) * g_12;
result += mat4(0.0403051, 0.20903297, 0.067333676, -0.14318345, 0.16834565, 0.0948365, -0.17433995, 0.07182994, 0.06342598, -0.32021528, 0.048930682, -0.051184237, -0.057208735, -0.16286889, -0.12637149, 0.10992653) * g_13;
result += mat4(-0.14312495, -0.049565334, 0.013813875, 0.070963, 0.26302704, -0.0026512244, 0.33206236, -0.16186446, 0.030595824, 0.119594894, 0.3493397, 0.12651123, 0.04868717, 0.15870047, -0.17626017, 0.053944312) * g_14;
result += mat4(0.017788881, -0.08985951, 0.0063696383, 0.19405968, 0.06445815, -0.024619186, -0.18900226, -0.030232785, -0.08246631, 0.041897133, 0.089627616, -0.23452254, 0.08906869, 0.09038576, -0.12202178, 0.032400858) * g_15;
result += mat4(0.23806943, -0.20720927, -0.19059941, -0.08068674, -0.035527237, -0.15776922, -0.024618277, -0.2444429, 0.05044065, 0.024451984, -0.14015712, 0.16094929, 0.03076579, -0.020462647, -0.20250656, 0.1029075) * g_16;
result += mat4(0.047954805, 0.04713052, -0.014320014, 0.11667167, 0.45120004, -0.12177823, -0.11391618, 0.18149075, 0.08473487, 0.14073594, -0.07025125, 0.19289283, 0.083399035, 0.15313184, -0.2289391, -0.27340987) * g_17;
result += mat4(-0.031021187, -0.056889966, -0.089950375, 0.08566341, -0.093087964, -0.114104606, 0.20981134, 0.20004368, 0.36221287, 0.09415981, 0.1761312, -0.07357187, 0.15133485, 0.18167816, 0.13953826, -0.108503394) * g_18;
result += mat4(-0.04393188, 0.25963497, -0.0330857, 0.050094042, 0.0015226522, 0.09266069, -0.15832978, -0.22114822, 0.063840784, -0.33367425, -0.103081174, 0.01706331, 0.007467705, -0.3628944, -0.10182942, 0.1942455) * g_19;
result += mat4(0.23547105, 0.03324374, 0.13732544, -0.18675572, 0.2536437, -0.024418214, 0.1405745, -0.08798336, -0.09310729, -0.088432625, -0.16199891, -0.07790996, -0.16207652, -0.057468604, -0.6186605, 0.84914094) * g_20;
result += mat4(-0.10194844, 0.25304326, -0.13665953, -0.042847656, -0.030379621, 0.104918376, 0.07079868, 0.044213004, 0.032054633, 0.11013307, -0.10676529, -0.06577438, -0.0136965765, 0.076344326, 0.2286907, 0.17813052) * g_21;
result += vec4(-0.077900425, -0.00413413, 0.020021616, 0.012168936);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88
//!HOOK MAIN
//!BIND conv2d_15_tf
//!BIND conv2d_15_tf1
//!BIND conv2d_15_tf2
//!BIND conv2d_15_tf3
//!BIND conv2d_17_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!SAVE conv2d_18_tf1
//!WIDTH conv2d_15_tf.w
//!HEIGHT conv2d_15_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.19856872, 0.11904717, -0.064469926, -0.060562156, 0.088999204, 0.34987435, 0.19510469, 0.31565446, -0.22311617, 0.05800273, -0.070240505, 0.07316653, -0.104855716, 0.06083218, -0.19869952, 0.16014937) * g_0;
result += mat4(0.25990537, -0.0699571, -0.20297414, -0.14829135, 0.12648308, -0.10045799, 0.16074577, 0.018881219, -0.13109452, -0.07432639, -0.07032176, -0.016821157, -0.27503675, 0.019903673, -0.14726853, -0.031217257) * g_1;
result += mat4(-0.06882065, -0.00869124, -0.08228761, -0.09555077, 0.10960049, 0.1492122, -0.030764349, -0.013157832, -0.0692061, 0.045005288, 0.22895455, 0.031483006, -0.012937336, 0.23743461, -0.03126466, -0.035970267) * g_2;
result += mat4(0.22776505, -0.15405187, -0.27868515, 0.06471627, 0.31427258, 0.1402745, 0.06863169, -0.051754337, 0.10026417, -0.2574256, -0.08802628, 0.068399504, 0.071888685, 0.022936821, -0.12540928, -0.015080033) * g_3;
result += mat4(-0.039721105, -0.14838658, 0.24391836, -0.069194034, -0.16316739, 0.13536945, -0.13266453, -0.004489543, 0.18704645, -0.04657965, 0.025766708, -0.1476673, 0.27578717, -0.009918311, -0.27262732, 0.16296776) * g_4;
result += mat4(-0.05249631, -0.2803283, 0.13727781, -0.09695497, -0.24535981, 0.10808846, 0.0022599236, 0.12974386, -0.07886284, 0.015886888, 0.037709296, -0.034715742, 0.048587516, -0.026816653, -0.04620663, 0.009604917) * g_5;
result += mat4(0.20355739, 0.26263452, -0.016582636, -0.088004105, 0.0283301, -0.1646068, -0.14768231, 0.06584749, 0.09362991, 0.073038615, 0.03585095, 0.14700644, 0.30650404, 0.115159705, 0.094853185, 0.1412418) * g_6;
result += mat4(0.19348627, 0.02455195, 0.04202425, -0.10602589, -0.087195724, 0.16053778, -0.15648113, -0.21084791, 0.119239464, 0.29533407, -0.23261383, -0.27815127, -0.030562209, -0.016111122, 0.029648153, 0.15206608) * g_7;
result += mat4(0.03864564, -0.013641563, 0.008269305, 0.08444338, -0.37716612, -0.119036004, -0.37552136, 0.22999282, -0.03647035, 0.11136046, -0.11673442, -0.22254193, -0.31966165, 0.30993468, 0.26735285, -0.11855201) * g_8;
result += mat4(-0.14826044, 0.08726846, -0.02775652, 0.095674574, 0.0414766, -0.11637243, 0.22545882, 0.024133151, -0.22550999, 0.17247951, 0.008702564, 0.015936209, 0.08907862, -0.1164228, -0.18179186, -0.088854164) * g_9;
result += mat4(0.043506436, -0.22450508, 0.3010276, 0.109547526, 0.18712491, 0.086767204, -0.058926016, -0.0066756974, -0.035483465, 0.00068262784, 0.053788308, 0.11970851, -0.02235205, -0.254944, -0.12766762, -0.03977307) * g_10;
result += mat4(0.18281984, 0.05554126, -0.009539485, 0.043676183, -0.007973203, -0.033897012, -0.10886124, -0.045664012, 0.18444513, 0.10041875, -0.13144056, -0.30685145, -0.23832887, 0.15063612, 0.03259291, 0.13059925) * g_11;
result += mat4(-0.18238647, -0.24912533, 0.0064255036, 0.20445079, 0.071332455, -0.24193963, 0.058854166, 0.15322176, 0.08335828, 0.08328783, -0.120153025, -0.05942993, -0.10702824, 0.17542586, 0.27479908, 0.2176634) * g_12;
result += mat4(0.08722579, 0.22445773, -0.22038916, -0.1705768, -0.33885807, 0.2610493, -0.14401726, 0.036701087, 0.05118682, 0.016674992, 0.017907443, 0.33134872, 0.24759968, -0.2189978, 0.17513935, -0.31552628) * g_13;
result += mat4(0.09722241, 0.09016698, 0.0020826897, 0.014243476, -0.09178259, 0.26038414, -0.119483896, 0.06568409, 0.112089686, -0.1854509, -0.0032295822, 0.082286656, -0.20125629, 0.36961597, -0.15095985, 0.090025686) * g_14;
result += mat4(-0.03207223, -0.016992198, -0.019505465, -0.3158222, -0.15192394, 0.18241268, -0.3502777, 0.05187207, 0.16714574, -0.067549706, -0.08512221, 0.03171733, -0.21070172, -0.14597628, 0.16120993, -0.002882248) * g_15;
result += mat4(0.06358728, 0.06935574, -0.065100305, 0.02331908, 0.20260555, 0.14417367, 0.11311691, 0.041373946, -0.17366521, -0.24190584, 0.14318806, -0.12791471, -0.005797247, -0.01352598, 0.09355765, 0.08071775) * g_16;
result += mat4(-0.21877107, -0.06376343, 0.015047983, -0.05071754, 0.24015504, -0.096376784, -0.050906435, -0.108564705, 0.0022815794, 0.10404753, -0.017777193, -0.18843737, 0.33381376, -0.009765667, 0.10630329, 0.04319869) * g_17;
result += mat4(0.03913534, -0.18320137, -0.1895394, -0.35816035, 0.06605666, 0.14718485, 0.0705968, 0.03142451, -0.018191794, -0.03973546, 0.09669648, -0.06763489, 0.077504024, 0.22267477, -0.3280302, 0.051078096) * g_18;
result += mat4(0.17017639, 0.048948385, 0.17666607, 0.28847146, -0.27951127, -0.2408892, -0.3000307, 0.1043314, 0.0788232, -0.13186172, -0.20950924, -0.11522397, -0.24694261, 0.1315647, -0.11994133, 0.09964028) * g_19;
result += mat4(-0.03482202, -0.21670073, -0.24369243, 0.048367083, -0.3383805, -0.28556088, -0.05187166, -0.04785393, -0.056278072, -0.0046066013, -0.10573621, -0.12896368, 0.02629063, -0.07221729, 0.349292, -0.06192709) * g_20;
result += mat4(-0.14670531, 0.02437431, 0.18400094, -0.18659692, 0.2216187, 0.034236856, -0.12323594, 0.1603975, 0.22086559, -0.0026523015, -0.13258888, 0.12981693, -0.033014633, 0.105112545, 0.03881624, -0.08425293) * g_21;
result += vec4(0.0119343875, -0.042267065, 0.010792121, 0.007296717);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88
//!HOOK MAIN
//!BIND conv2d_15_tf
//!BIND conv2d_15_tf1
//!BIND conv2d_15_tf2
//!BIND conv2d_15_tf3
//!BIND conv2d_17_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!SAVE conv2d_18_tf2
//!WIDTH conv2d_15_tf.w
//!HEIGHT conv2d_15_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.12408465, -0.16741575, 0.06765819, -0.15944858, -0.19950457, -0.1716973, 0.048808597, 0.043000113, 0.007647513, 0.13003102, 0.06868207, -0.0016408832, -0.24698295, 0.033724148, 0.26656294, -0.04168408) * g_0;
result += mat4(0.025299544, -0.2481157, -0.07735063, 0.07958534, 0.04743938, 0.123626634, 0.14503284, -0.200222, 0.20223439, 0.08858626, -0.37553144, 0.02513245, 0.09171499, 0.08145674, -0.028931713, 0.04081231) * g_1;
result += mat4(-0.04600147, 0.14647272, 0.18308495, 0.06990148, -0.06455617, 0.09861496, -0.13262698, 0.16287735, 0.06737012, 0.03652816, -0.22811131, -0.064241834, -0.035340827, 0.29290062, -0.022302201, -0.19858247) * g_2;
result += mat4(-0.11037198, 0.12009516, -0.14232409, 0.2716094, -0.04082168, -0.10308978, -0.18808627, -0.017621756, -0.031254657, -0.26940623, 0.24271232, -0.1467802, 0.10700058, -0.18850107, -0.08067445, -0.017454604) * g_3;
result += mat4(-0.090594314, -0.019169644, -0.029233063, 0.34922495, -0.22969832, 0.04161748, 0.0016718027, -0.13671273, 0.20134616, -0.01069757, -0.41116753, 0.011301641, -0.093161866, -0.0598387, -0.20625715, -0.04319863) * g_4;
result += mat4(0.1400459, -0.08488729, -0.14534405, 0.13608801, 0.054499432, 0.013480982, -0.115060575, -0.051957313, -0.11556034, -0.06907556, 0.2383428, -0.0032338845, -0.015882459, 0.24332793, -0.29487756, -0.31111467) * g_5;
result += mat4(0.0035557884, -0.10662409, -0.167661, -0.038467426, 0.0067648925, -0.14742504, -0.15988947, -0.18424144, -0.015692392, 0.024426097, 0.18659574, -0.06826323, -0.098989435, -0.120715715, -0.012542293, -0.012921739) * g_6;
result += mat4(-0.22045317, -0.039446186, 0.02062722, 0.04877487, 0.057328302, 0.107455134, -0.24580365, 0.084131025, 0.028729152, 0.4286281, -0.05177413, 0.23257121, 0.08110685, -0.22814348, -0.041566104, 0.2465172) * g_7;
result += mat4(0.37156427, 0.26804617, 0.20049824, -0.021026293, 0.13211878, 0.040705554, 0.002239553, 0.20452338, -0.030344317, 0.099040724, 0.3838666, 0.055573136, 0.27482164, 0.23077035, -0.017845538, -0.26252562) * g_8;
result += mat4(-0.25934902, 0.04962634, -0.11156898, -0.07086993, 0.12231552, -0.040678304, 0.16707222, -0.068827145, -0.20247164, 0.16845146, 0.21900423, -0.40101337, -0.20267262, 0.012057886, -0.16219872, 0.042600926) * g_9;
result += mat4(0.076830566, 0.07031241, 0.23169716, -0.028218819, 0.12506121, -0.19878168, 0.14684094, 0.0931965, 0.20331647, -0.12333559, 0.22961548, -0.15381584, 0.08874619, 0.14223523, 0.16359226, -0.28227505) * g_10;
result += mat4(-0.052383065, -0.078102276, 0.065739855, 0.0415868, -0.07094788, 0.16164882, 0.043656457, -0.0960344, -0.22771464, 0.13144033, -0.1159355, 0.046441697, -0.24606496, -0.25741673, 0.004535607, -0.0065205614) * g_11;
result += mat4(0.23244801, -0.31457657, -0.10946917, -0.3663475, 0.17705315, 0.05067217, -0.1933483, 0.027725892, 0.03238109, 0.16744693, -0.057594296, -0.07276957, 0.03234641, -0.1372411, -0.08171865, -0.12950452) * g_12;
result += mat4(-0.15673116, 0.19919762, -0.10481654, 0.10979371, 0.04279017, 0.022970842, 0.041732438, 0.043996546, 0.010470399, 0.040505856, -0.03274834, 0.0009573305, 0.08111623, 0.047052007, -0.15586549, 0.04683318) * g_13;
result += mat4(-0.24751675, -0.08296508, 0.11407727, -0.2166629, 0.26892385, 0.24061169, 0.13039055, -0.025301076, 0.112557106, 0.33924893, -0.26320595, -0.3333313, -0.18867135, -0.15030354, -0.41406167, 0.049163118) * g_14;
result += mat4(0.1665652, -0.21874574, 0.028786177, 0.2146646, -0.015547626, -0.012667473, 0.10428667, 0.14486806, -0.03420849, -0.012048649, 0.2303649, 0.17137095, -0.16784278, 0.08330269, 0.15572217, -0.08734928) * g_15;
result += mat4(-0.191288, -0.2011081, -0.16282842, -0.16686897, 0.11942609, -0.14166519, 0.01405599, 0.18117349, -0.096682444, 0.010184171, -0.023849446, 0.17224887, 0.30125615, -0.06356407, 0.103124686, 0.014888768) * g_16;
result += mat4(0.25378457, 0.075565144, -0.19106098, -0.14747557, -0.15002617, 0.028056031, -0.0025413758, 0.07962606, -0.015789257, -0.17432348, 0.12131772, -0.055529855, -0.041077815, -0.19829613, 0.13878337, -0.24223712) * g_17;
result += mat4(-0.29446965, 0.15235735, 0.06717627, -0.015626365, 0.014169811, 0.07045108, 0.10471683, -0.05982132, -0.13769852, 0.12853971, 0.1119684, -0.14485933, -0.075092256, 0.24838834, 0.0017574847, -0.0804142) * g_18;
result += mat4(0.24836873, 0.00066609884, -0.13763703, 0.14340822, -0.14462134, -0.038759258, -0.09077153, -0.0441944, 0.10637402, -0.18241063, 0.0067824926, 0.13309585, 0.07101235, -0.051455706, 0.06795849, 0.31597748) * g_19;
result += mat4(0.25393802, 0.19519086, -0.18530098, 0.049162578, -0.008795799, 0.36194384, -0.00040475396, -0.27478936, 0.22377892, -0.18955742, 0.30927923, -0.21051413, 0.36050028, 0.028015982, 0.050072942, 0.5546838) * g_20;
result += mat4(0.075164825, -0.044605773, -0.14191186, 0.21589251, -0.18884787, 0.011185897, 0.17542075, 0.1676064, -0.2930037, 0.21933044, -0.035698287, 0.070793465, -0.16923343, -0.09259949, -0.11534973, 0.060004164) * g_21;
result += vec4(-0.0090077715, -0.014536999, 0.043094933, -0.0062093455);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88
//!HOOK MAIN
//!BIND conv2d_15_tf
//!BIND conv2d_15_tf1
//!BIND conv2d_15_tf2
//!BIND conv2d_15_tf3
//!BIND conv2d_17_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!SAVE conv2d_18_tf3
//!WIDTH conv2d_15_tf.w
//!HEIGHT conv2d_15_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0))
#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.0752077, -0.0029171302, -0.27563673, -0.014811605, 0.02846672, 0.032712437, 0.23822306, -0.05769253, -0.15474099, 0.093151525, 0.06375694, -0.13745429, -0.04572417, 0.3199813, -0.022760388, 0.16357492) * g_0;
result += mat4(0.02650099, 0.0128598865, -0.13053481, 0.037058145, -0.055677533, -0.079210766, -0.03356954, 0.1069868, -0.07710097, 0.12506554, -0.13472609, -0.026160635, 0.1821316, 0.052085042, -0.19033344, -0.090145096) * g_1;
result += mat4(-0.03734377, 0.07147657, 0.10820697, -0.024222745, 0.1403612, -0.1505265, -0.17980108, 0.26694953, 0.0217602, 0.037542872, -0.08249127, 0.042201407, 0.2006786, -0.059707034, 0.03880093, -0.1826765) * g_2;
result += mat4(-0.11878983, -0.28029415, -0.04900442, -0.13629057, -0.05066402, -0.05337549, 0.07343749, -0.1209636, 0.16849558, -0.106414795, 0.05464871, 0.17617467, -0.2489627, 0.29946232, -0.123174965, 0.056576844) * g_3;
result += mat4(-0.17408213, 0.09776442, 0.057589754, 0.18333124, -0.09720728, 0.16222644, -0.005483807, 0.15910664, 0.30478597, 0.014245162, -0.31090343, 0.06744939, 0.019972727, -0.113528624, 0.10990966, -0.10937443) * g_4;
result += mat4(0.12755792, 0.16373649, 0.019118445, 0.21310984, -0.10995382, -0.08398977, 0.0009497389, -0.12245982, -0.25080305, 0.26576582, 0.073143534, 0.09062886, 0.3211899, -0.012361862, -0.094413824, 0.016505178) * g_5;
result += mat4(0.04496885, 0.057987563, -0.06828201, -0.25538024, -0.25729346, 0.1581948, -0.08318907, -0.26187086, -0.06994225, -0.0108814975, 0.27547085, 0.19735947, -0.25765172, 0.23375468, -0.02491318, 0.19695699) * g_6;
result += mat4(-0.18447195, 0.3949247, 0.23520981, 0.16501734, 0.014326944, -0.21483032, -0.09887618, -0.1530724, 0.087982565, -0.30155778, -0.09407708, -0.07609285, 0.12439066, -0.046371937, -0.10052105, 0.042462338) * g_7;
result += mat4(0.45384184, 0.23962094, -0.09288032, 0.43883595, 0.017768994, -0.28214878, -0.30303338, 0.06788283, 0.23333043, 0.012060692, 0.08277374, 0.18042035, 0.18759233, -0.009545223, -0.027723255, 0.016402755) * g_8;
result += mat4(-0.3158644, -0.1611719, -0.044279657, -0.03122654, 0.20287034, 0.19071461, -0.032826696, -0.25104183, 0.03608647, -0.027464861, 0.118140586, -0.016250696, -0.2791853, -0.15649952, -0.17356332, -0.0036406678) * g_9;
result += mat4(0.037999913, 0.0075079957, -0.03212704, 0.06418637, -0.069481015, 0.012727689, 0.1326516, 0.21288529, -0.24180269, -0.05297486, -0.06864697, -0.1550755, -0.11256537, 0.34002435, -0.08510081, 0.18888487) * g_10;
result += mat4(-0.16029695, -0.04566749, -0.14091927, 0.13358699, -0.10535976, 0.0039140307, -0.023005482, -0.011232076, 0.3731448, -0.08050772, 0.24036883, 0.003388208, 0.2694246, -0.10064168, -0.09378355, 0.08715414) * g_11;
result += mat4(-0.009987239, -0.16815887, 0.079718135, 0.3046235, 0.08460679, 0.010675847, 0.026123201, 0.042994894, 0.14086412, 0.16343307, 0.030049993, -0.13560392, -0.028959347, -0.051606726, 0.20051792, 0.2660683) * g_12;
result += mat4(-0.041822806, -0.059724808, 0.03475158, -0.21370164, 0.2706948, 0.029740596, -0.045692813, -0.18892711, -0.072185665, -0.033861183, -0.1753473, -0.15868294, -0.04698167, -0.15849903, -0.10530276, 0.09699679) * g_13;
result += mat4(-0.14366704, 0.0054797325, 0.019186102, 0.2016934, -0.12337197, 0.03666924, -0.08487317, -0.02910447, 0.19810423, 0.19303478, -0.12032341, 0.012882501, 0.07518216, -0.16929416, 0.11856349, 0.19008183) * g_14;
result += mat4(0.29109573, -0.2495297, -0.23351379, 0.06592844, 0.22335382, -0.12432068, 0.23873796, 0.03394475, -0.111712426, -0.031314444, 0.042552706, 0.26120943, -0.100280665, 0.33024225, 0.00090209645, 0.08790097) * g_15;
result += mat4(0.19417305, 0.019389676, -0.0022192579, -0.10152884, -0.07527296, 0.09672377, 0.1896058, -0.08312996, -0.098250404, -0.005925583, -0.080828406, -0.04157932, -0.2395506, -0.2046314, -0.18201615, -0.23270196) * g_16;
result += mat4(-0.14487964, -0.06290274, 0.041151002, 0.069312826, -0.036889106, -0.026325129, -0.06404841, -0.070130795, 0.19873784, 0.008724542, 0.33345434, -0.12738648, 0.010419843, 0.0016074138, 0.028482364, -0.05086976) * g_17;
result += mat4(-0.2099938, 0.22374807, 0.0014840614, -0.09744533, -0.36373836, 0.070096895, 0.18809755, 0.055123232, -0.12190152, -0.089326, 0.037977137, -0.2779433, -0.0022680282, 0.1324952, 0.19014698, 0.11292094) * g_18;
result += mat4(0.0045333416, -0.27289414, -0.10013291, 0.03997672, 0.18506177, 0.15360181, 0.0620571, 0.18008661, 0.03184327, -0.047722574, 0.21967985, 0.12443793, 0.11032391, 0.016790923, -0.32427138, 0.11624099) * g_19;
result += mat4(0.098094285, -0.017424708, -0.13152607, -0.14184679, -0.2696629, 0.026611622, 0.4969703, -0.23566079, 0.18346384, 0.17655236, 0.046510983, 0.20738232, -0.08645157, 0.25616655, 0.1875624, 0.22396664) * g_20;
result += mat4(-0.049922127, -0.026013017, 0.17512889, 0.18352829, 0.22210887, 0.008942828, 0.004796096, -0.08654042, 0.0025269054, -0.1767342, -0.05939487, -0.27815545, -0.058232002, -0.033121955, 0.14671248, 0.24188647) * g_21;
result += vec4(0.0011495166, -0.055540904, 0.0047202418, 0.03799147);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_18_tf
//!BIND conv2d_18_tf1
//!BIND conv2d_18_tf2
//!BIND conv2d_18_tf3
//!SAVE conv2d_20_tf
//!WIDTH conv2d_18_tf.w
//!HEIGHT conv2d_18_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_18_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.044937417, 0.048447855, 0.083308615, 0.092284754, -0.0181884, -0.074617974, -0.09839621, -0.016019326, 0.18228799, -0.0033461945, 0.0031036607, 0.067903504, 0.02840241, 0.004259963, -0.07799968, -0.15254761) * go_0(-1.0, -1.0);
result += mat4(-0.074605174, -0.021673577, -0.024128562, 0.2274735, -0.04754136, -0.0072301123, 0.044593625, 0.06290077, -0.07341891, -0.11062263, 0.015977673, 0.13271153, 0.0125340205, -0.30848256, -0.0294588, -0.058981024) * go_0(-1.0, 0.0);
result += mat4(-0.06880596, 0.07861734, 0.06230101, -0.21278046, -0.015175281, 0.051755223, -0.05062869, 0.07665549, -9.789482e-05, 0.017449457, -0.03148236, 0.032569613, -0.16927092, 0.04140039, 0.13179661, -0.11682168) * go_0(-1.0, 1.0);
result += mat4(-0.11754224, 0.095256306, -0.0267522, 0.117244296, -0.06679038, -0.14423116, 0.008753021, -0.13522816, 0.32430363, -0.07516473, 0.0884106, 0.109716386, 0.01316052, 0.1265721, -0.08230337, -0.16951492) * go_0(0.0, -1.0);
result += mat4(0.052862044, -0.1066403, -0.15742472, -0.021761592, 0.04103098, 0.0069331047, -0.10831112, 0.16824234, -0.039246615, -0.104807, -0.1276423, 0.18865128, -0.006320688, -0.048721224, 0.039028827, 0.034621365) * go_0(0.0, 0.0);
result += mat4(-0.13396205, -0.037514646, 0.03854674, -0.11708971, -0.04473296, -0.0427142, -0.03922634, -0.012055486, -0.0713734, -0.052256644, 0.09374825, 0.10671724, -0.11720148, 0.015559748, -0.068319045, 0.03940586) * go_0(0.0, 1.0);
result += mat4(0.07766306, 0.10215098, 0.06919037, -0.17507964, -0.0224577, -0.09488675, 0.037218474, 0.12245416, 0.002906219, -0.14230973, -0.15529205, -0.012410999, 0.050543465, 0.25078198, -0.076290086, -0.09539849) * go_0(1.0, -1.0);
result += mat4(-0.24771377, 0.29934087, 0.36741728, -0.081612505, -0.09421008, -0.03338117, 0.00770625, -0.0807573, 0.05629427, -0.13825126, -0.093152806, -0.14876693, 0.124724984, 0.11831619, 0.0093180025, 0.008178739) * go_0(1.0, 0.0);
result += mat4(-0.19953942, 0.13807932, 0.063479654, 0.055287417, 0.062464323, 0.08311073, -0.1212773, -0.058174774, -0.054694623, 0.00278662, 0.04164216, 0.024520626, -0.0028598052, 0.13241982, -0.08831944, -0.103147596) * go_0(1.0, 1.0);
result += mat4(-0.0967617, 0.016865727, 0.033930458, -0.067517124, -0.08143233, 0.11248768, 0.16044517, -0.0918291, 0.11352542, 0.13249189, 0.079262465, -0.14966244, 0.16825606, 0.13976356, -0.018672522, 0.06830547) * go_1(-1.0, -1.0);
result += mat4(0.020573644, -0.07627649, 0.13454644, -0.10299404, 0.03338702, 0.19456132, 0.21792425, -0.043921873, -0.11219595, 0.10156094, 0.34819186, -0.17428596, 0.010211143, 0.012615089, 0.14706622, 0.13036577) * go_1(-1.0, 0.0);
result += mat4(-0.09807624, 0.053031713, 0.010114223, 0.11387094, -0.12416189, -0.05332428, 0.11184832, -0.063775964, -0.060522594, -0.10235956, 0.19231878, 0.037564367, -0.045896467, -0.25912943, -0.0051183715, 0.029018847) * go_1(-1.0, 1.0);
result += mat4(-0.04231676, -0.028609525, 0.057871167, -0.1361291, 0.073622614, 0.15908286, -0.02605266, -0.14374852, -0.17682624, 0.06470609, -0.062141493, 0.13539086, 0.039907347, 0.17547756, -0.10069048, 0.14575362) * go_1(0.0, -1.0);
result += mat4(0.14781195, -0.1207278, 0.10171179, -0.012158863, -0.0648726, -0.05067717, -0.108461335, 0.09611601, -0.22471888, -0.041238673, 0.42109078, -0.023078883, 0.005550056, 0.14077905, -0.07702439, -0.17981862) * go_1(0.0, 0.0);
result += mat4(-0.08222549, -0.25220507, 0.07068236, -0.09501228, -0.058567703, 0.18078758, 0.08493963, -0.04706646, -0.07752385, 0.22867827, 0.43284795, -0.119005986, 0.11396432, 0.03755704, -0.13391183, -0.045842096) * go_1(0.0, 1.0);
result += mat4(-0.029319478, -0.031345777, -0.04146813, -0.18742836, 0.05656507, -0.04932647, -0.04031392, 0.04714981, 0.09905856, -0.1557463, 0.22732857, 0.124624394, -0.027559387, -0.0631443, -0.11783128, -0.068318576) * go_1(1.0, -1.0);
result += mat4(0.036678102, -0.04496146, 0.053592633, -0.017061822, -0.16011058, -0.018597312, -0.04795915, -0.19371147, 0.013877209, -0.16219841, 0.3344047, 0.22396322, 0.1655194, 0.018836739, 0.0066360724, -0.041264933) * go_1(1.0, 0.0);
result += mat4(0.17590195, -0.21852443, -0.063316286, -0.14840998, 0.08429532, 0.099983774, -0.09637425, -0.12383555, -0.46428207, 0.28052437, 0.23529863, 0.31109875, -0.021004857, 0.03629119, 0.02174644, -0.06345743) * go_1(1.0, 1.0);
result += mat4(0.0033629127, 0.25259435, -0.06322473, -0.06795082, -0.060908336, -0.021225693, -0.0011893079, -0.00523214, 0.07534854, -0.12201404, 0.00017070201, 0.17880718, 0.14248244, 0.09638889, 0.013353205, -0.06181964) * go_2(-1.0, -1.0);
result += mat4(0.01065417, 0.12393771, -0.034842763, -0.07509877, -0.15372895, 0.016765343, 0.09254217, 0.12257388, 0.022180652, -0.030108888, 0.07577313, 0.35234603, 0.10218102, 0.03712338, -0.02331717, 0.026395774) * go_2(-1.0, 0.0);
result += mat4(0.034914777, -0.024654558, -0.07092997, -0.10597986, 0.021626685, 0.0778654, 0.03075065, 0.12987527, -0.10354716, 0.24356553, 0.0047885147, 0.15563188, -0.08935487, -0.0036677858, -0.081980035, 0.065517485) * go_2(-1.0, 1.0);
result += mat4(-0.0030894869, -0.07042775, 0.07033567, 0.0007813812, -0.0045792167, 0.0067564882, 0.08738557, 0.013517325, 0.027216235, -0.30188036, 0.16504927, 0.108619414, 0.12235739, -0.019714208, -1.917685e-05, -0.009782368) * go_2(0.0, -1.0);
result += mat4(0.18741177, -0.009456037, 0.11263775, 0.068504825, 0.17653711, -0.13130501, 0.07111923, 0.14623673, -0.0784866, 0.018973308, -0.18667376, -0.0030729955, -0.21694791, -0.09208482, -0.09062837, -0.03970734) * go_2(0.0, 0.0);
result += mat4(0.027665026, 0.12481046, -0.0032814168, -0.084358685, -0.037114885, -0.04781222, -0.035071872, -0.007481581, 0.08721501, 0.030526934, -0.1601082, 0.12486214, -0.106055416, 0.0029791344, 0.17318581, 0.12410092) * go_2(0.0, 1.0);
result += mat4(0.118337214, 0.03615044, 0.04502058, 0.08257654, 0.025757724, 0.03670688, 0.034917187, -0.10173083, -0.006062918, -0.2945267, 0.06369701, 0.0137756625, -0.016772032, 0.15557672, 0.0049166935, 0.0656083) * go_2(1.0, -1.0);
result += mat4(0.022286592, 0.14136387, -0.02238988, -0.061914526, -0.13922122, -0.10147098, -0.16373332, -0.040234692, 0.07255956, -0.23892853, 0.027203718, -0.053363908, 0.07188231, 0.07167074, -0.089111716, -0.092501454) * go_2(1.0, 0.0);
result += mat4(0.11419243, 0.10572503, 0.012458144, 0.14847183, -0.07630887, -0.1240132, -0.11097759, 0.006272337, -0.20672877, -0.002584412, -0.2864884, 0.07989555, 0.17726102, 0.12609701, -0.1207267, -0.08164101) * go_2(1.0, 1.0);
result += mat4(0.0568376, 0.038211502, 0.12871593, 0.038896654, 0.14495145, -0.02272981, 0.16328958, -0.12590832, -0.11422924, 0.027326366, -0.10373723, 0.042205583, -0.11788447, 0.09674761, -0.009186724, 0.12916812) * go_3(-1.0, -1.0);
result += mat4(0.25162545, -3.3890476e-05, 0.08703825, -0.11607008, 0.043662522, 0.07685117, -0.078283735, 0.08058169, 0.14562704, 0.1263126, 0.025494901, 0.1434209, 0.0058127, 0.22206631, 0.056236282, 0.03112681) * go_3(-1.0, 0.0);
result += mat4(0.1508685, 0.14413457, -0.12965852, -0.0767775, 0.02239246, 0.0486881, 0.02708027, 0.13305739, -0.073364966, -0.23306695, -0.015565839, 0.20494083, 0.045842633, 0.05245319, -0.089223884, -0.19746971) * go_3(-1.0, 1.0);
result += mat4(0.03407531, -0.0199329, 0.027199576, 0.053895712, 0.10523401, -0.00079743547, -0.01529229, -0.15297304, -0.13332592, -0.060349334, 0.0061332216, 0.18814796, 0.012662228, 0.0073347082, -0.003916167, -0.049153768) * go_3(0.0, -1.0);
result += mat4(0.21898924, -0.14015318, -0.01880963, 0.024525873, -0.018284999, -0.03600013, 0.1471339, -0.11856043, -0.082241, -0.05110251, 0.0058987355, 0.16994491, -0.084030256, -0.014700169, -0.019073943, -0.0005540768) * go_3(0.0, 0.0);
result += mat4(0.07361808, 0.11753613, -0.17573234, 0.10069508, -0.07894968, 0.09821436, -0.04819396, 0.1710404, -0.06865986, -0.21991591, -0.08604316, 0.11743923, 0.16363063, -0.0044579147, 0.073955975, 0.13638073) * go_3(0.0, 1.0);
result += mat4(0.17112228, 0.114324905, -0.036968656, -0.0061882585, -0.006032986, 0.05828771, 0.085324764, -0.062027562, 0.037088934, 0.032255128, -0.03592664, -0.19114986, -0.0286621, -0.010474721, -0.08184074, -0.0767977) * go_3(1.0, -1.0);
result += mat4(0.22109716, 0.042693872, 0.012977061, 0.12626338, -0.07328396, -0.1132474, -0.05768092, 0.091643445, 0.070683114, -0.28736666, -0.102677405, 0.22341383, -0.036884498, 0.048239507, -0.15111351, 0.022938028) * go_3(1.0, 0.0);
result += mat4(0.17241299, -0.14343849, 0.1457155, 0.23233247, -0.009644811, -0.07371276, -0.10846692, 0.119923145, -0.11526157, 0.009521168, -0.08990165, 0.042389054, 0.12759185, -0.04057633, 0.13556476, -0.0750476) * go_3(1.0, 1.0);
result += mat4(-0.07057242, -0.046533734, -0.09127049, -0.12572412, 0.28842014, 0.085501306, -0.01678872, -0.02594478, -0.23138525, -0.008161634, 0.0021849584, 0.24040027, -0.07196583, -0.04965109, 0.061478186, 0.041812465) * go_4(-1.0, -1.0);
result += mat4(0.19036561, -0.11583304, -0.22355288, -0.14028679, -0.19531016, -0.02589591, -0.21036756, 0.0035499155, -0.004294659, 0.04542862, 0.1055855, 0.024736254, 0.13763857, 0.05766982, 0.056523565, 0.028325588) * go_4(-1.0, 0.0);
result += mat4(0.11237154, 0.043256927, 0.017431485, -0.0063742045, -0.028992388, 0.23557092, 0.048805054, -0.057487488, 0.054092478, 0.04279068, 0.09719473, 0.074141964, -0.05562619, 0.06459983, 0.028208548, -0.08197527) * go_4(-1.0, 1.0);
result += mat4(0.09675773, 0.06187072, -0.120159745, 0.0363127, 0.068880804, 0.11438982, -0.21400967, -0.034944117, -0.2789711, -0.025760768, 0.12704164, 0.14817503, -0.113694414, -0.023896972, 0.056133054, 0.12856814) * go_4(0.0, -1.0);
result += mat4(-0.039551336, 0.02414355, 0.046248544, 0.08297268, 0.2777636, 0.0395731, -0.29962054, -0.062017623, -0.056899525, 0.11770196, 0.073587514, 0.03227282, 0.06346027, 0.14693345, 0.040321756, 0.17926331) * go_4(0.0, 0.0);
result += mat4(-0.03262714, 0.04432936, -0.010022308, 0.06866386, -0.023532862, 0.1279886, -0.13090476, 0.088888384, -0.10617142, 0.018608363, 0.024575554, 0.07597439, -0.13128175, 0.0627398, -0.03188158, -0.12345985) * go_4(0.0, 1.0);
result += mat4(0.22050938, 0.09904495, -0.064640984, 0.176781, 0.13351202, -0.17335273, 0.022876775, 0.1470234, -0.0487661, -0.01561562, -0.052204117, -0.032184783, 0.15990984, -0.026727494, 0.21689259, -0.08648963) * go_4(1.0, -1.0);
result += mat4(0.1310737, -0.09932602, -0.06940647, 0.099468544, -0.16164872, 0.15766169, -0.1477972, 0.09341531, -0.026328826, 0.04440307, 0.02531873, -0.07123685, -0.17359257, 0.012940533, 0.15596846, 0.10485768) * go_4(1.0, 0.0);
result += mat4(-0.022599395, -0.020247133, 0.009991452, -0.05430967, 0.1280059, -0.12089965, -0.2174703, -0.07056124, -0.14782687, -0.0008365381, 0.123130105, 0.025005372, 0.0036068684, -0.10402044, -0.0009908049, -0.054808475) * go_4(1.0, 1.0);
result += mat4(0.030255707, 0.09742665, -0.14504671, 0.04289667, -0.09251999, -0.01946357, -0.012327684, 0.036804516, 0.03163578, -0.10249547, -0.014813775, -0.00026111543, -0.17179371, 0.13949569, -0.002388145, 0.16666071) * go_5(-1.0, -1.0);
result += mat4(0.24199614, 0.047389742, 0.07160782, -0.069903806, 0.091209106, 0.0046723653, -0.20447905, -0.27765435, -0.030525608, 0.014136673, -0.17410484, 0.0042117727, -0.09667215, 0.07767184, -0.16025436, -0.01711868) * go_5(-1.0, 0.0);
result += mat4(0.032093786, 0.008447192, -0.2242103, 0.15991135, 0.03642655, -0.19743109, 0.096700616, 0.09572071, 0.07189276, 0.04323664, -0.13420205, -0.036304954, 0.18866757, 0.05249209, 0.02258907, 0.043603756) * go_5(-1.0, 1.0);
result += mat4(0.21241972, -0.020528294, 0.013225208, 0.0032435162, -0.13307743, 0.073513694, -0.05515645, 0.06746327, 0.012730669, -0.069440864, 0.061683428, -0.020925932, -0.1625713, -0.27553958, 0.048129015, 0.024371317) * go_5(0.0, -1.0);
result += mat4(0.042910665, -0.006088536, -0.0977882, 0.25844765, 0.056927476, -0.102052286, 0.0383438, -0.14567667, -0.10850187, 0.09887437, -0.074544564, -0.036828544, 0.09705893, 0.005408503, 0.08691096, -0.009896828) * go_5(0.0, 0.0);
result += mat4(0.08804541, 0.2759786, -0.3219349, 0.006462185, -0.02274468, -0.25201473, 0.06960456, 0.09282902, -0.058285296, 0.043784343, -0.06650367, 0.08615283, -0.09442146, 0.21977374, 0.07510316, 0.046129383) * go_5(0.0, 1.0);
result += mat4(-0.09854926, -0.0040589753, -0.0046874275, -0.05606601, -0.09644158, -0.025443854, 0.06679157, 0.105184354, 0.12847804, 0.034818232, -0.11927682, 0.062153667, -0.084697284, -0.16093484, 0.055803664, -0.038259108) * go_5(1.0, -1.0);
result += mat4(0.012121266, -0.044610072, -0.15920639, -0.21455094, -0.17556362, 0.11795087, 0.2782554, -0.0560055, -0.016328325, 0.017426671, -0.016999241, -0.0111242365, -0.11401752, -0.03055185, -0.1208023, -0.03324553) * go_5(1.0, 0.0);
result += mat4(-0.019453831, 0.3024969, -0.12421807, -0.07486924, -0.023773434, -0.018630482, 0.08937093, -0.16911122, 0.03174539, -0.034223765, -0.059252728, 0.048566185, -0.0227469, 0.250467, 0.0063438215, 0.12399077) * go_5(1.0, 1.0);
result += mat4(-0.14244945, -0.18781039, -0.09052935, 0.040344022, -0.09200208, -0.0020364511, -0.082314745, 0.1985458, 0.057018146, -0.19020353, 0.10604089, 0.041587926, 0.019805325, 0.11863782, 0.10040279, -0.07886153) * go_6(-1.0, -1.0);
result += mat4(-0.08785371, 0.0012416831, -0.14245462, 0.014491134, -0.092272095, -0.016375266, 0.07059052, 0.19758694, -0.051378895, -0.03128126, -0.01885893, 0.0007555793, 0.07984798, 0.002815637, -0.06356219, -0.08836911) * go_6(-1.0, 0.0);
result += mat4(0.10801107, 0.105199136, -0.015165762, -0.07823724, 0.01590213, 0.1501628, 0.035745613, -0.11738953, -0.03570796, -0.08615849, -0.058338642, 0.036825087, -0.08304603, 0.113460265, 0.061258268, 0.037475646) * go_6(-1.0, 1.0);
result += mat4(0.06608076, -0.10083555, 0.008354693, -0.13444132, 0.04017474, 0.0844823, 0.041038416, -0.027660541, -0.027312018, -0.13453196, 0.06543276, -0.07885408, 0.24397506, -0.029557763, 0.2645681, -0.05556161) * go_6(0.0, -1.0);
result += mat4(-0.012051555, -0.10064483, 0.10473231, -0.04926908, -0.0077788145, 0.113208905, -0.049261194, 0.18457137, 0.022148488, -0.08757704, 0.058209743, -0.029347239, 0.10784222, 0.06428691, 0.14934374, 0.12799424) * go_6(0.0, 0.0);
result += mat4(0.056571472, -0.053636614, -0.12792027, -0.041265823, -0.010318963, 0.057668775, 0.13060106, -0.0029116163, 0.080650404, -0.14664799, 0.029553872, 0.0031002741, -0.08129353, -0.039393093, 0.0011153305, 0.05358428) * go_6(0.0, 1.0);
result += mat4(-0.053597085, -0.074977115, 0.04966753, -0.082430005, -0.026584042, -0.036182676, 0.09082117, 0.1751359, 0.0567656, -0.25464153, 0.1587968, -0.07369893, 0.031964645, -0.015776938, -0.014184054, -0.037588824) * go_6(1.0, -1.0);
result += mat4(0.056245625, -0.19343334, -0.034719788, -0.036740743, 0.003161948, -0.05958242, 0.0011679974, 0.15001102, -0.050314993, -0.23588288, -0.18080509, -0.03913791, 0.02685433, -0.1591906, -0.0032332533, -0.067167796) * go_6(1.0, 0.0);
result += mat4(0.08710681, -0.009717672, -0.03706354, 0.058895897, -0.075231604, 0.13861851, 0.07861898, 0.07930051, -0.013427818, 0.02843637, -0.034422692, -0.048254225, -0.027066654, 0.017333468, -0.038676698, -0.010453218) * go_6(1.0, 1.0);
result += mat4(-0.0015142561, 0.15862244, -0.16688871, -0.0010665185, 0.02495258, 0.05192008, 0.018865002, -0.14237949, -0.00019605631, -0.023254955, -0.0027112218, 0.0700563, -0.21240579, -0.23829062, 0.09673947, -0.008365261) * go_7(-1.0, -1.0);
result += mat4(0.08631513, -0.10774427, -0.14574322, 0.01587099, -0.14665635, -0.06268823, -0.018062646, -0.09757734, -0.045135736, 0.022142613, -0.013806511, -0.12009454, -0.11501202, -0.18475524, 1.9658119e-05, -0.15122423) * go_7(-1.0, 0.0);
result += mat4(0.007342729, -0.13320936, -0.09675275, -0.059153594, -0.113123454, 0.015255657, 0.0479397, -0.025484433, -0.07649502, 0.020143446, -0.07246275, 0.23003843, -0.255473, 0.0018669645, 0.3184298, -0.08728176) * go_7(-1.0, 1.0);
result += mat4(0.0464958, -0.023199182, -0.049521483, 0.071012646, -0.17917378, -0.058197394, -0.17358148, -0.06618344, -0.014546293, 0.0595088, -0.03759275, -0.0059011593, -0.1661695, -0.03880235, 0.22888699, -0.084078975) * go_7(0.0, -1.0);
result += mat4(0.024697566, -0.23595122, 0.0761981, -0.13240968, -0.042000405, 0.029656362, 0.01941485, -0.10726825, 0.20714274, 0.01949488, -0.05405962, -0.004462848, 0.11120371, -0.09175814, 0.0110456, -0.0697384) * go_7(0.0, 0.0);
result += mat4(0.13779809, -0.09310028, -0.21324204, -0.16296703, -0.18191867, -0.00566912, -0.15037797, -0.13455078, 0.05498934, -0.087142125, -0.16798702, -0.112984024, -0.1773057, 0.00052684447, -0.027763423, -0.17234807) * go_7(0.0, 1.0);
result += mat4(0.12628955, -0.012055679, -0.117235065, 0.09219045, -0.071764685, -0.041950557, 0.08549711, -0.021074101, -0.10370811, 0.14320174, 0.037518226, -0.06568723, 0.12787178, 0.04144778, 0.067845285, -0.01826197) * go_7(1.0, -1.0);
result += mat4(0.10220034, -0.033858925, -0.092584774, 0.018473145, -0.10610732, -0.04457908, 0.05236731, 0.020222165, -0.047959488, 0.19325002, 0.041600883, 0.0060441773, -0.14774403, 0.04512932, 0.21706855, 0.045700278) * go_7(1.0, 0.0);
result += mat4(0.055435047, 0.111331224, -0.015313769, 0.013749339, 0.0928567, -0.08772887, -0.19616237, -0.26087436, -0.037580732, -0.09828942, 0.07386148, -0.14166622, -0.15666561, -0.33597684, -0.026530989, -0.054972704) * go_7(1.0, 1.0);
result += vec4(0.029201906, -0.0028833123, 0.015078028, -0.038192146);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_18_tf
//!BIND conv2d_18_tf1
//!BIND conv2d_18_tf2
//!BIND conv2d_18_tf3
//!SAVE conv2d_19_tf
//!WIDTH conv2d_18_tf.w
//!HEIGHT conv2d_18_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_18_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.021075599, -0.054250535, -0.15225379, -0.001421514, 0.05973969, -0.06851113, -0.021398136, 0.10361172, 0.014275951, -0.020496063, -0.07627704, 0.044158135, 0.1317084, -0.07949216, -0.024556203, 0.014688066) * go_0(-1.0, -1.0);
result += mat4(0.05021399, -0.043859698, 0.00085036585, -0.02000847, -0.10377328, -0.009204682, 0.15159367, -0.02152439, 0.0034898773, 0.10064295, 0.07660975, 0.08588586, 0.037336897, 0.1105897, -0.04757494, -0.05683813) * go_0(-1.0, 0.0);
result += mat4(0.038676567, -0.12891343, 0.13536555, -0.0697307, 0.07811669, -0.06324786, 0.06184392, 0.05041328, 0.0017139331, 0.083998576, 0.03101862, 0.058330044, 0.23353091, -0.10955777, 0.14883886, 0.16588917) * go_0(-1.0, 1.0);
result += mat4(-0.13064261, -0.10170279, 0.18957764, -0.011944436, -0.008516419, 0.06942766, 0.1333651, 0.030210488, 0.115560375, -0.19197729, 0.15315987, -0.0901618, -0.03568982, -0.025404692, -0.06520259, 0.055768777) * go_0(0.0, -1.0);
result += mat4(0.24911402, -0.055803575, 0.10609874, -0.05102895, -0.13672082, -0.049017977, -0.13644761, 0.022896811, -0.15682773, 0.05550682, 0.04735177, -0.14619595, -0.15788527, 0.124040954, -0.23663288, -0.18731435) * go_0(0.0, 0.0);
result += mat4(0.02943471, 0.06645124, -0.045207016, -0.08423218, 0.030922938, 0.0054495563, -0.1006787, 0.08239545, 0.029175663, -0.003539447, -0.036679298, 0.101064004, 0.11338603, 0.07038739, -0.16399391, -0.1493847) * go_0(0.0, 1.0);
result += mat4(0.04185234, -0.090882316, -0.05367747, 0.15270816, -0.056156795, 0.05310704, -0.047086164, -0.07563822, 0.03482228, -0.02955918, 0.07530092, -0.144532, 0.1075584, -0.054631174, 0.06471947, 0.120282896) * go_0(1.0, -1.0);
result += mat4(-0.007238141, 0.13488698, 0.015599895, 0.15120889, -0.040581208, -0.026664637, -0.011708266, 0.0610109, 0.035894353, -0.13144852, -0.02863478, -0.066748194, -0.04323779, -0.049163997, 0.041382704, 0.109267786) * go_0(1.0, 0.0);
result += mat4(-0.037647225, -0.13647673, 0.112618335, 0.11354436, 0.08061848, -0.010845823, -0.09419335, 0.033806674, 0.019806013, -0.089596435, 0.009464308, 0.0035862618, -0.0074079554, -0.009485658, 0.0763955, 0.08367428) * go_0(1.0, 1.0);
result += mat4(0.06907952, -0.052536193, 0.1763529, 0.15309668, -0.09956347, -0.07277225, -0.038373947, -0.037908833, 0.16181119, -0.025520757, -0.10903227, 0.10974898, 0.072151996, 0.012922294, -0.079603985, -0.15773883) * go_1(-1.0, -1.0);
result += mat4(-0.027342288, -0.07680874, 0.04974237, -0.08567885, -0.09929943, -0.035455007, 0.13131198, 0.16515696, -0.009102528, 0.05145574, 0.022984773, -0.029341707, 0.07288582, 0.00091653416, -0.13331193, -0.1204592) * go_1(-1.0, 0.0);
result += mat4(0.014472295, -0.10104673, 0.06167356, -0.0066606803, -0.07392597, 0.033783045, -0.122717455, 0.06814838, -0.11108132, -0.06297289, 0.121086955, 0.306241, 0.15277696, 0.0656951, -0.068692215, -0.004531433) * go_1(-1.0, 1.0);
result += mat4(-0.14150366, 0.11568731, 0.046074055, -0.026354427, -0.00021540816, -0.050237536, -0.002589603, -0.05037271, 0.15283322, 0.077606365, -0.026000943, 0.04725276, 0.060801037, -0.025782531, 0.14417455, 0.0014831548) * go_1(0.0, -1.0);
result += mat4(-0.16106884, 0.041359264, 0.04185298, 0.10449216, -0.07376945, -0.018479906, -0.07261673, -0.18092063, 0.15722854, -0.17281027, 0.34076685, 0.18638323, -0.021814108, -0.010158078, 0.009539704, 0.024126658) * go_1(0.0, 0.0);
result += mat4(-0.020093616, -0.0102490885, -0.15690912, 0.055884898, -0.016846402, 0.13414374, -0.1472554, 0.11840663, -0.08311564, -0.022485578, 0.32412425, 0.08863683, -0.029603742, -0.050152212, 0.057478085, 0.09996878) * go_1(0.0, 1.0);
result += mat4(-0.17542239, 0.09485826, 0.09920081, 0.015351153, 0.08114881, -0.12983656, 0.034618706, 0.030003658, -0.15099475, 0.2052961, 0.20252162, 0.1205947, 0.078157455, -0.016900357, 0.022622213, -0.06748161) * go_1(1.0, -1.0);
result += mat4(-0.087971665, 0.062397882, -0.07142019, 0.11933068, -0.00847593, -0.21142542, 0.05075018, -0.18219566, -0.16770703, 0.26589707, 0.12976934, -0.05131386, -0.06600382, 0.0024302478, -0.06897084, -0.22476815) * go_1(1.0, 0.0);
result += mat4(-0.07442399, 0.0017183317, 0.010965699, 0.13705957, 0.0005494493, 0.06494519, -0.047589395, 0.022372872, -0.09498922, -0.044349454, -0.18942389, -0.09328113, 0.053193945, 0.069452636, 0.024270676, 0.085541405) * go_1(1.0, 1.0);
result += mat4(-0.039297063, -0.0026948878, -0.08571043, 0.0647004, 0.004500067, -0.109853946, 0.095561184, 0.07627317, 0.022782452, -0.009354357, 0.18699041, 0.03624169, 0.06590244, 0.08779489, 0.09670581, 0.013879678) * go_2(-1.0, -1.0);
result += mat4(-0.043542888, 0.10199333, 0.033191778, -0.10077772, 0.10395939, -0.06852092, -0.07237032, -0.18194893, 0.026225125, -0.056160323, 0.08446246, 0.013397116, 0.07657753, 0.18428123, 0.056003574, -0.050301608) * go_2(-1.0, 0.0);
result += mat4(0.046665788, 0.08755995, 0.04464974, -0.0766558, 0.06281385, 0.09026257, -0.005853063, -0.18015854, 0.08414949, -0.056032974, 0.11389157, -0.15169302, -0.003766101, 0.011633537, 0.15049145, -0.09533107) * go_2(-1.0, 1.0);
result += mat4(-0.0595272, 0.05165694, 0.17036733, -0.019590864, -0.017012816, 0.20802979, -0.036727592, 0.0039354274, 0.013841891, 0.09793644, 0.053500295, -0.08375709, 0.07436116, -0.123924114, 0.13592327, -0.17214386) * go_2(0.0, -1.0);
result += mat4(-0.055947073, 0.07011482, 0.013577148, -0.1658796, -0.04328695, -0.17159998, 0.028221646, -0.032955963, 0.17267641, -0.029342541, -0.010461821, 0.15006398, -0.09205043, 0.20772073, -0.16671306, -0.12559414) * go_2(0.0, 0.0);
result += mat4(0.09860994, 0.21397981, 0.11715738, -0.047943972, 0.1284329, 0.08067804, -0.26018474, -0.16460776, 0.078657456, -0.06347525, -0.084702656, -0.08876526, 0.057452347, 0.12350108, -0.25147486, 0.067464665) * go_2(0.0, 1.0);
result += mat4(-0.02414774, -0.006014789, -0.16124673, -0.054590844, -0.030734671, 0.05109599, 0.11864468, -0.08336728, -0.011760623, 0.13827185, 0.07961881, -0.072460175, 0.01413179, 0.06742306, -0.16664205, -0.0798058) * go_2(1.0, -1.0);
result += mat4(0.07386209, 0.14170863, -0.06210615, 0.015531488, 0.00057893473, -0.0005763593, -0.073126875, -0.011790491, 0.013979303, 0.06740013, -0.023359954, -0.029758057, 0.066769704, 0.014488505, 0.0041438905, 0.061225288) * go_2(1.0, 0.0);
result += mat4(0.0069554485, 0.09764331, -0.0054218043, -0.2010452, 0.008887486, -0.017118184, -0.1340303, -0.027957728, 0.11632277, -0.03217801, -0.23497035, -0.036167137, -0.025200771, 0.005581373, -0.06958951, -0.07536721) * go_2(1.0, 1.0);
result += mat4(0.09321626, 0.12615682, 0.055691253, -0.090341516, 0.07008738, 0.00052956014, 0.08390906, -0.0031441932, -0.08124622, 0.008632992, -0.014327739, 0.06672952, 0.0031601167, 0.066681944, 0.22517303, -0.099632345) * go_3(-1.0, -1.0);
result += mat4(-0.09289536, -0.043043956, -0.05214391, -0.11719125, 0.00853943, 0.11287393, 0.09500855, -0.12966141, 0.18431212, 0.0748805, -0.046230618, -0.027745726, -0.18148296, -0.106141314, -0.0027885837, -0.02043344) * go_3(-1.0, 0.0);
result += mat4(-0.03763392, 0.11262269, -0.09432367, 0.087762475, 0.057269823, 0.005517798, 0.22757046, -0.04987115, 0.19129716, -0.03763542, -0.01590417, -0.039666392, -0.24493358, 0.04882048, -0.09947371, 0.10563259) * go_3(-1.0, 1.0);
result += mat4(0.093612835, 0.10622373, -0.010965033, -0.18060082, 0.050502308, 0.035397053, -0.074155636, 0.05722512, -0.08370328, 0.17707741, 0.11072773, -0.15585034, -0.05549326, 0.1031897, -0.10707569, -0.09843548) * go_3(0.0, -1.0);
result += mat4(0.19249113, 0.004272997, -0.11301988, -0.059472203, 0.16710956, 0.1320019, -0.010074136, 0.049597714, 0.11807218, -0.21680427, 0.18643682, -0.25256965, 0.054952204, -0.10841805, 0.008303385, 0.16246659) * go_3(0.0, 0.0);
result += mat4(0.12461618, 0.018174525, 0.11908521, -0.10700156, 0.006157429, -0.091230884, 0.08522994, -0.016037822, 0.09602615, 0.10351626, -0.12967208, 0.026805326, -0.07154254, -0.029481664, 0.21389903, 0.08344766) * go_3(0.0, 1.0);
result += mat4(-0.09969622, 0.07962598, -0.028466886, 0.050267693, -0.08045734, 0.03412841, 0.09335067, -0.013479, 0.043035932, 0.09757995, -0.28259873, 0.0020081983, 0.07462653, -0.15747115, 0.124251395, 0.076333925) * go_3(1.0, -1.0);
result += mat4(-0.035977505, 0.06003558, -0.09650363, -0.09525774, -0.16066033, 0.09775839, 0.0667778, -0.034762666, -0.0057217414, 0.065839626, 0.21028286, -0.2774071, -0.017984433, 0.03783334, -0.09587559, -0.026591627) * go_3(1.0, 0.0);
result += mat4(-0.023890898, 0.11809203, -0.1188636, -0.0012940518, 0.118897684, -9.827985e-05, -0.05622794, -0.062140178, -0.12795903, 0.05519595, -0.058305323, 0.016674206, 0.013698942, -0.08497383, 0.027362531, 0.10627308) * go_3(1.0, 1.0);
result += mat4(-0.06454933, 0.02689722, 0.010371413, 0.0634908, -0.041561414, 0.09611493, -0.06061118, 0.02602967, -0.0373284, -0.015805054, 0.05950886, -0.13804919, -0.014812459, -0.08159597, -0.09908161, -0.020315096) * go_4(-1.0, -1.0);
result += mat4(-0.06265245, -0.04897011, 0.073684655, 0.1615347, 0.0996554, -0.029503722, -0.038289137, 0.06443223, -0.015126988, -0.20464674, 0.08261881, -0.11410073, 0.06794012, -0.1282338, -0.0808648, -0.024340188) * go_4(-1.0, 0.0);
result += mat4(-0.20563951, 0.00822819, -0.0028446496, -0.037908215, -0.15417986, -0.053624943, 0.15252545, -0.066859886, -0.033749085, -0.0022916791, 0.012464019, -0.18756475, 0.028652523, -0.029153747, -0.0774323, -0.078330934) * go_4(-1.0, 1.0);
result += mat4(-0.11408609, 0.10095266, -0.09413288, 0.048672248, 0.14938189, 0.02606957, 0.10862651, 0.01836941, -0.09218335, 0.2407901, -0.038805883, -0.15219745, 0.061210256, -0.021015555, -0.018389063, -0.005998484) * go_4(0.0, -1.0);
result += mat4(-0.10569989, -0.06539472, -0.17240082, 0.01820424, 0.008560733, 0.1539287, 0.06709748, -0.045853294, 0.108150296, 0.05734132, -0.046088815, 0.248995, 0.008274402, -0.30565688, 0.12489905, 0.059402116) * go_4(0.0, 0.0);
result += mat4(-0.087341666, 0.03546864, 0.19149105, -0.03806943, 0.07624287, 0.050273992, 0.10086885, 0.12906818, 0.01114818, -0.07052573, 0.04540055, 0.029273782, 0.10898686, -0.1770709, -0.017369272, -0.016848907) * go_4(0.0, 1.0);
result += mat4(-0.058181286, -0.009246252, 0.07048362, -0.0006535902, -0.35701382, 0.231112, -0.10935989, -0.08851913, 0.027286934, 0.12029156, 0.06239391, -0.040678307, -0.092798725, -0.26335207, -0.042724196, 0.051664326) * go_4(1.0, -1.0);
result += mat4(-0.10164229, -0.0014839054, -0.021398826, -0.10823746, -0.16494614, -0.0067644184, 0.118856244, 0.12065754, 0.003400296, -0.10101892, 0.03650762, -0.009031349, 0.13758844, -0.18478121, 0.07968888, -0.09104288) * go_4(1.0, 0.0);
result += mat4(-0.008495138, 0.066670984, 0.05767939, -0.07052782, -0.014718764, 0.08614164, 0.030008111, -0.06520335, 0.02900097, -0.030700756, 0.025042165, -0.06397807, 0.006406731, -0.116308615, -0.0360389, 0.0027516233) * go_4(1.0, 1.0);
result += mat4(-0.057278417, 0.1727815, -0.07807456, -0.04727814, -0.10097372, -0.03546198, -0.032869432, 0.08689116, -0.04738872, -0.047112323, 0.02086091, -0.04105858, -0.03165431, -0.10082921, 0.15055077, -0.003025087) * go_5(-1.0, -1.0);
result += mat4(0.047094163, 0.117854774, -0.13751692, 0.25386533, -0.09068952, 0.2095612, -0.00044834684, 0.1282835, 0.1279751, -0.025870766, -0.009751841, 0.076681845, -0.079167604, 0.05592644, -0.04595776, 0.17977998) * go_5(-1.0, 0.0);
result += mat4(-0.0027239807, 0.06603127, -0.23799416, 0.0123985335, 0.025360249, -0.08612398, -0.1051835, -0.044109415, -0.09622201, 0.026738588, 0.022221094, 0.062126018, -0.10752726, -0.004420602, -0.05017027, -0.08776257) * go_5(-1.0, 1.0);
result += mat4(0.03275633, 0.14127396, -0.09341105, 0.23926768, -0.08104667, 0.025844736, -0.10298216, 0.060764167, -0.10122608, 0.08945685, 0.07788971, -0.07410643, -0.08033897, -0.23677154, -0.04966397, -0.045639224) * go_5(0.0, -1.0);
result += mat4(0.07048915, -0.106820844, 0.047254067, 0.11627385, -0.11047958, -0.027926508, 0.04498255, 0.20816003, 0.11909031, -0.0009775321, -0.18387055, -0.0018686258, -0.016878089, 0.22323456, -0.14612047, 0.022845699) * go_5(0.0, 0.0);
result += mat4(0.035804678, 0.119743, 0.1571684, -0.023207432, 0.07617338, -0.08736871, 0.05989575, -0.058365826, 0.019954713, 0.10140689, -0.09124958, -0.13218899, -0.03780429, 0.09544198, -0.039520875, -0.14930539) * go_5(0.0, 1.0);
result += mat4(0.14514346, 0.0360269, -0.054082893, -0.15789753, -0.040042885, -0.028893448, -0.09869845, 0.09966758, 0.039295428, 0.03457506, 0.024780974, 0.095122814, 0.0031860285, -0.10821901, -0.11781598, 0.01704089) * go_5(1.0, -1.0);
result += mat4(0.21498747, 0.0133230025, 0.042253625, -0.21782391, -0.1492179, 0.30398136, 0.018255081, 0.11203656, -0.03885946, 0.106861874, 0.026350034, 0.11618644, 0.084832504, -0.16322637, 0.023462294, 0.10065608) * go_5(1.0, 0.0);
result += mat4(-0.15551749, 0.14941038, 0.056670457, -0.0431253, 0.08302943, 0.01580936, -0.051593207, 0.03560764, -0.030447204, 0.075539954, -0.011442096, 0.02693397, 0.0905564, -0.014087418, -0.007015716, -0.09875941) * go_5(1.0, 1.0);
result += mat4(0.07433055, -0.030779218, 0.03334971, -0.122070454, -0.05208821, -0.056771465, -0.011534166, -0.13619904, -0.015953373, -0.013060965, -0.08053602, -0.005346061, -0.02533623, -0.046483822, -0.15184224, 0.06881467) * go_6(-1.0, -1.0);
result += mat4(-0.06786954, -0.1101747, 0.07293632, -0.072237246, -0.03891572, -0.033120476, -0.21675974, -0.01265742, -0.07152627, 0.035822228, -0.11969304, -0.008666347, -0.045399748, -0.149612, -0.08198164, 0.01729796) * go_6(-1.0, 0.0);
result += mat4(0.021353757, -0.025995912, 0.066578284, 0.04336928, 0.039536253, -0.016585456, -0.13368231, 0.12299198, -0.0013373335, -0.034165546, -0.07936003, 0.004652013, -0.042511817, 0.0019751487, 0.0011525169, -0.10085849) * go_6(-1.0, 1.0);
result += mat4(0.085357845, 0.21802829, 0.13633603, -0.09305326, -0.14289644, -0.015774531, -0.12939785, 0.021014005, 0.07054864, -0.009131392, -0.010884865, 0.08177134, 0.06213185, -0.1490639, 0.021829644, 0.025526933) * go_6(0.0, -1.0);
result += mat4(-0.02074944, 0.11732001, 0.043791592, 0.06742606, -0.112140454, 0.1183469, 0.06687539, 0.12730923, 0.0061068935, -0.07169838, -0.12619536, 0.0005274442, 0.012716505, -0.11192881, 0.068851836, 0.008492987) * go_6(0.0, 0.0);
result += mat4(0.08216468, -0.028620748, -0.055371143, 0.020594567, -0.05292034, -0.10408585, -0.04820471, 0.051627148, 0.036886677, -0.107644394, -0.020397794, 0.047485292, 0.079070546, -0.10276452, 0.19232683, -0.15654457) * go_6(0.0, 1.0);
result += mat4(0.12678936, 0.16351469, -0.0037196553, -0.08318541, -0.034772478, -0.051339243, -0.045463465, 0.12652434, 0.22918625, -0.043803692, 0.14724569, 0.047499433, 0.016458863, 0.11427085, 0.077913724, -0.062115736) * go_6(1.0, -1.0);
result += mat4(0.07971772, -0.021838864, -0.033015456, -0.07201285, -0.09160904, 0.16611984, -0.079225585, -0.063700624, 0.13366704, -0.17928718, -0.17573813, -0.0084753595, 0.14407809, 0.06637059, 0.06761111, -0.040778674) * go_6(1.0, 0.0);
result += mat4(-0.051311243, -0.00047012506, 0.11295401, 0.041759036, -0.028863018, 0.0324509, -0.077564776, 0.15006386, -0.053502884, -0.034109667, 0.0017859068, 0.16114277, -0.039465405, -0.09419871, 0.06864232, -0.018261535) * go_6(1.0, 1.0);
result += mat4(-0.04087073, 0.070795655, 0.01541917, 0.11113746, 0.025174553, 0.026181301, 0.02840083, 0.004309008, 0.09485457, -0.04233083, -0.051573273, -0.07650051, -0.17544228, -0.11439118, -0.08093743, 0.18067038) * go_7(-1.0, -1.0);
result += mat4(0.0062529687, 0.15919134, -0.053404056, 0.039204787, 0.023409445, 0.012681388, 0.09090681, 0.20121421, 0.022972144, -0.0895693, 0.04895256, 0.06891674, -0.0035229125, -0.25411057, 0.037077982, -0.13036521) * go_7(-1.0, 0.0);
result += mat4(0.11477689, 0.0028072398, -0.06338895, 0.02027455, -0.08101111, 0.034853484, 0.10567918, 0.041619904, 0.11095729, -0.008229767, 0.13372917, 0.008856674, -0.08141064, -0.0959705, 0.091087684, -0.07539786) * go_7(-1.0, 1.0);
result += mat4(-0.04363737, -0.03348933, -0.05418331, 0.029407552, 0.1489491, -0.03999793, 0.08842189, 0.14542465, 0.04715493, -0.06445284, 0.05556509, 0.09696593, -0.042307585, 0.08516361, -0.2331977, -0.03857982) * go_7(0.0, -1.0);
result += mat4(0.0038425433, -0.019158881, -0.010624798, -0.044134602, -0.1695856, 0.15631394, -0.088841416, -0.1685344, 0.023059638, 0.03796117, 0.022053894, -0.027527904, -0.044638235, -0.25911215, 0.03230966, -0.05346732) * go_7(0.0, 0.0);
result += mat4(-0.09276762, 0.24963817, 0.010785759, -0.019909501, -0.097505584, 0.032170214, -0.0023418854, 0.08733382, -0.03379668, 0.100584164, -0.109995596, -0.07523249, -0.0120575465, -0.053097837, -0.13998339, -0.10185383) * go_7(0.0, 1.0);
result += mat4(-0.0127198845, -0.042109866, -0.11629171, 0.053611718, -0.002032197, -0.012943935, -0.04415516, -0.07642406, -0.08589718, -0.017162828, -0.040193867, -0.10849531, -0.013999757, 0.0002801831, -0.035648525, 0.079189576) * go_7(1.0, -1.0);
result += mat4(-0.07409691, 0.26385418, -0.012612426, 0.090933286, 0.06744317, -0.060681526, 0.10342389, 0.0905919, 0.021600742, -0.07504329, 0.07502121, -0.05556069, -5.7453726e-05, -0.005260563, 0.1823992, -0.18512331) * go_7(1.0, 0.0);
result += mat4(-0.06008137, 0.15206294, -0.044260148, 0.053141426, 0.06447088, 0.053879313, -0.019256372, -0.009678615, 0.040676076, 0.009712142, 0.1283051, -0.046193764, 0.06051764, -0.15391533, 0.007005147, -0.21769708) * go_7(1.0, 1.0);
result += vec4(0.034930106, -0.040175084, 0.0094707515, 0.026570352);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96
//!HOOK MAIN
//!BIND conv2d_18_tf
//!BIND conv2d_18_tf1
//!BIND conv2d_18_tf2
//!BIND conv2d_18_tf3
//!BIND conv2d_20_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!SAVE conv2d_21_tf
//!WIDTH conv2d_18_tf.w
//!HEIGHT conv2d_18_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.08710418, 0.07755426, -0.19372784, -0.12006015, -0.08683475, -0.051511686, -0.113844275, -0.01831389, 0.13441756, -0.18682177, -0.11446414, -0.053224254, 0.066490404, 0.15588047, 0.075582, -0.033167917) * g_0;
result += mat4(-0.20958789, 0.15148236, -0.04583152, 0.12812352, -0.00044433025, -0.13340057, -0.09522131, -0.25912568, -0.005632191, 0.2783046, 0.13194086, -0.13088284, 0.2362872, 0.0900396, 0.28009146, 0.004059817) * g_1;
result += mat4(0.10685089, -0.034242, 0.13198791, -0.1327393, 0.17671722, -0.21151659, -0.14577065, -0.20913975, 0.085521296, 0.035992414, 0.017195407, -0.10016802, 0.12933257, 0.046163887, -0.011927488, -0.23875898) * g_2;
result += mat4(-0.08416457, 0.17505676, 0.24870509, 0.06930309, -0.191712, -0.0808669, -0.015740015, 0.0652813, -0.059006322, -0.018401904, -0.036595564, -0.1605108, 0.12305627, 0.060691502, 0.1619963, 0.08043304) * g_3;
result += mat4(-0.1162042, 0.07235142, 0.074100144, 0.0062329075, 0.15629326, -0.004988086, -0.12807561, 0.2089372, -0.11417878, -0.0070988503, -0.08123769, 0.15964252, 0.1242517, 0.15018217, -0.16828871, -0.10980319) * g_4;
result += mat4(0.097435325, -0.10224905, 0.061068628, 0.22532623, -0.046067998, 0.19951521, -0.11546273, 0.10270359, 0.027507411, -0.1484107, -0.0939577, 0.08855171, -0.25780675, -0.20141928, -0.051490895, 0.06990546) * g_5;
result += mat4(-0.0502339, -0.0052296333, -0.07589294, -0.105127886, 0.006349035, 0.34075886, 0.050190937, -0.094317205, 0.097337745, -0.07065814, -0.16456902, 0.21397485, 0.022255344, -0.14672112, -0.19206822, 0.1821241) * g_6;
result += mat4(0.07189387, 0.15896799, -0.055312637, -0.012296496, 0.18629979, 0.21605793, 0.3112103, -0.053981252, 0.164744, -0.13682634, 0.28319356, 0.0054148296, 0.12050483, 0.021165732, -0.090522125, 0.019760927) * g_7;
result += mat4(-0.017540403, 0.0062772045, 0.18213348, -0.06998202, 0.042053856, -0.12266181, -0.03696476, 0.1198641, -0.4831862, -0.08289988, -0.09672259, 0.11441492, -0.19695596, -0.20243177, 0.120301224, -0.03885659) * g_8;
result += mat4(-0.012043374, -0.12636301, 0.07465572, -0.026296021, 0.21566753, 0.18964884, -0.21407917, 0.06082264, 0.16858701, 0.22547795, 0.060304616, 0.21083428, 0.2195806, 0.06386552, -0.13011286, 0.07762842) * g_9;
result += mat4(-0.048389256, 0.043716315, 0.07394857, 0.23185648, -0.22878529, 0.1262599, 0.04561782, -0.21576522, -0.11676992, 0.25556034, 0.08847371, 0.08644613, 0.026928827, 0.20417346, 0.058586314, 0.0476593) * g_10;
result += mat4(-0.001416993, -0.26372138, -0.17127669, -0.21048187, 0.14255156, -0.22319807, -0.08061204, 0.03961634, 0.023157349, 0.05760616, -0.27544355, -0.1383328, 0.15652739, 0.011641045, 0.03508059, 0.23525323) * g_11;
result += mat4(-0.23829429, 0.14674664, 0.08100075, 0.2795668, 0.18427856, 0.05980292, -0.24882336, -0.036076378, 0.08043839, -0.18109713, 0.10270382, -0.16545536, 0.086006865, 0.07463311, -0.2029149, 0.010671285) * g_12;
result += mat4(0.14745244, -0.09021049, 0.03856137, -0.24550879, 0.31875673, 0.19743665, -0.18928793, -0.022744423, 0.09933925, 0.06840095, 0.07151117, 0.16670194, -0.17345333, -0.17679518, 0.0803156, 0.1323218) * g_13;
result += mat4(-0.22606997, 0.23559661, -0.1356115, -0.16298714, -0.08236835, -0.11082772, -0.17032886, -0.36395928, 0.0076418323, 0.09497255, -0.009910129, -0.06704425, 0.118186295, -0.07905629, 0.16229996, 0.13862097) * g_14;
result += mat4(-0.05605825, 0.03226995, -0.09783728, 0.1276114, -0.03132329, 0.17624037, 0.1554618, 0.13293655, -0.14832236, 0.0038608431, -0.1074844, 0.15878479, -0.2007515, -0.15159251, -0.08711506, 0.0011561218) * g_15;
result += mat4(0.17221819, -0.13795783, 0.004547347, 0.07184666, 0.013688652, -0.05573553, -0.039471798, 0.23344308, 0.097293355, -0.042974688, 0.12051542, 0.015702134, 0.17581677, -0.052126184, -0.09377827, -0.072589) * g_16;
result += mat4(0.1141422, -0.13473512, 0.1427384, -0.0516325, -0.25478005, -0.20733416, -0.065446824, 0.017821401, -0.06606627, 0.09842118, 0.10977934, -0.08284073, -0.23268555, 0.17497909, 0.15409274, 0.1766027) * g_17;
result += mat4(0.16349804, -0.031991642, -0.03544694, 0.19030678, -0.10905752, -0.21243256, -0.1682402, -0.20092581, 0.049650017, -0.10322993, -0.056542892, -0.055122282, -0.04017231, -0.05765047, -0.11291076, -0.1375772) * g_18;
result += mat4(-0.12520963, 0.03948451, -0.1080389, -0.2411598, -0.2384441, 0.04583776, 0.05708465, -0.13598098, -0.0027632138, 0.059042323, 0.1888617, 0.049241446, 0.20129628, 0.08619466, 0.19998649, 0.3488563) * g_19;
result += mat4(0.04955111, 0.082809135, 0.0030273702, 0.027085733, -0.24155019, 0.18543921, -0.14815515, -0.07323729, -0.083096445, -0.018511815, -0.24441625, -0.042126883, 0.16707252, 0.15324517, -0.22174944, 0.20144019) * g_20;
result += mat4(-0.06967862, -0.13329996, -0.17944409, 0.01734243, 0.075320974, -0.22839668, 0.24706283, -0.08456183, 0.101465605, 0.011808895, 0.014018943, -0.020431247, 0.08659333, -0.08047589, 0.015925674, 0.00016753716) * g_21;
result += mat4(0.3392523, 0.10867626, 0.13746454, -0.035315026, 0.25138593, -0.21969056, 0.0074967514, -0.076253906, 0.040552594, -0.05231798, 0.05877078, -0.028507937, -0.31218964, 0.10618994, -0.35251832, 0.33440894) * g_22;
result += mat4(-0.18962376, 0.01081502, -0.079535306, -0.47144732, 0.277589, -0.081428155, -0.4717694, 0.02221676, -0.058384646, -0.45954156, 0.031163838, -0.16281652, 0.20378628, 0.22339214, 0.06407888, -0.03579875) * g_23;
result += vec4(-0.009340076, 0.0065150703, 0.010082239, 0.012676137);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96
//!HOOK MAIN
//!BIND conv2d_18_tf
//!BIND conv2d_18_tf1
//!BIND conv2d_18_tf2
//!BIND conv2d_18_tf3
//!BIND conv2d_20_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!SAVE conv2d_21_tf1
//!WIDTH conv2d_18_tf.w
//!HEIGHT conv2d_18_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.0200372, 0.025164925, -0.051542915, 0.17349012, 0.22963412, -0.08854868, -0.18460453, -0.009592984, 0.3433165, 0.24978307, -0.30430827, -0.53036386, -0.08970036, 0.003792772, -0.17533037, 0.05531384) * g_0;
result += mat4(-0.120206885, -0.088055685, -0.028581804, -0.029799921, 0.1553587, 0.048395723, -0.019582719, 0.25623065, -0.16238682, 0.21795171, -0.041007563, 0.2657337, -0.2737889, 0.1436563, 0.08519452, 0.051322795) * g_1;
result += mat4(-0.008416596, -0.037384458, -0.01667205, -0.113932766, -0.220761, 0.20724533, -0.039649304, -0.0017309792, 0.041707594, 0.12224719, -0.059473436, 0.09303625, 0.048647325, 0.08052407, -0.23728494, -0.36954325) * g_2;
result += mat4(-0.24027216, 0.2160822, 0.16243383, 0.14543773, -0.0690304, -0.10372756, -0.108916, 0.119548805, -0.19430643, 0.17126071, -0.07952119, -0.13491428, 0.16480479, 0.024287088, -0.12048609, 0.032947384) * g_3;
result += mat4(-0.22957891, -0.10071905, 0.13317196, 0.20797506, 0.05998575, -0.029331183, 0.18397254, -0.10808303, -0.042644747, 0.17222235, 0.29700902, -0.04193782, 0.14778145, 0.13812043, 0.118143596, -0.057448573) * g_4;
result += mat4(-0.14184432, -0.0236615, -0.17279948, 0.18716908, 0.11995038, -0.1185408, 0.1980219, 0.18067634, -0.038657866, -0.030831996, 0.33048138, -0.12548326, 0.12749283, -0.06766755, -0.17756845, -0.11182692) * g_5;
result += mat4(0.040251233, 0.010135124, 0.024763199, 0.0457518, -0.2875318, 0.084092565, 0.028671606, 0.026579974, 0.017806578, 0.048673276, -0.114675, 0.05184245, 0.03820837, -0.01438677, 0.071568385, 0.07407311) * g_6;
result += mat4(0.32025474, -0.19955283, -0.1420089, 0.05544955, 0.19069096, 0.2885597, -0.119959064, -0.056846753, -0.0062394375, 0.104673326, -0.162723, -0.017674185, -0.10826556, 0.042586546, 0.06138012, -0.03990229) * g_7;
result += mat4(-0.0050156214, -0.15407455, -0.07907167, -0.13220526, -0.017592989, 0.2021805, -0.016687173, -0.056055553, -0.101649925, 0.1281, 0.05800204, 0.43441603, -0.024814442, 0.22591786, -0.2340531, 0.10235692) * g_8;
result += mat4(0.24094208, 0.20049766, -0.03091491, 0.024811655, -0.022125067, -0.078261666, -0.08867578, -0.038298346, 0.12770705, -0.3216306, 0.18978754, -0.01107385, -0.038726375, -0.34504443, 0.49312648, 0.13409658) * g_9;
result += mat4(0.0630035, 0.12272932, 0.032202568, -0.18289864, -0.0741027, 0.050733794, 0.07594249, 0.05300468, 0.042907406, 0.24372669, -0.028120704, 0.093619086, 0.11598335, 0.101204365, -0.17834216, -0.17095858) * g_10;
result += mat4(-0.08183699, -0.07916702, -0.062332753, 0.1686114, -0.016465722, -0.0046439907, -0.025219526, 0.09196341, -0.28213915, -0.4013967, 0.2070858, 0.23499006, 0.31538546, -0.063582435, 0.17215486, -0.05670036) * g_11;
result += mat4(-0.01627626, -0.085867815, -0.044567704, -0.068304785, 0.24002759, -0.18444167, 0.051936157, -0.084095374, -0.027830267, 0.0020481357, 0.05791986, 0.15611658, 0.28899965, -0.20653085, -0.075661235, -0.14174046) * g_12;
result += mat4(-0.08468525, 0.058726486, -0.06389248, -0.01455625, 0.27516794, -0.09621903, -0.1269632, 0.021708349, 0.06876667, 0.09899092, -0.060870275, -0.036878586, 0.016620016, -0.032395374, 0.21142422, 0.114436075) * g_13;
result += mat4(0.106104285, -0.37164697, -0.16798657, -0.1352658, -0.07100603, -0.10133517, 0.026537118, -0.015494572, 0.05662935, -0.018886555, -0.007515541, 0.12669149, 0.1449747, -0.23413232, 0.22381899, -0.15549453) * g_14;
result += mat4(0.25238156, -0.019380376, -0.05552284, 0.033374626, -0.005643143, -0.020936595, -0.20558305, -0.15705742, -0.006181828, -0.1994116, -0.046375062, 0.13563119, -0.28634745, 0.0880065, -0.042301185, -0.29208398) * g_15;
result += mat4(-0.17484008, -0.021532, 0.21034543, -0.0034605127, 0.014549843, 0.1751193, -0.12673648, 0.0064667664, -0.19978295, 0.1404624, 0.06869049, -0.020720724, 0.12267954, 0.25009266, -0.20387867, -0.15889901) * g_16;
result += mat4(0.25143266, 0.17484929, 0.24925528, -0.03215604, -0.0974627, 0.15165818, 0.08267684, -0.202364, 0.24375704, -0.26883098, -0.15251026, 0.051847905, 0.10552426, 0.048911758, -0.113630824, -0.25745502) * g_17;
result += mat4(0.047861718, 0.010482632, -0.28139532, -0.18458135, -0.08900709, 0.14439812, 0.017580662, -0.086692065, 0.14848581, 0.012461116, 0.13328992, 0.1823087, 0.1341251, 0.099720836, -0.123326704, -0.1529806) * g_18;
result += mat4(-0.13218595, -0.020096691, 0.089338526, -0.050373968, -0.12718384, -0.34216353, -0.05081511, -0.100018986, -0.12318239, 0.043791108, -0.3888225, 0.11529475, 0.17406003, -0.2179613, -0.18560894, -0.16957083) * g_19;
result += mat4(0.21191274, -0.16949633, -0.04258746, -0.15323012, 0.36763668, 0.18696135, -0.035708304, 0.08924961, -0.10829788, -0.086305946, 0.18746884, 0.19478951, 0.2759173, 0.059790425, 0.029030167, 0.22933595) * g_20;
result += mat4(0.117172234, 0.2812114, -0.034787145, 0.067007184, -0.18443052, -0.01740869, 0.012421643, -0.23641962, 0.09629342, -0.122772515, -0.1556607, -0.13235089, 0.13715908, 0.11799065, -0.025866343, 0.03717886) * g_21;
result += mat4(-0.06885674, 0.20376506, 0.032389764, -0.1343853, -0.24107948, -0.2061297, -0.15523757, 0.045462113, 0.15680042, 0.24913467, -0.1266525, 0.15182254, -0.19809371, -0.11994996, 0.024678899, 0.34593883) * g_22;
result += mat4(0.08096669, 0.03794547, -0.08631197, -0.074983165, -0.19917545, 0.08625112, -0.2224293, -0.13218154, -0.16452844, 0.21913971, 0.15406418, -0.14238952, -0.23737735, -0.13383593, 0.04449909, -0.14110228) * g_23;
result += vec4(-0.047341306, -0.010470165, -0.060366448, -0.0063673723);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96
//!HOOK MAIN
//!BIND conv2d_18_tf
//!BIND conv2d_18_tf1
//!BIND conv2d_18_tf2
//!BIND conv2d_18_tf3
//!BIND conv2d_20_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!SAVE conv2d_21_tf2
//!WIDTH conv2d_18_tf.w
//!HEIGHT conv2d_18_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.16376013, -0.21462978, -0.14271215, -0.19764555, 0.004959633, 0.03559098, -0.039930187, 0.12408578, 0.073444515, -0.18976516, -0.020428572, 0.08624831, -0.13308355, 0.056589432, 0.06721722, 0.16169119) * g_0;
result += mat4(0.032759428, 0.03249251, -0.20465967, 0.07133733, 0.05343703, 0.12841259, -0.20835468, 0.09137038, 0.1938841, 0.25623104, 0.097277, 0.058534052, -0.22656159, 0.18883473, 0.011212467, -0.0037018447) * g_1;
result += mat4(-0.23469727, 0.15565057, 0.19072291, -0.1836996, 0.16059339, -0.22498783, 0.061382726, -0.20989716, 0.1775421, -0.047837425, -0.09572263, 0.103703596, -0.13672648, -0.15082708, 0.11233271, 0.22601321) * g_2;
result += mat4(0.01870386, 0.089724526, 0.09773838, 0.034003545, -0.0031496854, 0.033871237, -0.24420398, 0.007905355, -0.02449313, 0.14813906, 0.09018556, 0.12513392, 0.16733788, 0.23793064, -0.1912762, -0.13565488) * g_3;
result += mat4(0.06970355, 0.10157562, 0.14928305, 0.24936941, 0.059907116, -0.30688918, 0.081315145, -0.10862118, 0.13362534, -0.00026153796, 0.24190883, -0.06487983, 0.09340848, 0.08127848, 0.001434232, 0.067308724) * g_4;
result += mat4(-0.05588173, -0.08792639, 0.08981383, -0.13087386, -0.1401108, 0.053842388, -0.014714017, -0.16106959, -0.09377347, 0.020844752, 0.08686229, -0.046952497, 0.31264535, 0.03484944, -0.08730081, -0.006767603) * g_5;
result += mat4(0.25659466, 0.07397599, -0.059985436, 0.071429655, 0.03428176, -0.033710003, -0.16406639, -0.05580733, -0.21191816, -0.15564337, -0.07574189, -0.17225428, -0.019659676, -0.13260631, 0.05916013, -0.12107973) * g_6;
result += mat4(-0.072627656, -0.080296986, 0.034525134, -0.23515461, -0.1304861, -0.039075147, 0.3999017, -0.22840585, 0.07141298, 0.18324336, 0.054969292, -0.01635769, 0.2520213, -0.07695982, -0.023417236, 0.102722354) * g_7;
result += mat4(-0.17125753, 0.17100827, -0.31199583, -0.037970837, -0.107630424, -0.07300846, 0.07948616, -0.39042896, 0.17479163, 0.13205178, 0.11497303, -0.11652115, 0.03062989, 0.33838132, 0.14790033, 0.09507217) * g_8;
result += mat4(0.04507488, 0.35392353, 0.38684472, 0.13546394, 0.11795181, -0.19300266, -0.22795731, 0.463773, -0.12761338, -0.18098523, -0.1456463, -0.09372001, 0.28942215, 0.14363319, -0.03819802, -0.15229422) * g_9;
result += mat4(-0.12988025, 0.21170932, 0.03447564, -0.13754961, 0.087904826, 0.07837626, 0.09328843, 0.010177785, -0.3745973, 0.12749651, 0.17956547, -0.12897313, 0.19329022, -0.16939743, -0.104944855, -0.09487357) * g_10;
result += mat4(0.15901774, 0.04067448, -0.21514527, -0.077920794, -0.28198823, 0.028896367, -0.23865238, -0.0071926992, 0.28216872, -0.13635647, -0.18908545, 0.02977451, -0.25345692, 0.20820476, 0.009601449, 0.27883843) * g_11;
result += mat4(-0.037589654, -0.36836734, -0.17160638, -0.21136808, -0.18195882, -0.18352132, -0.13808772, 0.08068677, -0.015797919, -0.19405758, 0.16463257, -0.10353348, -0.0113609, -0.14714903, -0.15443285, 0.04489155) * g_12;
result += mat4(-0.21718445, 0.0059077847, 0.19859529, 0.13535082, -0.16072561, 0.19556482, 0.1523886, 0.1251762, -0.0034070462, -0.035521794, 0.034417186, -0.306561, -0.10835829, -0.07181185, 0.036284324, -0.0031866753) * g_13;
result += mat4(-0.10943835, 0.10428341, -0.06992764, -0.120998256, -0.008993865, 0.05821091, 0.06261459, -0.06388792, -0.028256107, 0.003925002, 0.25350967, -0.13623622, 0.084879614, 0.19291006, 0.06272194, -0.22010769) * g_14;
result += mat4(-0.0457065, -0.059411805, -0.17807458, 0.09876963, 0.024583695, -0.116159014, -0.105639346, 0.028582737, 0.08507421, -0.121634774, 0.15567276, -0.08701447, 0.035207976, -0.037749242, -0.11775162, 0.25025365) * g_15;
result += mat4(0.18185188, -0.07264863, 0.077263445, 0.21976566, 0.14656045, 0.047771394, 0.06685994, -0.08333337, 0.0017449517, -0.16983587, 0.14909369, -0.13025558, -0.06653938, -0.01429911, 0.032135215, 0.25310838) * g_16;
result += mat4(0.042382054, 0.2682427, 0.01764835, -0.14447007, -0.2280379, 0.045982208, 0.075665936, -0.010963417, 0.07917052, 0.20231707, -0.022708723, -0.04420749, -0.017431455, -0.4536474, 0.050049998, -0.10083379) * g_17;
result += mat4(0.042559944, 0.08244448, 0.20654662, -0.18008594, -0.1978152, 0.089204244, 0.09919466, 0.081702396, -0.030112466, -0.28072456, 0.20105025, -0.081957966, 0.048123248, -0.024997404, 0.07762149, 0.067282006) * g_18;
result += mat4(0.077762015, -0.0710356, 0.06286203, 0.090047225, 0.1062697, -0.033291563, -0.032123826, 0.031537674, 0.15810831, 0.0884716, -0.12753096, 0.017839061, 0.42752337, -0.09349916, -0.06481517, -0.07046963) * g_19;
result += mat4(-0.15118897, -0.25734478, 0.31358278, 0.1805141, 0.17088307, 0.18794382, 0.28021103, -0.34057355, -0.030835107, -0.0079853125, -0.26573807, -0.28082734, 0.0044963094, -0.020050643, 0.11479064, -0.11732869) * g_20;
result += mat4(0.30385575, 0.25909582, -0.052579727, 0.1515613, -0.082644455, -0.09668368, -0.077442855, 0.095288195, 0.004760802, 0.07587048, 0.05381485, 0.10933668, -0.25176695, 0.14999786, -0.02548245, 0.12480703) * g_21;
result += mat4(-0.12200806, -0.03346429, 0.040096015, -0.0104450155, -0.04190287, 0.15631595, 0.24532063, 0.067783296, -0.044785816, -0.17835703, 0.07349294, -0.23587738, 0.28926384, 0.020304382, -0.19058007, -0.24528348) * g_22;
result += mat4(0.14653356, -0.09399811, 0.17405438, 0.11741997, 0.1707656, 0.17793506, 0.419244, 0.36248252, 0.19333729, -0.09478834, -0.031501323, 0.3489942, 0.17111845, -0.05753778, -0.033362497, -0.20234007) * g_23;
result += vec4(-0.098978624, -0.013715648, -0.067908, -0.00071062305);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96
//!HOOK MAIN
//!BIND conv2d_18_tf
//!BIND conv2d_18_tf1
//!BIND conv2d_18_tf2
//!BIND conv2d_18_tf3
//!BIND conv2d_20_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!SAVE conv2d_21_tf3
//!WIDTH conv2d_18_tf.w
//!HEIGHT conv2d_18_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0))
#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.099412, 0.018248364, -0.13228352, 0.4672803, 0.034476146, -0.1978014, -0.11049704, -0.27439678, -0.060605004, 0.110746264, -0.051524, -0.1361938, 0.009921265, 0.23397371, -0.07823562, 0.012807971) * g_0;
result += mat4(-0.057887197, -0.16899316, -0.097910166, 0.27173346, 0.048372928, -0.09819956, 0.2760085, 0.09113153, -0.25055817, 0.10803364, -0.32569218, 0.018657776, 0.10861732, 0.25150824, -0.12217984, 0.14836118) * g_1;
result += mat4(-0.23982282, 0.16482148, 0.042845722, 0.26944172, 0.03479865, 0.26460785, 0.29936558, 0.26309288, -0.03825185, 0.16846797, 0.11344883, 0.097732104, 0.011267582, 0.06025005, -0.017220326, -0.14788473) * g_2;
result += mat4(-0.07698723, 0.31528163, 0.018389257, 0.32013643, -0.17028578, 0.10416205, 0.14160097, 0.07994368, -0.21445467, 0.065764554, -0.010799837, 0.12783599, 0.16091037, -0.041146606, 0.06914886, 0.23852104) * g_3;
result += mat4(-0.21730243, 0.0005364685, -0.06843196, -0.18304375, -0.0838743, 0.06591937, -0.119132325, -0.12775517, -0.14532626, 0.035126243, -0.014109256, 0.11822324, 0.08915501, -0.048738454, 0.017610341, -0.17118132) * g_4;
result += mat4(0.066193976, -0.08082204, -0.119381346, -0.38606662, -0.018930387, 0.08734439, -0.080338374, -0.10179199, 0.28592992, -0.038777832, -0.02912025, -0.13968153, 0.1751963, -0.10257253, -0.02308871, 0.103588775) * g_5;
result += mat4(-0.015369136, 0.043419622, -0.09212257, -0.09099887, 0.17050241, 0.017557086, -0.09919063, 0.2121736, 0.13851827, -0.09521062, 0.31105414, -0.21121062, -0.16483651, -0.05569374, 0.15418938, -0.046936) * g_6;
result += mat4(0.1726453, 0.32175332, -0.2238786, -0.038357526, -0.057416882, 0.1856948, -0.15019979, -0.07717308, -0.05847253, -0.05986613, -0.09415613, 0.06858027, -0.4783783, -0.024743836, -0.039746255, 0.030463157) * g_7;
result += mat4(-0.13700408, -0.021685323, -0.1302628, -0.08178966, 0.050457038, 0.052361347, -0.3721997, 0.1799716, -0.33779272, -0.2478128, -0.11195146, 0.03438403, -0.0769632, -0.01370984, 0.358675, -0.016251782) * g_8;
result += mat4(0.18463574, -0.32811102, 0.09035979, -0.15944754, -0.01858092, -0.12055925, 0.11789398, -0.24762204, 0.19556394, 0.3658605, 0.0063217054, 0.13560002, -0.0031609968, -0.092887774, -0.11317696, 0.1688745) * g_9;
result += mat4(-0.18825243, -0.057770394, 0.13403799, 0.15150245, -0.0184938, -0.16399476, -0.20233853, -0.15256546, -0.012932695, -0.006998052, -0.27886555, -0.1801957, 0.005736763, -0.16826138, -0.11622382, 0.009515264) * g_10;
result += mat4(0.21212149, 0.025956135, -0.076748274, 0.081390835, 0.10770965, 0.14706889, -0.03222262, 0.02229013, 0.111733, 0.27851826, -0.06712574, 0.14247932, -0.21986732, -0.04752835, 0.18228333, -0.13603105) * g_11;
result += mat4(-0.09660765, 0.1315258, 0.17911027, 0.11740451, -0.097255416, 0.060639273, -0.093187824, 0.02105227, -0.07707017, 0.089799285, -0.015904067, 0.1251983, 0.0164978, 0.12589863, 0.10049757, -0.2215788) * g_12;
result += mat4(-0.019633045, 0.08128165, -0.21685003, 0.12429716, 0.21384989, 0.28713462, 0.36082667, 0.066602774, -0.20333257, -0.22721171, -0.272673, -0.0440037, -0.22458526, -0.100124046, 0.042302642, -0.10875494) * g_13;
result += mat4(0.12793371, -0.019439168, 0.16232544, -0.27688906, 0.072149724, -0.2702213, 0.10965313, -0.23709685, -0.024219394, -0.17060119, -0.09893195, -0.06776005, 0.2715758, -0.03232274, -0.04255475, -0.37065327) * g_14;
result += mat4(-0.32041374, -0.074793965, -0.036865823, -0.02918251, -0.017197197, 0.16684239, 0.025243908, -0.07547195, 0.13938503, 0.055163417, -0.011429674, -0.13055529, -0.20067081, -0.18778045, -0.11177742, 0.092909254) * g_15;
result += mat4(0.14335759, -0.074887894, -0.097555235, 0.20072718, 0.026916051, 0.074796274, -0.040159326, 0.13532946, -0.074374124, -0.1852574, -0.26057327, -0.13128847, -0.08296219, -0.14694557, 0.110786796, 0.013070258) * g_16;
result += mat4(-0.32044858, -0.063347876, -0.23396221, -0.21997774, 0.26588383, 0.028225997, 0.01708149, -0.24854802, -0.05019675, 0.18214068, 0.13636373, 0.25459006, 0.03579004, -0.13517296, 0.018898118, -0.16877192) * g_17;
result += mat4(-0.07525496, 0.14939371, 0.17912684, -0.08323159, 0.10446684, -0.04631436, -0.02372887, -0.033120833, -0.04439999, 0.26327297, -0.0050649103, 0.0598028, 0.24129944, 0.042389676, 0.014767951, 0.005455403) * g_18;
result += mat4(0.20534733, -0.04825815, -0.16734582, 0.12407057, 0.12095892, 0.113786094, -0.031531718, 0.09064296, 0.23715405, 0.12641983, 0.25125253, 0.13647586, 0.05642747, 0.21420534, -0.021030078, 0.0067664357) * g_19;
result += mat4(-0.19284865, 0.016823744, 0.035537027, 0.08619851, -0.4948977, 0.34391722, -0.22931114, 0.14890936, 0.052512612, 0.037328973, -0.09397819, 0.04763624, -0.14281563, -0.07775558, 0.041917272, -0.24072154) * g_20;
result += mat4(-0.016150191, -0.27570885, -0.043972906, -0.15360864, 0.12333279, -0.16048594, 0.19867133, -0.11443874, 0.0046046698, -0.08360428, -0.14277548, 0.09461427, 0.20481633, -0.07163476, -0.110096864, -0.2062863) * g_21;
result += mat4(0.013339331, 0.039179143, -0.18245237, -0.29612786, -0.25390434, 0.06809853, 0.003070957, -0.11978623, -0.26271898, -0.18589073, 0.14316171, 0.1990445, 0.17755853, 0.056225445, -0.06782714, 0.29821777) * g_22;
result += mat4(0.020388031, -0.09590241, 0.006317689, -0.17690729, 0.30927724, -0.3388045, -0.31306866, 0.027354693, 0.4423801, -0.16751811, -0.008609924, -0.08048698, 0.20227478, 0.0663151, 0.07970592, 0.055658944) * g_23;
result += vec4(0.008592977, -0.044200934, -0.05895498, -0.02388236);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_21_tf
//!BIND conv2d_21_tf1
//!BIND conv2d_21_tf2
//!BIND conv2d_21_tf3
//!SAVE conv2d_23_tf
//!WIDTH conv2d_21_tf.w
//!HEIGHT conv2d_21_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_21_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.09131138, 0.033908423, 0.06402078, 0.11773138, 0.1943823, -0.15592197, -0.13471745, -0.08529886, 0.06670752, -0.098241374, 0.12521602, -0.08512277, 0.1683658, 0.03740529, 0.037400503, -0.05727949) * go_0(-1.0, -1.0);
result += mat4(-0.03644541, -0.040736966, -0.11249786, 0.11850314, 0.32783642, 0.00519888, -0.042442005, 0.06894669, -0.047855087, 0.14549308, -0.025135789, 0.116999514, 0.13979697, -0.14902762, 0.06489305, -0.03388391) * go_0(-1.0, 0.0);
result += mat4(-0.023465028, 0.025934102, 0.09511252, -0.084230386, -0.1606496, -0.02123527, -0.20048198, 0.12044697, -0.2775636, -0.058961913, -0.14377111, -0.057033725, 0.082422875, -0.118948884, 0.008090666, -0.124874555) * go_0(-1.0, 1.0);
result += mat4(0.11534857, 0.012932089, 0.07273674, -0.09807298, 0.06973694, -0.07309513, -0.06061797, -0.014805921, -0.17324777, 0.1589084, -0.300336, 0.011933996, 0.20000152, 0.054015145, 0.02382139, -0.012143371) * go_0(0.0, -1.0);
result += mat4(0.05282883, -0.063555785, 0.2140791, 0.045857526, -0.09551571, -0.021092935, -0.030398421, 0.079699315, 0.27740473, 0.12863821, 0.11814711, -0.24691874, 0.0820826, -0.0122578805, 0.07135231, -0.14403847) * go_0(0.0, 0.0);
result += mat4(-0.13553837, 0.030967671, 0.058927957, -0.05810357, 0.08453746, 0.1595707, 0.096559994, -0.06876099, 0.28936404, -0.20720041, 0.0921518, -0.06055625, 0.19537878, -0.027162874, 0.17818171, -0.16391847) * go_0(0.0, 1.0);
result += mat4(-0.04569781, -0.009677751, 0.09629714, 0.16671604, 0.16229568, -0.09440705, 0.0773015, -0.094926424, 0.029782036, 0.07475886, -0.11624012, 0.102057815, -0.1621821, 0.0556299, -0.0009157474, 0.07957986) * go_0(1.0, -1.0);
result += mat4(-0.086193435, 0.0050304797, 0.237151, 0.085645474, -0.09659096, -0.06742485, 0.045208316, -0.09497162, -0.1326794, 0.08950495, 0.101273924, 0.23780954, 0.10114795, 0.16358292, -0.04790394, -0.020107236) * go_0(1.0, 0.0);
result += mat4(-0.04450685, -0.032620404, 0.041148815, 0.025766535, 0.04599292, -0.08062297, -0.07056962, 0.15501104, 0.018098447, -0.056441948, -0.0082316445, 0.009804846, -0.036104303, -0.22376746, 0.050941933, 0.019282423) * go_0(1.0, 1.0);
result += mat4(0.017053317, -0.17366727, 0.0041483818, -0.030205533, 0.09859452, 0.0518556, 0.0133445915, -0.08444114, -0.28370312, -0.13151783, 0.31044328, 0.111910336, -0.032361325, -0.01770337, -0.010704456, 0.0144173745) * go_1(-1.0, -1.0);
result += mat4(-0.12795548, -0.19439028, 0.11518335, 0.03526096, 0.047590613, -0.09982341, 0.17033744, -0.10617614, 0.09882225, -0.18019329, 0.16787401, -0.126714, 0.18646127, 0.029379264, -0.09348745, 0.1027056) * go_1(-1.0, 0.0);
result += mat4(-0.009432709, 0.014073133, 0.07751331, 0.0007941653, 0.01451177, -0.016895872, 0.18490177, -0.17758124, -0.03889537, -0.2542268, -0.10398249, 0.026144411, 0.040533677, 0.16211097, -0.03735617, 0.14508058) * go_1(-1.0, 1.0);
result += mat4(-0.073385045, -0.08633009, -0.012349179, 0.135039, -0.12819883, 0.108412564, 0.031421386, -0.15841225, 0.37309644, -0.3381479, 0.298765, 0.024899099, 0.18251772, 0.2509419, -0.22062813, -0.024837602) * go_1(0.0, -1.0);
result += mat4(-0.06883072, -0.1503742, 0.052868135, -0.043145224, -0.113911405, 0.06986772, -0.20423973, -0.13115147, 0.03548683, 0.15488684, 0.048954308, 0.31241676, 0.1041569, -0.0075826123, -0.096361734, 0.19196175) * go_1(0.0, 0.0);
result += mat4(0.047116484, -0.13105369, 0.055510826, -0.041513115, -0.06750568, -0.14283523, -0.16356061, -0.08123268, -0.006748819, -0.017072774, -0.017939035, 0.1346046, -0.13200043, 0.19815323, 0.029375095, 0.058383178) * go_1(0.0, 1.0);
result += mat4(-0.075882465, -0.07738514, 0.017256761, 0.027561456, -0.0030985356, 0.11494044, -0.23481496, -0.0407894, 0.089194834, -0.3295602, 0.1349374, 0.024026528, -0.040600736, -0.019277403, -0.23993303, 0.070719585) * go_1(1.0, -1.0);
result += mat4(0.15384857, -0.1404684, -0.08192259, 0.22059244, -0.056343608, -0.07680841, -0.028091991, 0.018050734, -0.06448074, -0.15879273, 0.05624588, 0.17439762, -0.15651157, 0.060068816, -0.022861151, -0.12604229) * go_1(1.0, 0.0);
result += mat4(0.036010202, 0.006490351, 0.11859712, -0.059950985, -0.032708675, -0.21403344, -0.041310433, -0.09917238, -0.15357764, 0.061698433, 0.048517, 0.1609773, 0.06535186, -0.17659064, -0.16361596, 0.03786077) * go_1(1.0, 1.0);
result += mat4(0.1510972, -0.03487374, 0.053542916, -0.07919296, 0.11544643, 0.01139448, 0.17608707, -0.2567972, -0.03395201, 0.1396058, 0.11766402, -0.02940849, 0.2797734, 0.040067323, -0.07184705, -0.08410531) * go_2(-1.0, -1.0);
result += mat4(0.3535709, -0.3131969, 0.20586847, 0.0059938114, 0.018430991, 0.17028253, -0.15251099, 0.0781781, -0.24678783, 0.0091668675, 0.17472872, 0.09348784, 0.15651587, 0.082479276, 0.09133184, -0.010763655) * go_2(-1.0, 0.0);
result += mat4(0.102569126, -0.39770702, 0.009020254, 0.015216178, 0.027688032, 0.14120215, 0.097465165, -0.023531476, 0.021813387, 0.037395973, 0.07099101, -0.018405994, 0.19843963, 0.1314482, -0.07058213, -0.16315302) * go_2(-1.0, 1.0);
result += mat4(-0.0022617867, -0.011069732, -0.020649603, 0.013124551, 0.19050135, -0.020224325, -0.16795257, -0.039424885, 0.15197875, -0.15806125, 0.09604692, 0.05569294, -0.03755315, 0.02522338, -0.06173222, 0.12598173) * go_2(0.0, -1.0);
result += mat4(-0.07598657, 0.19927181, -0.08278574, -0.26276442, 0.15123075, 0.13646364, 0.20835224, -0.20013718, 0.099280365, 0.03925767, 0.030458648, 0.085807234, -0.02627184, -0.005727388, 0.14358924, 0.17159012) * go_2(0.0, 0.0);
result += mat4(0.07014556, -0.12877329, 0.14059919, -0.1535854, 0.03571712, 0.16899629, -0.017528472, 0.27891418, -0.02036702, -0.0625575, -0.06368575, 0.057756003, -0.13453323, 0.27671248, 0.004629296, -0.26900387) * go_2(0.0, 1.0);
result += mat4(-0.06847566, -0.21366367, -0.039819483, -0.027131073, 0.30385053, 0.027070398, 0.050060987, 0.22837809, 0.035667785, -0.038031258, 0.002818757, 0.077267155, 0.003597696, 0.1531482, -0.058937583, 0.009182411) * go_2(1.0, -1.0);
result += mat4(-0.16412063, 0.0954355, -0.13111196, -0.0010777399, 0.124151364, 0.13577148, 0.117423296, 0.07165251, 0.045134697, 0.006139977, 0.10442549, 0.18485071, 0.23051512, 0.03836801, 0.13989983, 0.15473667) * go_2(1.0, 0.0);
result += mat4(-0.17817432, 0.06480376, -0.052858084, -0.0685316, 0.050766367, 0.18178764, 0.054162186, -0.23053114, -0.07155077, 0.08317291, 0.08087355, 0.11692418, 0.17209543, 0.07348017, -0.019608062, 0.047815118) * go_2(1.0, 1.0);
result += mat4(0.05242205, -0.05213162, 0.17836288, -0.027634641, 0.11689667, 0.16717364, 0.10070081, -0.020730542, -0.03840858, 0.22093919, 0.086223215, -0.12441894, -0.04431571, -0.16067247, -0.00534175, -0.17543635) * go_3(-1.0, -1.0);
result += mat4(0.0037269965, 0.038231213, -0.06994185, -0.16372295, 0.03060376, -0.15052626, 0.19193533, 0.20571958, 0.14663228, 0.046056807, -0.013436354, 0.30891243, -0.05121337, -0.14922823, -0.038022388, -0.38717356) * go_3(-1.0, 0.0);
result += mat4(-0.24040397, 0.06540199, -0.08115575, -0.1086239, 0.16053584, -0.07767291, 0.09287401, 0.03635286, -0.068610564, -0.08793643, -0.022505488, 0.0021461847, 0.14514421, -0.05938948, -0.070294835, -0.15001974) * go_3(-1.0, 1.0);
result += mat4(-0.14725754, 0.1766625, -0.049569584, -0.03776424, -0.070841715, -0.1235983, 0.28747836, -0.071502686, 0.08114895, -0.018539542, 0.14620744, 0.012727906, 0.05387464, -0.03048568, -0.020431526, -0.19388756) * go_3(0.0, -1.0);
result += mat4(-0.026303306, -0.025468629, -0.15062398, 0.114179656, 0.019424522, 0.11645826, -0.054830663, 0.078278676, 0.17537925, -0.27309817, 0.085727856, 0.17053008, -0.009340296, -0.32924372, -0.13124111, -0.025490649) * go_3(0.0, 0.0);
result += mat4(-0.042400144, -0.049280033, -0.12039706, -0.17957337, -0.14830892, 0.1251945, 0.23149583, 0.28181273, -0.14767516, -0.14848503, 0.14360987, 0.16052951, -0.074891195, 0.06248858, 0.055073753, 0.04758557) * go_3(0.0, 1.0);
result += mat4(-0.09363487, -0.1045394, 0.0017166267, -0.12985104, 0.015910368, 0.102758124, 0.14058472, -0.2664263, -0.037670832, -0.38395768, 0.21591122, 0.020808058, -0.21803327, -0.1312806, -0.017887505, 0.020433053) * go_3(1.0, -1.0);
result += mat4(-0.05004401, -0.09497019, -0.027566075, 0.113181084, 0.07103934, 0.2734206, -0.03059386, -0.0332269, 0.102268346, 0.008209988, 0.35907993, -0.06962411, -0.018797243, -0.10854897, -0.047280792, -0.17607129) * go_3(1.0, 0.0);
result += mat4(0.057423804, -0.09471347, -0.014889988, -0.16183464, -0.120575145, 0.087070495, 0.06833499, -0.09479741, 0.03847108, 0.10778999, 0.056107424, -0.23145913, 0.024419997, 0.103265956, -0.08921305, -0.09757912) * go_3(1.0, 1.0);
result += mat4(0.13384978, -0.079113975, 0.2673455, -0.001388325, 0.09020357, -0.031004086, -0.06706532, -0.09712962, 0.006595455, -0.07330424, 0.027356524, 0.05175056, -0.0071680583, -0.17523831, -0.2500806, 0.068184644) * go_4(-1.0, -1.0);
result += mat4(-0.010806503, -0.087054394, 0.01247482, -0.049433894, 0.24250141, -0.012302364, -0.09836663, -0.010441689, -0.01736698, 0.06227692, -0.08207885, -0.08397307, 0.10839543, 0.0582591, 0.10652411, -0.1263973) * go_4(-1.0, 0.0);
result += mat4(0.051801708, 0.10008741, 0.085652865, 0.03317883, -0.011784595, -0.09476136, -0.060254402, -0.03993118, 0.15938812, -0.036154263, -0.023724914, 0.023072388, -0.1830834, -0.16257459, 0.011939983, -0.019817753) * go_4(-1.0, 1.0);
result += mat4(0.009384002, 0.22132717, -0.10790506, -0.13403648, -0.12867084, 0.0170318, -0.26573703, 0.15219554, 0.05208657, 0.028437164, -0.0075094504, 0.16358465, -0.25728798, -0.14209302, -0.090628594, -0.020266641) * go_4(0.0, -1.0);
result += mat4(-0.105271295, -0.08334642, 0.066386715, -0.08532908, 0.034230784, 0.003183763, -0.061057337, -0.08763742, -0.017104378, 0.06903514, 0.00011934939, 0.18061033, -0.11321395, -0.13238335, 0.02217801, 0.16734014) * go_4(0.0, 0.0);
result += mat4(-0.054016914, -0.3251611, 0.10844312, 0.06809114, -0.026177978, 0.03295877, -0.25813127, -0.13190097, 0.1646799, 0.10207205, -0.070685804, 0.060001995, 0.11520876, 0.017403806, -0.13937482, -0.0474489) * go_4(0.0, 1.0);
result += mat4(0.2081571, 0.05452599, 0.08682483, -0.0080074575, -0.20034009, 0.041490223, -0.13525641, -0.08825766, 0.11166498, 0.05461938, 0.062119294, 0.07054797, 0.28615478, -0.10186286, 0.039416775, -0.09058381) * go_4(1.0, -1.0);
result += mat4(-0.002028956, 0.13792294, 0.052321367, -0.10081957, -0.10832031, 0.14681582, 0.034581225, 0.28766856, -0.12628017, 0.22492304, 0.12147461, -0.117368974, -0.09258678, -0.107831135, -0.091728576, 0.056776278) * go_4(1.0, 0.0);
result += mat4(0.09331942, 0.10814952, 0.17062774, -0.07358676, -0.1413653, 0.043760024, -0.022969319, 0.09290279, 0.022235138, -0.105375476, 0.03461203, -0.018847216, 0.016480181, -0.022482162, -0.13637148, 0.19234383) * go_4(1.0, 1.0);
result += mat4(0.02810646, -0.031316705, -0.0178568, -0.14513317, 0.15981704, -0.039926987, 0.17865102, 0.11936641, 0.08213655, -0.0325407, -0.1515291, -0.12928765, 0.011806648, -0.16914015, -0.004875871, 0.106102616) * go_5(-1.0, -1.0);
result += mat4(-0.13184357, 0.061656546, 0.060945187, -0.105421364, -0.037199628, 0.11896752, -0.060773082, 0.045614343, -0.08332208, -0.049595445, 0.09597651, -0.30532154, 0.15812595, -0.042516127, 0.18399784, 0.16094239) * go_5(-1.0, 0.0);
result += mat4(-0.33316278, -0.011284583, -0.16349995, -0.027859828, -0.0265469, 0.11809671, 0.010981738, 0.14738315, 0.06092039, -0.14193222, 0.1506528, -0.07094368, -0.024454627, -0.015645336, 0.034780208, 0.049217694) * go_5(-1.0, 1.0);
result += mat4(0.107179366, 0.07066249, 0.029978203, 0.04064619, 0.14367694, -0.0707521, -0.043202203, -0.07755337, -0.1414949, -0.075680286, 0.07212854, -0.10426819, -0.053450912, -0.036483523, -0.088566504, 0.023040567) * go_5(0.0, -1.0);
result += mat4(-0.07250885, -0.024153208, -0.15135773, -0.12738611, -0.13865541, 0.2558854, -0.062863655, 0.026076516, -0.11330215, -0.1421894, 0.078908496, 0.09536156, 0.09768448, -0.040809087, -0.01081564, 0.12752384) * go_5(0.0, 0.0);
result += mat4(-0.007411453, -0.26306254, -0.09460912, -0.1274183, 0.17549448, 0.10265319, 0.1523632, 0.00567592, -0.010893677, -0.015474816, 0.00347949, 0.06572276, 0.103830785, -0.11260262, -0.1559419, 0.01961365) * go_5(0.0, 1.0);
result += mat4(-0.27802208, 0.06816621, -0.03126256, 0.09541582, -0.027612302, -0.13786513, -0.01970176, 0.14447582, -0.027928956, 0.035179827, 0.08529638, 0.0041394024, -0.115290634, 0.009893316, -0.06947281, -0.12085376) * go_5(1.0, -1.0);
result += mat4(-0.15621363, 0.027770502, 0.22415419, -0.008533331, -0.07490461, 0.063894406, 0.07851438, -0.10022149, 0.037019495, -0.18932734, -0.054964032, -0.019382603, -0.061845765, -0.0727259, -0.07052952, -0.017668312) * go_5(1.0, 0.0);
result += mat4(0.062352043, -0.16134496, -0.11203861, 0.028929278, 0.03922491, -0.03502952, -0.23796257, -0.15868919, -0.009224885, 0.08150161, 0.16375063, 0.05467114, 0.0034257919, 0.020632897, 0.029710175, -0.051271148) * go_5(1.0, 1.0);
result += mat4(-0.10077094, -0.13743052, -0.13426858, 0.02795044, -0.03258582, 0.0035150647, -0.23349123, 0.08158031, -0.14671959, -0.106468596, -0.052647196, 0.15170865, -0.077066086, -0.13687505, -0.100158766, 0.072148666) * go_6(-1.0, -1.0);
result += mat4(-0.18043056, 0.01471657, -0.14077441, -0.07036914, 0.0041728304, 0.0025488208, -0.09778906, 0.022951962, 0.03756181, -0.09718527, 0.05790759, -0.12635967, 0.13590017, -0.009978917, -0.072935194, -0.04623219) * go_6(-1.0, 0.0);
result += mat4(-0.11367442, -0.009137989, -0.2793412, -0.044882946, 0.06419393, -0.043046396, -0.15428057, -0.14217602, 0.025581103, -0.08229003, -0.020829663, 0.06563624, -0.030519947, 0.030248122, 0.03430571, -0.013708682) * go_6(-1.0, 1.0);
result += mat4(-0.2279588, -0.18872449, -0.025711812, -0.0030177163, -0.04904665, -0.012416222, -0.043616265, -0.025587335, -0.13296616, 0.04638035, 0.04678556, 0.03844558, -0.18179114, 0.09372293, -0.010590236, 0.01083938) * go_6(0.0, -1.0);
result += mat4(0.1509907, -0.0481407, 0.0733552, -0.11650966, -0.060449038, 0.045509655, -0.020972773, 0.06986917, -0.14222102, 0.011846137, -0.17001152, -0.057357326, -0.16672502, 0.04941284, -0.047788143, 0.062904075) * go_6(0.0, 0.0);
result += mat4(-0.026204882, 0.1379135, 0.07676878, 0.09819616, 0.0367303, -0.10786471, -0.0075898385, -0.07676497, -0.11037974, -0.26268724, 0.19532666, -0.07363598, -0.07052941, 0.12609297, 0.072664596, -0.05314863) * go_6(0.0, 1.0);
result += mat4(0.08999991, 0.0558405, -0.076048166, 0.02103657, -0.027882319, 0.010349208, -0.10227, -0.057416655, -0.14109646, 0.09137617, 0.014954059, -0.1576444, 0.08265091, 0.17756382, 0.009793101, 0.016993368) * go_6(1.0, -1.0);
result += mat4(0.027727338, 0.035738327, -0.050455257, 0.0270335, -0.025559573, -0.015427726, -0.083071664, 0.061004713, 0.020193916, -0.07887369, -0.02108076, 0.11720328, 0.13798134, 0.13345529, -0.14398462, -0.029060662) * go_6(1.0, 0.0);
result += mat4(-0.07745766, -0.041309092, -0.17316692, 0.033977617, 0.15394445, -0.16951908, -0.0063321716, 0.080495596, -0.0017852545, -0.28805718, 0.0700991, 0.018410137, 0.003488375, 0.19910179, 0.10167056, 0.025110798) * go_6(1.0, 1.0);
result += mat4(-0.15580481, 0.020477565, 0.11532024, 0.03976763, 0.18229389, 0.1271016, 0.08770817, -0.09774775, 0.06600797, 0.01689596, 0.18700399, 0.09403785, -0.009046925, -0.01108422, 0.058958236, -0.047931902) * go_7(-1.0, -1.0);
result += mat4(0.06310476, 0.06905119, 0.018878374, 0.025518246, 0.10841674, 0.09996408, -0.024993157, -0.01841523, -0.05029303, 0.11934722, -0.038388044, 0.06257424, -0.2838227, -0.11319486, -0.06147547, 0.032279905) * go_7(-1.0, 0.0);
result += mat4(0.106864855, -0.14675911, 0.13882893, 0.15282702, 0.10262944, 0.1212188, -0.12513219, 0.09966214, 0.14789942, -0.008914957, 0.042973127, 0.07553493, -0.025540594, -0.05686568, -0.06566971, -0.0020550704) * go_7(-1.0, 1.0);
result += mat4(0.0414937, -0.107962914, 0.0866677, -0.14541091, -0.035804186, -0.03858178, -0.05039649, -0.050335135, 0.1229951, 0.19201261, 0.14003956, -0.08397869, 0.005254548, 0.0066002896, -0.077449955, 0.009956068) * go_7(0.0, -1.0);
result += mat4(-0.0063296407, 0.028561544, 0.08341632, 0.22342314, -0.01691521, 0.031374026, 0.050613165, 0.034745082, 0.032332152, 0.09849194, -0.007582172, 0.15742157, -0.041984398, -0.008867525, 0.03506499, -0.24573727) * go_7(0.0, 0.0);
result += mat4(-0.07056382, 0.0636449, 0.03233018, 0.1501561, 0.06066885, 0.11464044, 0.040849507, -0.13865003, 0.076462656, 0.12667337, 0.029632922, 0.25268108, 0.114084266, -0.17584173, 0.016733518, -0.17203353) * go_7(0.0, 1.0);
result += mat4(-0.01064123, 0.029628627, 0.027050711, -0.18520628, 0.07674622, 0.15729839, -0.030779244, -0.0634873, 0.1574134, 0.07093152, 0.07546052, -0.070630684, -0.022203514, 0.05314295, -0.061366297, -0.0079711685) * go_7(1.0, -1.0);
result += mat4(-0.07035216, 0.17515408, -0.029123412, 0.16910394, 0.08932361, 0.07208431, -0.11704755, 0.11410879, 0.036213387, 0.12823173, -0.07582252, 0.077650435, 0.06261303, -0.04147947, -0.04317352, 0.0021995064) * go_7(1.0, 0.0);
result += mat4(-0.15121935, 0.13061461, 0.0625614, 0.21688727, 0.2871471, 0.16875097, -0.10717908, 0.11702028, 0.034555722, -0.020147238, -0.10780166, -0.10345562, 0.07117743, -0.0009922339, 0.16038051, -0.015311427) * go_7(1.0, 1.0);
result += vec4(0.014096946, 0.0069551114, -0.010140134, -0.058456354);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_21_tf
//!BIND conv2d_21_tf1
//!BIND conv2d_21_tf2
//!BIND conv2d_21_tf3
//!SAVE conv2d_22_tf
//!WIDTH conv2d_21_tf.w
//!HEIGHT conv2d_21_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_21_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.10223896, -0.003962179, -0.026885005, 0.11193138, -0.13312434, -0.025076041, -0.059773684, 0.017627714, -0.011125944, 0.14110252, -0.01591333, -0.103229046, 0.06469717, 0.080973566, 0.1377451, -0.085188426) * go_0(-1.0, -1.0);
result += mat4(-0.012705599, -0.12700035, 0.1918345, -0.0019184656, -0.0847267, 0.03148527, 0.06449907, -0.076839246, -0.034566037, 0.114147305, -0.024244096, -0.07691169, 0.038501963, -0.1080852, 0.040208496, -0.06312811) * go_0(-1.0, 0.0);
result += mat4(-0.033068754, -0.10348481, -0.058994904, -0.114934064, 0.15838924, -0.010264998, -0.12799472, 0.020845814, -0.018875258, -0.08804753, 0.01602375, 0.12608516, 0.054035492, -0.07701545, 0.04347651, 0.06463367) * go_0(-1.0, 1.0);
result += mat4(0.017377479, -0.03754917, 0.024689697, -0.057927262, 0.0028631683, -0.05547405, 0.012137814, 0.02843827, -0.0352874, -0.19916151, 0.04784842, 0.21002018, 0.081276864, 0.011102207, -0.083124526, -0.031950574) * go_0(0.0, -1.0);
result += mat4(0.01873304, -0.09044405, 0.30275765, 0.08380349, 0.014064781, 0.09168157, -0.1864819, -0.0021196704, -0.07948197, -0.020107562, -0.03004029, -0.1622591, 0.071999714, 0.04594003, 0.008249409, -0.04092763) * go_0(0.0, 0.0);
result += mat4(0.019689152, -0.0032011836, -0.08279852, -0.098952815, 0.063363254, 0.041723877, -0.045762774, -0.07205901, -0.019022591, -0.003969965, 0.0026567664, -0.17724961, 0.013349725, -0.0045725764, 0.008257882, -0.067322485) * go_0(0.0, 1.0);
result += mat4(-0.012290499, 0.09406699, -0.07163798, 0.04803333, 0.06828126, -0.019982453, -0.08896813, -0.0040559024, 0.037249956, 0.01023478, 0.10625678, -0.15654735, 0.087492324, 0.08580872, -0.011420013, -0.021355275) * go_0(1.0, -1.0);
result += mat4(0.07686104, 0.09579432, -0.25340828, -0.07615695, -0.056016568, -0.120171346, -0.15931551, -0.029862411, 0.02335221, 0.011431254, -0.0030845958, -0.07218796, 0.07774282, 0.13269827, 0.04881306, -0.11035891) * go_0(1.0, 0.0);
result += mat4(0.044817206, -0.048356906, -0.16389881, 0.015139408, -0.07451794, 0.04694384, -0.02990636, -0.10855492, -0.21666275, -0.052773386, -0.25028092, -0.11746603, 0.077358045, 0.10103544, 0.08527534, -0.06464521) * go_0(1.0, 1.0);
result += mat4(0.03582138, 0.010487161, 0.0029515699, -0.110723086, 0.049549296, 0.14427675, -0.0609413, 0.06046345, 0.09253051, 0.1868415, -0.015272976, -0.11376719, -0.03537348, -0.09238331, -0.0036336356, 0.09587111) * go_1(-1.0, -1.0);
result += mat4(-0.015760727, 0.100032315, 0.0521871, -0.12693447, 0.032953065, -0.01678644, -0.022978857, 0.08453327, 0.052290775, -0.03598402, -0.03558539, 0.034810137, -0.12757197, 0.06762186, 0.1608983, 0.22212158) * go_1(-1.0, 0.0);
result += mat4(-0.025843577, -0.018167645, -0.048210423, -0.09630522, 0.037900604, 0.0091229845, -0.07650797, 0.27066034, 0.18431275, 0.09829389, -0.10438764, -0.048666675, -0.015207321, -0.13972227, -0.18127172, -0.007995113) * go_1(-1.0, 1.0);
result += mat4(-0.03881291, 0.07503142, -0.033570364, -0.045351487, -0.0022145896, 0.010733563, -0.020720467, 0.00081354816, 0.21934588, 0.09224533, -0.08031286, -0.038364504, -0.029873388, -0.25665647, 0.15941957, 0.025528809) * go_1(0.0, -1.0);
result += mat4(-0.09370064, 0.029663661, 0.012679274, -0.043068074, -0.028991526, 0.0574283, 0.056197148, -0.21286213, -0.26483896, -0.23181885, -0.2694775, 0.1776773, 0.26530752, 0.037465684, 0.131577, 0.18775755) * go_1(0.0, 0.0);
result += mat4(0.11927666, -0.017253317, -0.037208788, 0.12963869, 0.1836903, -0.05355178, -0.10927929, 0.088714115, 0.092516005, -0.055786908, -0.3765548, 0.22553508, -0.17434292, 0.07682209, -0.17492367, 0.07921552) * go_1(0.0, 1.0);
result += mat4(0.03987739, 0.21923572, -0.052704852, -0.03514489, -0.0008559233, 0.08740523, -0.038235787, 0.004649678, 0.023195285, 0.07912857, -0.3316638, -0.0018697636, -0.16311869, -0.08239248, -0.08974983, -0.061523616) * go_1(1.0, -1.0);
result += mat4(0.17971839, -0.10032153, 0.09912109, 0.11419959, -0.07862786, 0.18860018, -0.0054023685, -0.0063197673, -0.075057484, 0.11919032, 0.10870008, -0.0010593111, -0.028237697, -0.1403867, -0.15338054, -0.031212265) * go_1(1.0, 0.0);
result += mat4(-0.011073167, -0.021512758, -0.035089463, -0.02270197, 0.1203147, -0.0060833353, -0.06553638, -0.0131418705, 0.037314773, -0.11951629, -0.07282935, 0.18580095, 0.15012014, 0.04814535, -0.09726508, -0.06860187) * go_1(1.0, 1.0);
result += mat4(0.21669087, 0.013801443, 0.02671932, -0.044553265, 0.15349442, -0.0046121236, 0.032123394, -0.12168837, 0.0038842869, -0.023972327, -0.109120324, 0.050505854, -0.023916, 0.013567219, 0.1173681, -0.04551501) * go_2(-1.0, -1.0);
result += mat4(0.057128176, 0.14977872, 0.06343218, 0.06697086, 0.022058524, 0.07482639, -0.041569967, 0.14565067, -0.020313857, -0.07762924, 0.10456895, 0.27812317, 0.0072891894, -0.02010702, 0.025450159, -0.3102941) * go_2(-1.0, 0.0);
result += mat4(-0.055387553, -0.0821909, 0.020622486, -0.046749815, 0.14326937, 0.06796682, -0.12731776, -0.009783433, 0.068818465, -0.15524474, -0.06790948, -0.12209928, -0.0697275, -0.033641398, -0.037991934, 0.109325044) * go_2(-1.0, 1.0);
result += mat4(0.103576414, 0.1382662, 0.0076591466, 0.039789278, -0.00029025285, -0.04420823, -0.016814036, 0.23830856, 0.052784596, -0.042569418, 0.08211856, 0.0014383788, -0.09317573, 0.07717305, 0.034522586, 0.10883371) * go_2(0.0, -1.0);
result += mat4(0.20095795, -0.0762468, -0.122009076, -0.0019315446, 0.0342841, -0.002261875, 0.01336527, 0.037054777, 0.010654201, 0.0647512, 0.24071957, 0.03390332, 0.1840019, 0.026103802, -0.00016578182, -0.15023609) * go_2(0.0, 0.0);
result += mat4(-0.06991413, -0.20303409, 0.13652301, -0.075541444, 0.21606784, 0.06376107, -0.019836407, 0.30286798, 0.2425298, -0.17736211, 0.07770617, -0.19528265, -0.053150296, -0.059372786, -0.08591091, -0.22004424) * go_2(0.0, 1.0);
result += mat4(0.19765162, -0.0076910453, -0.04445224, 0.1611108, -0.050294112, 0.05884916, -0.0031236073, 0.06223903, 0.062324606, 0.035158884, -0.059429616, 0.09551932, 0.023106437, -0.015674893, 0.037365414, 0.13782242) * go_2(1.0, -1.0);
result += mat4(0.03288134, 0.24910542, -0.21833506, 0.034457803, 0.13643186, 0.13222183, 0.1179716, 0.21309394, 0.011414155, -0.063580126, 0.028173532, 0.015402401, 0.09219631, 0.15509954, 0.09644083, -0.004912005) * go_2(1.0, 0.0);
result += mat4(-0.122666344, -0.022612955, -0.18204625, -0.13870001, 0.13226813, -0.020959264, -0.15983039, 0.24193098, 0.009062403, 0.02852321, -0.07637169, -0.07182108, -0.063936904, -0.110338956, 0.08894499, 0.010865757) * go_2(1.0, 1.0);
result += mat4(-0.06311616, 0.032602638, 0.07815579, -0.085873865, -0.028512893, -0.10872674, 0.11407672, -0.1198108, 0.14156549, -0.26490405, -0.013681608, 0.17903471, 0.019571627, 0.08797144, 0.14598761, 0.1752151) * go_3(-1.0, -1.0);
result += mat4(0.060934067, -0.043878168, -0.03281894, 0.1515089, -0.031678505, 0.08898307, -0.09095997, -0.077509135, -0.028398534, -0.032485247, -0.07366146, -0.04646123, 0.03640116, 0.059365295, 0.0358693, 0.114865065) * go_3(-1.0, 0.0);
result += mat4(-0.00442871, 0.072429955, -0.18537655, -0.06719485, -0.09143303, -0.13743407, -0.0929156, -0.07207548, 0.03515558, -0.2056265, 0.043447953, -0.1127557, 0.14011581, -0.015595671, -0.044881705, 0.011502557) * go_3(-1.0, 1.0);
result += mat4(-0.11697889, -0.099679604, 0.031066136, 0.082590826, 0.10863569, -0.067363665, -0.20282263, -0.15688327, -0.042486712, -0.013625548, 0.048191063, -0.041503422, -0.04337012, 0.02459068, -0.119529836, -0.07766196) * go_3(0.0, -1.0);
result += mat4(-0.07818919, -0.21690421, 0.03777118, 0.020176264, -0.11963998, -0.20380595, -0.11266237, 0.10204603, -0.055295635, 0.042670958, 0.032413233, -0.29787624, -0.09695584, -0.06951056, -0.111144245, 0.27353725) * go_3(0.0, 0.0);
result += mat4(-0.074568786, -0.033846285, -0.11303718, 0.01347156, 0.13417509, -0.035141, 0.0549755, -0.055368077, 0.08586122, -0.06080446, -0.0649666, 0.034248006, 0.055422872, 0.0002444246, -0.05463847, -0.004172834) * go_3(0.0, 1.0);
result += mat4(0.043535687, 0.049146313, -0.08071237, 0.05743858, -0.009361048, -0.104187995, -0.05914457, 0.015472587, 0.051585488, 0.13609129, 0.039380804, -0.09487062, -0.029992107, 0.20127308, -0.016586518, -0.0118653355) * go_3(1.0, -1.0);
result += mat4(-0.11341038, -0.06534287, -0.00969141, 0.09842377, -0.15015216, -0.13036063, 0.16397302, -0.035185672, 0.014939415, 0.09231899, 0.0960422, 0.098402545, 0.05026251, -0.052272506, -0.07076674, 0.1017807) * go_3(1.0, 0.0);
result += mat4(0.09410467, 0.06965212, -0.050828446, -0.014842064, -0.05672778, 0.0034312159, -0.12667121, 0.08755347, -0.19107659, -0.14826727, -0.148465, 0.044678684, 0.12208376, 0.05630527, -0.09849773, 0.059570145) * go_3(1.0, 1.0);
result += mat4(-0.0056368727, -0.060553093, 0.06869724, -0.2671654, 0.074483775, -0.22439592, 0.03412359, -0.042746507, -0.00033218932, 0.029451698, -0.11889161, 0.02450455, -0.050221678, -0.036697924, 0.10979591, 0.006301693) * go_4(-1.0, -1.0);
result += mat4(0.14260219, -0.059394777, 0.008651593, -0.030021094, -0.10832626, -0.10480623, -0.051381744, 0.14397325, 0.10055106, -0.124934874, 0.071788386, -0.026599124, 0.21032484, -0.033513267, 0.15657996, -0.14035532) * go_4(-1.0, 0.0);
result += mat4(-0.13892077, -0.10481157, 0.035189748, -0.047936644, -0.039695438, 0.10282643, -0.04772888, -0.05615731, -0.0629154, 0.029910412, 0.016778577, 0.15581344, 0.07343337, 0.09643205, -0.007878382, 0.03907105) * go_4(-1.0, 1.0);
result += mat4(-0.013479193, -0.11390557, -0.054494295, -0.018774029, -0.07810012, -0.017801207, -0.09907588, -0.068129614, -0.0441842, 0.17567265, 0.015810724, 0.12202828, -0.09561252, 0.18990034, 0.046686, 0.07932812) * go_4(0.0, -1.0);
result += mat4(0.12950182, -0.0764622, -0.16708113, -0.041282784, -0.034567624, -0.046898007, -0.047732405, -0.16523215, -0.098671466, 0.11115384, 0.018733667, -0.030257061, 0.024691723, 0.14673457, -0.0042721583, -0.073733196) * go_4(0.0, 0.0);
result += mat4(-0.1880415, 0.058407295, -0.024268452, -0.08863777, -0.00033153518, -0.067544006, -0.14007194, 0.09763543, -0.13311495, -0.013045288, 0.080994524, -0.0021852767, 0.2526301, -0.15590498, 0.06513285, 0.008684614) * go_4(0.0, 1.0);
result += mat4(-0.16307826, -0.061499167, 0.10007602, -0.13215826, -0.007965347, 0.15285823, -0.1121792, -0.07439956, -0.07243183, 0.012338051, 0.020877926, 0.15401553, 0.079975344, -0.08843829, -0.016215425, -0.05091215) * go_4(1.0, -1.0);
result += mat4(-0.13515377, -0.22893935, -0.023000397, -0.103096426, 0.025951281, 0.13526388, -0.0009632785, -0.17457137, 0.015916126, -0.0067753294, -0.15909977, 0.03092967, -0.04734426, -0.0912585, 0.05898728, 0.26564533) * go_4(1.0, 0.0);
result += mat4(0.0035275293, 0.012649278, 0.1948556, -0.07416863, 0.02219981, 0.016499944, -0.12379185, -0.00033774113, -0.07067968, 0.07390183, -0.013505385, 0.02139018, 0.09119292, 0.10301386, 0.020239206, 0.020797301) * go_4(1.0, 1.0);
result += mat4(0.03793496, 0.047918268, -0.042518344, -0.003040927, -0.004914266, -0.06466914, 0.1054016, -0.030953595, 0.05262255, 0.059544593, 0.0012515553, 0.023376456, -0.11946804, 0.022816675, 0.12599446, -0.039031338) * go_5(-1.0, -1.0);
result += mat4(0.011011564, -0.06995047, 0.09471372, 0.073482506, -0.1361997, -0.103040315, -0.06262413, 0.11690031, 0.07043588, 0.047068246, -0.054675575, 0.038323287, 0.016909422, -0.26532903, 0.124031335, -0.15765414) * go_5(-1.0, 0.0);
result += mat4(0.1326377, -0.05869703, 0.055429142, -0.012859626, -0.15007673, 0.14602819, -0.08654888, 0.11824468, -0.059663087, -0.10994563, 0.043549772, -0.10930523, -0.019649897, -0.0034801385, 0.045497436, 0.114508495) * go_5(-1.0, 1.0);
result += mat4(-0.113787495, 0.037103496, -0.110569924, -0.059518036, 0.058745943, 0.08719483, 0.02520162, 0.025358152, -0.045150854, 0.1504978, -0.14076203, 0.0943479, 0.047369894, 0.011271822, 0.09715413, 0.028001258) * go_5(0.0, -1.0);
result += mat4(0.13310856, 0.10608291, 0.08023608, -0.18634102, 0.2721929, -0.10385782, 0.08757403, 0.20912756, 0.008799337, 0.054682046, 0.08106119, 0.051967915, -0.0420578, -0.08070327, 0.14520262, -0.11477875) * go_5(0.0, 0.0);
result += mat4(-0.046184566, 0.025668617, 0.10700355, -0.039824486, -0.2480234, 0.027258608, 0.0951336, 0.12978607, -0.05499455, -0.13601139, 0.12724544, -0.15641823, -0.0873552, -0.02188817, 0.10117889, 0.07147513) * go_5(0.0, 1.0);
result += mat4(-0.070887625, -0.042188253, -0.05307244, 0.08367565, -0.05394035, 0.032729495, 0.033332206, -0.018877268, -0.091275655, -0.0510818, 0.08523829, 0.11053021, -0.054227974, -0.03259413, 0.05457483, -0.1096016) * go_5(1.0, -1.0);
result += mat4(-0.14503245, -0.091081366, -0.13127449, -0.0807559, 0.108912565, -0.021791635, -0.11024329, -0.0138166705, 0.024161678, 0.033913497, 0.09756464, -0.053126756, -0.08025202, 0.04498814, -0.031021861, -0.02993253) * go_5(1.0, 0.0);
result += mat4(-0.25045946, -0.054898996, -0.0071393256, 0.041971236, -0.019135686, 0.08095327, 0.04526907, -0.09426112, 0.06313221, -0.044544, 0.07875577, -0.067794, 0.10187279, -0.035654344, 0.12284866, 0.03620429) * go_5(1.0, 1.0);
result += mat4(0.0943095, -0.06398471, 0.021779256, -0.010619206, -0.1617448, -0.0017947294, 0.023434827, 0.04754851, -0.046987966, 0.017030017, 0.019708563, 0.09053293, -0.067873746, -0.06164325, 0.0011462327, -0.017837046) * go_6(-1.0, -1.0);
result += mat4(0.12039112, -0.17216775, -0.07337242, 0.13252397, 0.08201477, -0.029474648, -0.0034474097, -0.13619982, -0.17575242, 0.020274922, 0.018647762, -0.28044346, -0.07714025, 0.0890905, -0.019951884, 0.05899824) * go_6(-1.0, 0.0);
result += mat4(0.0033426161, -0.01923198, 0.06659414, -0.0122886365, 0.04478331, -0.03897386, 0.12604317, 0.008812119, -0.09419456, -0.023979114, 0.21770099, -0.054838024, -0.053163752, 0.010338786, 0.04925877, 0.037819408) * go_6(-1.0, 1.0);
result += mat4(0.14372422, 2.9918947e-05, 0.01845988, 0.09333284, 0.054844312, 0.059736133, 0.021345338, -0.09120293, -0.17127307, -0.075915925, -0.119462065, -0.1835271, 0.12677628, -0.041337408, 0.03678916, 0.14712988) * go_6(0.0, -1.0);
result += mat4(0.055389576, 0.13690695, 0.02925458, -0.028905952, 0.17396308, -0.14087082, -0.026549693, 0.013602965, 0.16962606, 0.016811062, 0.062239293, -0.066154756, -0.07894684, 0.07768367, -0.10873246, -0.059606884) * go_6(0.0, 0.0);
result += mat4(0.04707709, 0.040111955, 0.15547106, 0.0143624535, -0.04931132, -0.1799645, -0.014157518, -0.11942247, -0.3786742, -0.0926198, 0.048465937, -0.16508308, -0.18456425, -0.005596354, 0.010553759, -0.14650412) * go_6(0.0, 1.0);
result += mat4(-0.12822108, -0.079825334, 0.037238546, -0.05552771, 0.0143161025, -0.0038768095, -0.11916319, 0.03297939, 0.012635646, -0.103318, 0.035178438, -0.05269534, 0.010272984, -0.076760076, -0.0404603, -0.094428495) * go_6(1.0, -1.0);
result += mat4(-0.008478651, -0.14902028, 0.1311909, -0.01592968, 0.040431064, 0.08323771, -0.20654729, 0.11949456, -0.14009294, 0.02057732, 0.06463541, -0.14152607, 0.13293357, 0.04113506, 0.1639069, -0.025289651) * go_6(1.0, 0.0);
result += mat4(-0.007400942, -0.1505565, -0.013284112, -0.015629197, 0.100692146, 0.19005777, -0.0576178, -0.027158504, 0.08660662, -0.06668144, 0.11079919, -0.074782886, -0.118196, -0.12197285, -0.008273694, 0.024818229) * go_6(1.0, 1.0);
result += mat4(0.011819537, 0.11353393, -0.086237915, -0.022234803, 0.055968612, 0.0615991, 0.025318988, 0.008080514, -0.0074833143, 0.03213514, 0.017596677, -0.04917979, -0.01020977, 0.029775353, 0.004897033, -0.10395338) * go_7(-1.0, -1.0);
result += mat4(-0.0688038, 0.058822602, -0.10180778, 0.13479604, -0.16078031, 0.13976133, -0.0018446567, 0.053424157, 0.028315792, 0.08567457, -0.043963797, -0.075502805, 0.23958415, 0.028348215, 0.028450236, -0.09978715) * go_7(-1.0, 0.0);
result += mat4(0.055084568, 0.0633926, 0.07513028, 0.067018405, 0.07824109, 0.037960775, 0.0943014, 0.04693916, -0.036844347, 0.019190654, -0.09051303, 0.08540987, -0.10541823, 0.059776157, -0.050921787, 0.044931833) * go_7(-1.0, 1.0);
result += mat4(0.09222645, -0.0042043333, -0.03341929, 0.056271244, 0.07315851, 0.12040825, 0.04529911, -0.069902666, 0.03675086, -0.15167333, -0.0731015, 0.037529152, 0.07895808, 0.19516838, 0.12074145, 0.04428294) * go_7(0.0, -1.0);
result += mat4(-0.22974864, -0.083703846, 0.007981983, 0.113407955, -0.005681401, -0.0725044, 0.08403406, -0.08046055, -0.06072271, -0.0036524318, 0.017676545, -0.019439736, -0.16989848, 0.05007473, 0.12076659, 0.03561606) * go_7(0.0, 0.0);
result += mat4(0.25000554, 0.08706544, -0.06796797, -0.029297633, 0.030483002, -0.029405795, 0.03225599, 0.1273929, 0.057500437, 0.14282806, 0.1312532, 0.06736387, -0.051108856, -0.047272597, -0.083601035, 0.08707381) * go_7(0.0, 1.0);
result += mat4(0.00104698, 0.052348208, -0.0038028702, -0.031462383, 0.16882937, 0.03287029, -0.052102886, 0.0616993, -0.13379374, -0.16625734, 0.030139674, -0.11211979, -0.06178343, 0.084902056, 0.027871864, -0.028810805) * go_7(1.0, -1.0);
result += mat4(0.13843846, 0.16980068, -0.05281067, 0.107935965, 0.05919283, -0.0379272, 0.080057494, 0.12334194, 0.016972173, -0.067814775, 0.18925636, -0.007931023, 0.21753874, 0.016326033, 0.09708944, -0.027348526) * go_7(1.0, 0.0);
result += mat4(-0.0652925, 0.080116995, -0.02714036, 0.023029007, 0.03694966, 0.014283271, 0.2425468, 0.0090831, -0.04629186, -0.09224253, 0.0074571487, 0.03976705, -0.12308334, -0.02258988, 0.02122909, -0.003723904) * go_7(1.0, 1.0);
result += vec4(0.022695603, -0.0023082788, 0.028530424, -0.014318725);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104
//!HOOK MAIN
//!BIND conv2d_21_tf
//!BIND conv2d_21_tf1
//!BIND conv2d_21_tf2
//!BIND conv2d_21_tf3
//!BIND conv2d_23_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!SAVE conv2d_24_tf
//!WIDTH conv2d_21_tf.w
//!HEIGHT conv2d_21_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.058696087, -0.016692411, 0.25976986, 0.099469885, -0.09152728, -0.2148431, -0.08802325, -0.016499085, 0.13282052, 0.0980272, -0.1158862, 0.19684108, -0.11994136, -0.059662573, -0.016995221, -0.1027122) * g_0;
result += mat4(-0.010595027, 0.06406856, 0.23653634, 0.16295283, 0.09336285, -0.027337749, 0.015952548, 0.0376953, 0.095897034, 0.30973884, -0.08175905, -0.22890201, 0.04396234, -0.13037258, -0.025949383, -0.06218012) * g_1;
result += mat4(-0.07620231, -0.30194682, -0.076309256, 0.14013915, 0.07061645, 0.09126501, 0.1150165, -0.25510675, -0.029847346, 0.11263369, -0.02107326, -0.076345, -0.0836896, -0.10574222, 0.049557228, 0.18204224) * g_2;
result += mat4(0.31275895, 0.2131336, -0.17616041, -0.1532927, -0.0800748, 0.14726815, 0.011492155, 0.102820344, 0.10141421, -0.014893769, -0.25251386, 0.041055515, -0.10404861, -0.00033553177, -0.19449559, 0.060588796) * g_3;
result += mat4(0.16963251, -0.013009328, 0.09477736, -0.1371889, -0.057696134, -0.11377323, -0.009975633, 0.10865341, 0.018116307, -0.12912029, 0.00446529, -0.07526829, 0.21180825, 0.023429712, -0.15647651, 0.11771583) * g_4;
result += mat4(-0.10107582, -0.06897041, 0.07265895, -0.13229463, -0.032618273, -0.1995065, -0.04359697, 0.010246897, 0.08059705, -0.056275643, -0.18562363, 0.076477356, -0.032394793, -0.022298874, 0.04084915, -0.08365395) * g_5;
result += mat4(0.17930493, 0.05326699, -0.13416114, -0.20071405, 0.04909069, -0.11235366, -0.11290477, 0.054805405, -0.18932551, -0.23691942, 0.00930692, 0.055858135, -0.18744826, 0.124326915, -0.12145515, -0.05469838) * g_6;
result += mat4(-0.083303414, 0.14274205, -0.17837334, -0.22321583, 0.024028191, -0.22178806, 0.003354423, -0.13398252, 0.11718759, -0.026552575, 0.104777284, -0.16523509, 0.26287836, 0.029216014, -0.04382982, -0.1816694) * g_7;
result += mat4(0.36169127, 0.036328353, 0.38394243, -0.044287164, 0.026606947, -0.015364243, 0.040234428, -0.14585258, 0.023770748, 0.014420717, -0.18471159, 0.12606202, 0.071438275, 0.015476816, 0.11971924, -0.012690996) * g_8;
result += mat4(-0.23509689, 0.0076271794, -0.5163756, 0.08395759, -0.18723673, 0.018408693, 0.08788511, 0.15232271, -0.36024943, -0.09240755, -0.30047625, -0.17155606, -0.06985937, 0.20842774, -0.22400227, -0.21664825) * g_9;
result += mat4(-0.05239372, 0.11904273, -0.08821749, -0.04636995, -0.16663203, -0.11476132, 0.08088593, -0.03589705, -0.01017948, -0.048168585, 0.010544936, 0.13717537, 0.16119, -0.037817374, -0.0762783, 0.03526467) * g_10;
result += mat4(-0.040259548, -0.14698508, 0.10502734, -0.105779156, 0.17744789, 0.05297252, 0.021307468, -0.21976848, -0.030510878, 0.09223678, -0.09474818, 0.2469629, 0.0013956686, 0.18587582, -0.04157682, 0.1704521) * g_11;
result += mat4(0.07285109, -0.010645814, -0.07633459, 0.0998653, -0.034591697, -0.20350501, 0.10648686, 0.13691725, 0.042239573, -0.12919825, 0.08137461, -0.027513884, -0.0028005934, 0.03199354, -0.016124157, -0.058441218) * g_12;
result += mat4(0.05280611, 0.11754696, -0.10911552, 0.316396, 0.15148664, -0.061536465, -0.102609016, 0.037154227, 0.15367137, -0.042577345, 0.06558037, 0.17360497, 0.20247519, -0.032606795, -0.10807613, 0.051761452) * g_13;
result += mat4(0.0022353246, 0.11659671, -0.14492981, -0.20829871, 0.13133155, 0.12089799, 0.019354021, -0.2658604, 0.04921859, 0.22848538, 0.21938437, 0.16021933, -0.06768084, 0.134724, 0.047685273, 0.077655315) * g_14;
result += mat4(0.019583335, -0.11596351, 0.20498835, 0.13917811, -0.028330192, -0.07062669, -0.19952956, 0.08023568, 0.0053012795, -0.10001755, 0.24791576, 0.014599471, 0.18118413, 0.027773563, -0.017590087, 0.037026614) * g_15;
result += mat4(0.097719975, -0.035079796, 0.11477913, -0.13726783, 0.20932943, -0.10429427, 0.13141108, -0.19026637, -0.06115164, -0.23775233, 0.090050876, 0.031347554, 0.0350951, 0.052728195, -0.07699315, 0.24431244) * g_16;
result += mat4(0.16608196, 0.20575161, -0.40825596, 0.24043176, 0.31130707, -0.046513405, 0.14605568, -0.1021257, 0.1593242, 0.32908028, -0.13133794, -0.08078372, -0.21714397, 0.054140713, 0.15257664, -0.09940761) * g_17;
result += mat4(-0.1323459, -0.28875232, -0.01497331, 0.030733688, 0.12423061, 0.073697634, -0.2566797, 0.04460948, 0.2865253, -0.13094993, 0.06848032, -0.080888934, 0.09375976, -0.039186817, -0.26337674, -0.098654084) * g_18;
result += mat4(-0.22869076, -0.06542219, 0.15441294, 0.053751558, -0.10786946, 0.21515097, -0.12272559, 0.113470495, -0.039961167, -0.05458959, 0.056336533, -0.16626738, -0.11003154, 0.16398644, 0.21803926, 0.14490128) * g_19;
result += mat4(0.005704737, 0.050607253, -0.060669646, 0.02315674, 0.27544695, -0.05550004, -0.32093555, -0.027370991, -0.0070907134, 0.114890516, -0.037459094, 0.26141244, 0.3948764, 0.055632085, 0.12894577, 0.2616119) * g_20;
result += mat4(-0.16639514, -0.17228165, 0.2578368, 0.18405698, -0.16141811, -0.19922118, 0.0774084, 0.22068399, -0.12284921, 0.10599979, 0.039710265, -0.027798124, -0.103033185, -0.04742161, -0.30192822, -0.08567758) * g_21;
result += mat4(-0.0868937, -0.10361983, 0.023334388, 0.008042379, 0.26398548, 0.15074515, -0.052286822, -0.10586637, 0.07187348, 0.099190384, -0.1389896, -0.0019672879, -0.14919114, 0.016451705, -0.038644433, 0.04510475) * g_22;
result += mat4(0.0478762, -0.0032748727, -0.15553872, 0.17001377, 0.010854262, -0.106533505, 0.4341412, 0.24823058, -0.19182336, 0.08669677, 0.030827353, 0.05449623, 0.020789523, 0.13378422, 0.04309073, 0.30953705) * g_23;
result += mat4(-0.33780453, -0.15031691, -0.18126999, 0.023555402, 0.30662948, -0.013749685, 0.28102842, 0.008741284, -0.14455633, -0.18823312, 0.016984712, -0.261531, 0.33998242, 0.055556037, 0.07087725, -0.10207668) * g_24;
result += mat4(0.25463784, 0.04663675, 0.24814023, -0.14536841, 0.1517421, 0.13530119, -0.12027553, -0.030012354, 0.15529017, 0.06190467, -0.042643487, -0.14222258, -0.036342848, -0.029681267, -0.0059485766, -0.006802466) * g_25;
result += vec4(-0.07437017, -0.009831191, 0.0028422514, 0.015599199);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104
//!HOOK MAIN
//!BIND conv2d_21_tf
//!BIND conv2d_21_tf1
//!BIND conv2d_21_tf2
//!BIND conv2d_21_tf3
//!BIND conv2d_23_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!SAVE conv2d_24_tf1
//!WIDTH conv2d_21_tf.w
//!HEIGHT conv2d_21_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.08979697, -0.10504161, 0.16022556, 0.11341658, 0.061358813, -0.11527514, 0.104621656, 0.17846957, -0.21971604, -0.08296368, 0.059561037, -0.030467503, -0.18203235, -0.00489335, -0.13960212, -0.1846774) * g_0;
result += mat4(-0.021587428, 0.13345426, 0.002885677, -0.10446278, 0.17950022, 0.029065073, -0.32806116, 0.11106503, 0.041467514, -0.28959805, -0.033284128, 0.031551834, 0.006884119, 0.09131054, 0.02568901, -0.11571497) * g_1;
result += mat4(-0.061347164, -0.019125437, -0.14035773, 0.17835122, -0.18599916, 0.006040366, -0.10548407, 0.16857028, -0.12821414, -0.257687, 0.083109885, 0.033304747, -0.03638158, 0.089094125, -0.2121359, -0.16846325) * g_2;
result += mat4(-0.19272862, -0.040250458, -0.025220647, -0.0130254505, 0.16971767, -0.1262595, -0.17335917, -0.06738606, 0.25743198, -0.07245476, 0.034572147, 0.36634898, 0.06062579, -0.08718957, -0.03222726, -0.2564149) * g_3;
result += mat4(-0.19240691, 0.12406588, 0.3184258, -0.34774688, 0.14093249, 0.03706444, -0.111542135, 0.26256654, -0.1875004, 0.049010817, -0.28910252, -0.07044059, -0.061912216, 0.0849468, 0.044482302, -0.09588286) * g_4;
result += mat4(0.15970096, -0.0030905118, 0.28313154, 0.027417777, -0.1538593, 0.21207502, 0.13121693, -0.30331814, 0.121317744, 0.042900104, -0.022242952, 0.10603051, -0.029436313, -0.06481103, 0.1403121, -0.052515112) * g_5;
result += mat4(0.08658267, 0.1741316, -0.18155402, -0.10258272, 0.032190584, 0.066993676, 0.1354344, 0.027893255, -0.017966608, 0.23040892, 0.030393174, -0.07598643, 0.13171883, 0.18465646, 0.067950405, -0.089663) * g_6;
result += mat4(0.122048914, 0.11810184, -0.11860061, -0.26858392, -0.209042, -0.16273905, -0.055165585, -0.005811152, -0.18738034, 0.058543697, -0.039830476, -0.16113137, -0.091200404, 0.2339841, -0.021218592, 0.26669285) * g_7;
result += mat4(-0.014585638, -0.0032463232, 0.17495912, -0.08503565, -0.19564098, 0.22158442, -0.1867278, 0.0042652315, 0.03968311, 0.28752264, -0.28998294, -0.0029852116, -0.23554218, 0.16868985, 0.08550133, -0.1574371) * g_8;
result += mat4(0.49997026, -0.016691396, -0.18841855, 0.30310807, 0.100790545, 0.038233314, 0.1611522, 0.13933793, -0.22570881, 0.12208755, 0.23460633, 0.15977637, -0.03795079, -0.30355585, 0.0011402427, -0.07599262) * g_9;
result += mat4(0.1040602, 0.087594695, -0.27393925, 0.0418618, 0.06769233, 0.10341748, 0.03344078, 0.14392397, 0.19013835, -0.003081719, -0.2819769, 0.025617521, 0.09402475, -0.015399136, 0.04733618, -0.044959366) * g_10;
result += mat4(-0.060594074, 0.015600568, 0.16962534, -0.00081952167, 0.2690884, 0.04898387, 0.23332061, 0.094616964, -0.08526234, -0.07512189, 0.04900841, -0.18874052, 0.09941649, -0.040419415, -0.13692108, 0.16164334) * g_11;
result += mat4(-0.053954955, 0.28258643, -0.07396885, -0.29855832, -0.05407898, 0.014401148, -0.054173157, -0.15637222, 0.272353, -0.02170652, -0.015834406, 0.08651297, -0.11185562, -0.19492313, -0.024557848, 0.10485409) * g_12;
result += mat4(-0.08333046, -0.06798886, -0.11723233, 0.2928367, -0.029574843, 0.2017853, -0.26673993, 0.1334675, 0.017647222, 0.011599432, 0.2609211, 0.16404016, 0.16160911, -0.13806355, -0.0770869, -0.12961225) * g_13;
result += mat4(-0.19316232, 0.15813714, -0.077418946, -0.20926195, -0.16160491, -0.11846783, -0.026574116, 0.061050467, -0.18681675, -0.062164336, -0.18367381, 0.00018551799, 0.031343188, 0.2299072, -0.118061095, 0.2129531) * g_14;
result += mat4(-0.002469605, -0.042093765, -0.10694342, 0.42083347, 0.0670906, 0.30298585, 0.09004686, -0.23083562, 0.14870504, 0.17281657, -0.20583957, 0.010098754, -0.033128325, -0.111837484, 0.14905591, -0.15318894) * g_15;
result += mat4(0.036136966, 0.018714666, 0.04639626, -0.19534552, -0.10005012, -0.0117230825, -0.21940173, 0.04220659, -0.0032740128, 0.059329886, 0.14921357, -0.056334518, -0.15263896, -0.16852587, -0.044578124, 0.2628712) * g_16;
result += mat4(0.100949906, 0.004228454, 0.06405682, -0.06885952, 0.24312544, -0.33124098, -0.24260363, 0.0024199567, 0.1508378, 0.086369656, -0.08181863, -0.4503699, 0.17878622, 0.11472353, 0.16728742, -0.13093603) * g_17;
result += mat4(-0.06985756, -0.0019436302, 0.015692828, -0.013669101, -0.20771547, 0.067934655, 0.06843243, -0.09379625, -0.043609153, -0.0037825725, -0.10029127, -0.1315925, -0.079464234, -0.08471481, 0.07953321, -0.07559369) * g_18;
result += mat4(0.09396738, -0.08508011, -0.15136994, -0.05033154, -0.13346456, 0.07239574, -0.14461002, 0.03597791, -0.064514555, 0.06253932, -0.17408507, 0.037559777, -0.15963385, 0.08210336, -0.24775903, -0.01580598) * g_19;
result += mat4(0.084354095, 0.18890528, 0.07061357, 0.23486592, -0.15324847, 0.18526913, -0.34279072, -0.37405473, -0.09294527, 0.010385339, 0.19220817, -0.04336903, -0.38940063, 0.076640904, 0.17280221, -0.09818483) * g_20;
result += mat4(0.038739417, -0.07602283, 0.003676506, -0.22913142, -0.08044049, -0.19263157, -0.18030334, 0.09494168, 0.156977, -0.27044684, -0.031590268, 0.20470932, 0.28102174, 0.16872606, -0.11217233, 0.24780095) * g_21;
result += mat4(0.06689687, 0.08853936, 0.09184726, 0.22699554, -0.14092675, -0.02688781, 0.2646647, 0.026377598, 0.12483503, -0.06999643, 0.04486326, -0.0897168, -0.022117272, 0.14900659, -0.26331872, 0.104682565) * g_22;
result += mat4(0.065322906, -0.11183809, -0.17946585, -0.20076565, 0.009464183, -0.123363525, -0.07686269, 0.083753645, -0.062136367, 0.17842509, 0.17349558, -0.10999101, -0.036272816, -0.016200582, 0.10451098, 0.19585742) * g_23;
result += mat4(-0.19023383, 0.26640254, 0.26287216, 0.055038862, -0.3129526, -0.022839354, 0.009630041, 0.08733156, -0.2612418, -0.19251396, 0.058636077, -0.3330285, -0.078063555, -0.27609676, -0.020230204, -0.18260407) * g_24;
result += mat4(0.14539486, -0.21613313, -0.3492072, -0.20886984, 0.25280094, 0.01690657, 0.117284745, -0.14519997, -0.5187426, -0.14994088, 0.18306793, -0.0025114815, 0.022995003, 0.11710601, -0.05377852, 0.11480645) * g_25;
result += vec4(-0.0247107, 0.005474094, -0.09375405, -0.020514423);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104
//!HOOK MAIN
//!BIND conv2d_21_tf
//!BIND conv2d_21_tf1
//!BIND conv2d_21_tf2
//!BIND conv2d_21_tf3
//!BIND conv2d_23_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!SAVE conv2d_24_tf2
//!WIDTH conv2d_21_tf.w
//!HEIGHT conv2d_21_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.14804654, -0.14173095, 0.16659345, -0.009385182, -0.020287529, -0.09633324, -0.30860174, 0.063476086, 0.01976211, -0.23352058, 0.09209867, 0.16206749, 0.08077074, -0.10959624, -0.12718476, 0.17011921) * g_0;
result += mat4(-0.3140556, 0.12636565, 0.012903826, -0.08176523, 0.14805675, 0.23573041, 0.22436617, -0.04828265, 0.13404454, -0.016488977, 0.30504864, -0.0019838111, 0.14962101, -0.00575774, 0.19882312, 0.22259174) * g_1;
result += mat4(0.16593869, 0.05078502, -0.12377358, 0.28647205, -0.10124151, 0.15258715, 0.027155356, -0.015847337, -0.054100014, 0.13954991, -0.095538475, -0.024002708, -0.12028006, 0.058690242, -0.32992294, -0.11747722) * g_2;
result += mat4(0.18058912, 0.013726746, 0.14127955, 0.14231133, -0.08689764, -0.092697755, 0.17092462, -0.039948042, 0.1217311, -0.12693831, -0.19433555, -0.10920207, -0.07334007, 0.025639182, 0.032232128, 0.10318817) * g_3;
result += mat4(-0.012409655, 0.055781372, -0.19240658, -0.23877834, -0.0960606, 0.17469998, -0.022961274, 0.063891776, 0.027615886, 0.067367285, -0.25862217, -0.29574084, -0.028999899, 0.17343716, -0.24148487, 0.1229659) * g_4;
result += mat4(0.12804163, -0.23425618, -0.33593133, -0.040897377, 0.11306302, 0.065293916, -0.05870299, -0.15702757, -0.20557828, 0.037325155, -0.21109815, 0.05123402, -0.23969208, 0.053520784, -0.27755785, -0.11555018) * g_5;
result += mat4(-0.13524376, -0.31770554, 0.0842197, 0.08805993, -0.07403083, -0.087194294, 0.012449786, 0.14015238, -0.09606474, -0.04868743, -0.011370155, 0.005927663, 0.028680688, -0.1429374, 0.27102706, 0.11689099) * g_6;
result += mat4(0.15883644, 0.09540351, 0.10983531, -0.047686223, -0.026774509, 0.08621119, -0.06392311, -0.02266724, 0.20034596, -0.013704803, 0.28371832, 0.19092667, 0.10529074, -0.12145345, -0.10676546, -0.02673637) * g_7;
result += mat4(0.0096095605, 0.03329556, 0.09830959, 0.1595078, -0.18308333, 0.14192823, -0.048857637, -0.06888825, 0.18871805, -0.061875697, -0.13133556, -0.17831984, -0.028223597, -0.16346388, 0.16018315, -0.006383535) * g_8;
result += mat4(0.26071513, 0.09806688, -0.34068507, -0.3768804, 0.011374573, -0.2450996, 0.104056686, -0.20815447, -0.3442328, 0.35717773, -0.18200488, 0.21185465, 0.30605116, 0.17752215, 0.26911554, 0.101427086) * g_9;
result += mat4(-0.041318867, 0.1009111, 0.2157564, -0.088500485, 0.07373474, -0.25785303, -0.004410731, -0.14463747, -0.1358761, 0.023295294, 0.113840915, 0.4273329, 0.05128152, 0.14215858, 0.19876923, -0.019440446) * g_10;
result += mat4(-0.23231222, -0.14272551, 0.09846874, -0.06775076, 0.0059967814, 0.062043674, -0.2065345, -0.12056687, -0.024301382, -0.34733498, -0.2054398, -0.08064672, 0.118986174, -0.05259333, 0.09134329, 0.0941969) * g_11;
result += mat4(-0.15081125, -0.03763831, -0.077403225, -0.014139531, 0.1599335, 0.043187547, -0.20010144, -0.12097138, 0.09763305, 0.103107266, 0.01814798, -0.11254244, -0.17597707, -0.05016406, -0.27989724, -0.031772614) * g_12;
result += mat4(0.054545857, 0.03135118, 0.08629934, -0.12681678, -0.049472764, 0.13161416, 0.06408171, 0.09543149, 0.14036587, 0.10973382, 0.095143825, -0.18786812, -0.04433381, 0.04301664, 0.3060177, 0.18051994) * g_13;
result += mat4(0.017087614, -0.09423588, 0.046461068, 0.0127245085, 0.16147164, 0.24400745, 0.08311569, 0.137946, -0.020603297, 0.26379335, -0.09492048, 0.16765113, 0.15279007, -0.111419536, -0.06080683, -0.10723545) * g_14;
result += mat4(0.19078189, 0.050451245, 0.075727284, -0.007865759, -0.10067247, -0.32282433, -0.08889799, 0.025485834, -0.19373515, -0.22204797, -0.08299226, -0.28381655, -0.14620808, 0.08457609, -0.15491463, -0.07288427) * g_15;
result += mat4(0.11656609, -0.14487429, -0.4425259, 0.021374635, 0.06596484, -0.12771748, -0.22535199, 0.028234273, 0.11496608, 0.019801984, -0.04632526, 0.20007893, 0.040895678, 0.083485365, 0.14834464, 0.08356117) * g_16;
result += mat4(0.02211244, 0.08450315, 0.024438182, -0.0043306663, -0.1586669, 0.024556836, -0.0056188432, 0.19931546, -0.15735053, -0.16440377, -0.10889861, 0.06196059, 0.022048898, -0.037491623, -0.34702402, 0.20129041) * g_17;
result += mat4(-0.33401018, -0.014858959, -0.08085903, -0.0008211832, 0.14658095, 0.028263792, 0.27077958, 0.0016592528, -0.025635215, 0.055104904, 0.22146593, 0.18182918, -0.06691726, -0.039572526, 0.14165977, -0.23499596) * g_18;
result += mat4(-0.013547897, -0.025930658, 0.027264774, -0.1256101, -0.051624347, 0.33928105, -0.04096477, -0.04092852, 0.061986156, 0.07382448, -0.41080087, -0.093699835, -0.217555, -0.5191564, -0.30832314, 0.05686793) * g_19;
result += mat4(-0.12603499, 0.011196643, -0.10582392, 0.120446354, 0.044026893, 0.26011583, -0.018695889, -0.12168744, -0.032591492, 0.0948056, -0.0015739531, 0.2480614, 0.16675782, 0.26526824, 0.34634092, 0.12777542) * g_20;
result += mat4(0.09301084, -0.10419714, 0.06912984, -0.17989379, -0.15554993, 0.12535709, -0.017463861, -0.17737497, -0.008574159, 0.05409429, 0.14558169, -0.22812454, 0.03895372, 0.1275974, 0.22765099, 0.057943035) * g_21;
result += mat4(-0.24794875, 0.10049649, 0.028166026, -0.23643738, -0.14107783, -0.010134537, -0.0795233, 0.04698603, 0.11822467, 0.21065955, 0.2251092, -0.19143367, -0.035236355, -0.13354316, 0.07519012, -0.003378642) * g_22;
result += mat4(-0.08100237, -0.016064119, -0.17029656, 0.13301337, -0.44654125, 0.20930994, 0.053686365, 0.20886885, 0.008915734, 0.08018005, -0.14843301, -0.1306173, -0.28592983, 0.051150486, -0.098725766, -0.068406634) * g_23;
result += mat4(-0.16141048, -0.18943654, -0.04775461, 0.08474171, -0.11267106, 0.035240255, -0.12966546, -0.0010696419, -0.0058098137, 0.13086191, -0.2514126, -0.1916487, 0.19768499, 0.046074815, 0.3501277, 0.07461552) * g_24;
result += mat4(-0.03546506, -0.00097176316, -0.174551, -0.11048581, 0.17106281, 0.01978063, 0.19416088, 0.1295629, 0.28066772, 0.09117813, 0.3837941, 0.1571746, -0.21350138, -0.16293706, 0.01890914, -0.120004654) * g_25;
result += vec4(0.0056376588, -0.032156657, 0.017695736, 0.04698144);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104
//!HOOK MAIN
//!BIND conv2d_21_tf
//!BIND conv2d_21_tf1
//!BIND conv2d_21_tf2
//!BIND conv2d_21_tf3
//!BIND conv2d_23_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!SAVE conv2d_24_tf3
//!WIDTH conv2d_21_tf.w
//!HEIGHT conv2d_21_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0))
#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.30036786, -0.071122974, -0.207808, -0.104709424, -0.30407256, -0.095840186, -0.1369558, 0.37065065, 0.21078417, -0.13468549, -0.10461771, -0.06559755, -0.17034003, 0.05641996, -0.27700323, -0.1126542) * g_0;
result += mat4(0.07799722, -0.0022081465, 0.14035574, 0.11457114, -0.09680132, 0.023358248, 0.14260097, 0.06518944, -0.050158285, 0.039226543, -0.22615871, 0.022831999, -0.08471979, 0.30239135, -0.09285331, -0.18434998) * g_1;
result += mat4(-0.014649615, 0.070524774, -0.17721784, -0.14220548, 0.08645409, -0.09074901, 0.04698468, 0.053715184, 0.06270154, -0.075639635, 0.099860035, -0.090023175, 0.36329654, -0.22055952, 0.010457819, 0.07253135) * g_2;
result += mat4(-0.027649708, 0.38244903, -0.10621971, 0.2275538, -0.05934175, -0.0010945094, -0.041326273, 0.035898875, 0.03707596, 0.056224752, 0.056418143, 0.07318794, -0.11713561, 0.27461806, -0.14259866, 0.21453623) * g_3;
result += mat4(0.08535502, 0.29779312, 0.009322038, 0.033960924, 0.23723385, 0.10624898, 0.18388863, -0.1633756, -0.0005816555, 0.11368908, 0.16717602, 0.11334834, -0.05806499, -0.065826096, 0.19527037, 0.31419072) * g_4;
result += mat4(-0.1170813, 0.055507258, 0.036362253, 0.13286461, 0.026856778, 0.063697964, -0.024295578, -0.054315507, -0.19848196, 0.01567515, 0.14405379, 0.13924678, -0.047252674, -0.16682114, -0.04054276, -0.013275098) * g_5;
result += mat4(0.036398828, -0.10294437, 0.031097291, -0.23271134, 0.14264303, -0.08633302, 0.12239915, 0.018420607, -0.09747599, -0.071311615, -0.046238452, -0.17322837, 0.040957235, -0.26349834, -0.21181144, -0.05238187) * g_6;
result += mat4(-0.27340204, -0.080384396, -0.07198998, -0.05323366, 0.14557876, 0.019228118, -0.22286792, 0.20184729, -0.06020158, -0.07255352, -0.11773837, 0.15114646, 0.1300954, -0.12685491, 0.017485369, -0.14980994) * g_7;
result += mat4(-0.0071375193, -0.24509165, 0.047664706, -0.06106591, -0.1671985, 0.19413634, -0.042350926, 0.03802284, 0.07089803, -0.23365532, 0.18229541, 0.042384386, -0.055314403, 0.25988257, -0.12660997, -0.0090976395) * g_8;
result += mat4(0.3142646, 0.3923734, 0.17459705, 0.29964787, 0.043381196, -0.21502787, -0.077350974, 0.064285494, 0.2858196, 0.03305409, 0.042962402, 0.19540143, 0.13053122, -0.08383207, -0.12208418, 0.1985712) * g_9;
result += mat4(0.039936565, -0.0480129, 0.045163006, -0.0016258726, -0.06560048, -0.1440137, 0.073342375, -0.16961938, 0.05413496, -0.1767555, 0.32295126, 0.1549113, -0.03689245, -0.060345363, 0.10861416, 0.051116258) * g_10;
result += mat4(0.04611299, -0.07580715, 0.2404435, -0.02150482, -0.07586656, -0.10504455, 0.0837787, 0.14586666, -0.08992915, -0.011791581, -0.18516701, 0.18664369, -0.08699046, 0.23641954, 0.1359928, -0.008187404) * g_11;
result += mat4(-0.09519243, -0.1259728, -0.1609327, 0.0042067054, -0.022335263, -0.089343786, 0.02145024, -0.22889718, -0.082472935, 0.06351865, 0.19912359, -0.041878484, 0.03906691, -0.009029629, -0.095140696, -0.0047787162) * g_12;
result += mat4(0.2018249, 0.060700044, 0.17174731, -0.020011077, 0.08717426, 0.19148429, 0.06265732, -0.070558965, 0.15527514, 0.1371965, 0.04782656, -0.057176862, 0.005966481, -0.078806885, -0.09565087, -0.08971814) * g_13;
result += mat4(0.060476594, 0.1829843, -0.14988089, 0.097976886, 0.13092533, 0.16842246, 0.148756, 0.041732185, -0.09868615, -0.05051786, -0.17886515, -0.47046304, -0.0027662877, -0.24125081, -0.20464475, 0.18860999) * g_14;
result += mat4(-0.12249708, -0.23579642, 0.10373326, -0.11471274, -0.113536574, 0.21705507, -0.020286752, 0.14155044, 0.11744049, -0.10634323, -0.0992358, 0.29779306, 0.009242147, 0.082793355, -0.29470173, 0.09098504) * g_15;
result += mat4(-0.37456152, 0.27716953, 0.066162, -0.08820556, 0.01543293, 0.1646333, -0.029137572, -0.025982376, 0.0329685, -0.12119456, -0.06776284, 0.05002431, 0.18109421, 0.19071397, 0.031709924, 0.115208045) * g_16;
result += mat4(0.1638029, 0.07643556, 0.09049366, -0.10921795, 0.03733727, -0.15501708, 0.28316185, -0.098067865, -0.11070625, -0.009504683, 0.2291032, -0.13025075, -0.027869487, 0.011681814, -0.13047922, -0.015909566) * g_17;
result += mat4(0.1461215, 0.0023516659, 0.15640813, -0.015727978, -0.018806554, 0.017339358, -0.035492163, 0.08160196, 0.10238898, 0.16611558, 0.09202315, -0.10608295, 0.18774536, -0.0316489, 0.27076882, 0.20529412) * g_18;
result += mat4(0.17409241, -0.1274282, 0.16840927, -0.11176582, 0.09690932, -0.060094807, -0.13033284, -0.024426423, -0.029923867, 0.34295294, -0.10374731, 0.036210388, -0.21488675, -0.048156295, -0.009829659, -0.32526785) * g_19;
result += mat4(0.04754761, 0.0104225315, -0.14926155, -0.12426483, -0.18664256, 0.089919254, -0.07276312, -0.34654847, 0.08682614, 0.054667328, -0.096311085, 0.28998274, 0.2721617, -0.08974601, -0.078995354, 0.01578445) * g_20;
result += mat4(-0.16916896, 0.38615093, 0.006609843, -0.13223584, -0.091017894, -0.18239939, 0.010400899, 0.13135849, -0.056513984, -0.1355764, 0.050879743, -0.04195772, -0.041539118, -0.09790294, -0.23622996, -0.1903508) * g_21;
result += mat4(0.09427743, 0.3532207, -0.07493266, -0.018535644, 0.08661698, 0.36009344, -0.05961479, -0.13691968, 0.0118486015, -0.116584554, -0.08686342, 0.27281806, -0.041298125, -0.07257819, -0.11279752, 0.0034089864) * g_22;
result += mat4(-0.07194181, -0.087237455, 0.13797516, -0.14510183, -0.043742094, -0.060987025, 0.07932815, -0.03253621, 0.13781914, 0.056654815, -0.077196084, 0.24276413, 0.04511319, -0.051754497, 0.2584921, -0.18890971) * g_23;
result += mat4(-0.14871578, -0.1849769, -0.08268788, 0.26459882, -0.26126868, -0.23579857, 0.083229534, 0.028019072, -0.25955105, 0.20885234, -0.00086575525, -0.1324121, -0.2294164, 0.17757727, 0.021580774, -0.112975426) * g_24;
result += mat4(0.16707626, -0.19732544, 0.12970364, -0.09347803, -0.002893719, 0.1150841, 0.055206075, -0.039382495, -0.32302466, 0.14221917, -0.32339764, 0.128217, 0.05848064, -0.08679818, 0.24213648, -0.32777923) * g_25;
result += vec4(0.08522166, -0.04316711, -0.03290581, 0.024280401);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_24_tf
//!BIND conv2d_24_tf1
//!BIND conv2d_24_tf2
//!BIND conv2d_24_tf3
//!SAVE conv2d_26_tf
//!WIDTH conv2d_24_tf.w
//!HEIGHT conv2d_24_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_24_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.049996123, 0.0037753412, 0.11171327, -0.0016941491, -0.1351308, -0.016908316, -0.12008028, 0.017934604, -0.23576798, -0.11245693, 0.034623243, -0.0077824593, -0.022798758, -0.0918046, 0.056376494, -0.0852944) * go_0(-1.0, -1.0);
result += mat4(-0.042078406, 0.0462532, 0.08618077, -0.062988676, -0.10412657, -0.16068575, 0.13098615, 0.10488363, 0.08369774, -0.24014251, -0.14288054, 0.0051115025, -0.05098201, 0.017541911, -0.091969706, 0.16348839) * go_0(-1.0, 0.0);
result += mat4(-0.09863232, 0.029172298, 0.026279978, -0.022673227, -0.16237566, 0.047186557, -0.060442433, -0.06543596, 0.010651123, 0.12078345, 0.03988309, -0.033051215, -0.017623032, -0.06467215, -0.077499196, -0.03731227) * go_0(-1.0, 1.0);
result += mat4(-0.09789975, -0.047156874, 0.072275974, 0.047810175, 0.073351204, 0.06080882, -0.0504122, 0.13416192, -0.18719782, -0.017421518, -0.11500351, 0.01438864, -0.23725358, 0.030091772, -0.011555881, -0.0154520385) * go_0(0.0, -1.0);
result += mat4(0.04009626, 0.048118807, 0.21038243, 0.113579415, 0.033564728, 0.05715816, 0.047044903, 0.03826532, 0.34928158, -0.16727263, 0.044896193, -0.024076954, -0.06169953, 0.08324518, -0.020400964, 0.25609145) * go_0(0.0, 0.0);
result += mat4(0.049426913, -0.001589606, 0.110197626, -0.06417527, 0.09816545, 0.069022655, 0.16802368, -0.26492468, -0.2997054, 0.1730611, 0.08062505, -0.29634264, 0.028226377, -0.043611016, -0.021552337, 0.015026776) * go_0(0.0, 1.0);
result += mat4(0.009664828, 0.08417966, 0.004710294, 0.04512053, -0.13796063, -0.060436867, 0.09477305, 0.010681176, 0.16369082, 0.037771117, -0.058654513, -0.05779409, 0.062837936, 0.13762808, -0.04270398, -0.039693095) * go_0(1.0, -1.0);
result += mat4(-0.04035726, -0.010018175, -0.09761488, 0.027615858, -0.2932504, 0.09595783, -0.010247939, 0.12914088, 0.074954934, -0.011250316, 0.032818932, -0.00031655945, 0.081004985, -0.25975922, 0.056567695, 0.029617848) * go_0(1.0, 0.0);
result += mat4(-0.030925142, 0.031268507, 0.05157384, -0.0683142, 0.012790967, -0.11101493, -0.096448496, -0.12191588, -0.05342701, -0.02193862, -0.10491984, -0.17005852, -0.019083334, -0.029902916, -0.029932162, -0.010883176) * go_0(1.0, 1.0);
result += mat4(-0.26272961, 0.01767313, 0.06840876, 0.06170754, 0.1533715, -0.020870112, 0.0013619983, 0.0063628047, 0.09512795, 0.025705237, 0.02292517, -0.09680705, 0.104165204, -0.005150637, 0.0022620503, 0.09077463) * go_1(-1.0, -1.0);
result += mat4(-0.025987439, -0.19362138, -0.11827701, -0.018033052, -0.26102337, 0.039745867, 0.08610472, 0.04178091, -0.10764665, 0.15902124, 0.09529151, -0.072073966, 0.0018068781, -0.026315978, -0.059285972, 0.061353054) * go_1(-1.0, 0.0);
result += mat4(-0.0072087953, -0.0067746546, -0.0055090594, -0.116089255, -0.0873754, -0.08443256, 0.09423432, 0.19206242, -0.19481196, -0.15465075, -0.056957036, -0.17236751, -0.064828545, -0.03765398, -0.16945066, -0.113355085) * go_1(-1.0, 1.0);
result += mat4(-0.020777022, -0.072951205, -0.080634475, -0.1378647, 0.10280296, 0.053700496, 0.066589236, 0.1102195, -0.20923318, 0.026585942, -0.013111635, -0.1566555, -0.024707625, -0.09647037, -0.005488745, 0.16878474) * go_1(0.0, -1.0);
result += mat4(-0.062108953, 0.021457171, -0.045547433, 0.27534878, -0.06961026, -0.1425844, 0.14612147, -0.1702906, 0.09655159, -0.06720136, 0.07645141, -0.32483426, 0.09822643, 0.053977653, -0.099859774, -0.018033037) * go_1(0.0, 0.0);
result += mat4(-0.007518181, 0.13359818, 0.019200008, -0.16734038, -0.033155162, -0.05867036, -0.027736064, 0.197113, 0.0062093004, -0.17742164, -0.0635093, 0.09135054, -0.1209542, -0.17591074, -0.07173482, 0.09463842) * go_1(0.0, 1.0);
result += mat4(-0.04660764, 0.14158598, 0.14268021, -0.17546305, 0.01901027, -0.08463638, -0.063629396, 0.030421035, -0.04432895, -0.20540111, 0.06508335, 0.051438946, 0.022434311, -0.01823333, -0.08936261, 0.06426393) * go_1(1.0, -1.0);
result += mat4(0.0051359776, 0.018973099, 0.2238723, -0.18587618, -0.00510518, 0.06860208, 0.07696437, 0.028153861, 0.021377275, -0.13327916, -0.12229337, -0.01568766, 0.08603219, -0.047903024, 0.11680101, 0.172795) * go_1(1.0, 0.0);
result += mat4(0.06491684, -0.060000338, 0.09330306, 0.19461864, 0.10152871, -0.068190135, -0.030164903, 0.10963834, -0.01928389, 0.048917733, -0.0380595, -0.11373895, 0.002784637, 0.058341455, -0.0026584743, -0.0762352) * go_1(1.0, 1.0);
result += mat4(-0.09245614, 0.0641394, -0.18305469, -0.0730851, -0.071057, 0.0020725452, 0.018236259, -0.06736057, -0.01118046, 0.13788253, 0.0896462, -0.06998457, -0.14505054, 0.010082331, 0.117200814, 0.023379482) * go_2(-1.0, -1.0);
result += mat4(0.089422286, 0.15383133, 0.05149837, -0.10887509, -0.14912845, 0.08700931, -0.054692674, 0.23796107, 0.13581987, 0.19063862, 0.06559309, -0.15962636, -0.09233621, 0.11181162, -0.0015238862, 0.037107922) * go_2(-1.0, 0.0);
result += mat4(-0.021216678, -0.094254285, 0.29714686, 0.05219242, -0.027367583, -0.15251665, -0.04881514, 0.10566541, -0.003742375, 0.1147835, -0.059377294, 0.024101444, 0.024573704, -0.01376458, 0.0639237, 0.023464274) * go_2(-1.0, 1.0);
result += mat4(-0.049974762, -0.049812213, -0.035952687, -0.07975192, -0.08733934, 0.012935061, 0.012323808, 0.029132953, -0.14012371, 0.014503546, 0.052271955, -0.08048593, -0.09670192, -0.18596803, 0.0049014534, -0.09166179) * go_2(0.0, -1.0);
result += mat4(-0.27029538, 0.042448614, -0.053546436, 0.33587694, -0.20740207, 0.08650326, -0.038407993, 0.055218965, -0.19328457, 0.26444808, 0.22763552, 0.14387757, -0.0064182575, 0.004315346, -0.05027504, 0.047247253) * go_2(0.0, 0.0);
result += mat4(-0.09378854, 0.096082434, -0.32475194, -0.14516386, -0.15642658, 0.087580256, -0.11695209, 0.14140406, -0.0042407443, 0.15604375, -0.06349372, 0.0332518, -0.09077285, 0.046341777, 0.17729867, 0.005213613) * go_2(0.0, 1.0);
result += mat4(-0.012175335, -0.080210514, 0.07186392, -0.1292191, -0.045594472, 0.033180896, -0.07882467, -0.016369384, -0.036098067, 0.056173183, 0.014134484, -0.09635483, -0.035036422, 0.012295909, -0.050570995, -0.05071762) * go_2(1.0, -1.0);
result += mat4(-0.07852296, -0.14363602, -0.2696814, -0.23140208, 0.042432543, 0.054118577, 0.13079426, 0.03238616, -0.0062199365, 0.10364143, 0.04025807, -0.18294595, -0.048541483, 0.034473073, -0.05157432, -0.03064744) * go_2(1.0, 0.0);
result += mat4(-0.15802932, -0.088301614, -0.06327623, -0.022001514, 0.12399852, -0.07752806, 0.18474507, 0.08271792, 0.042802274, 0.121084385, 0.04016158, 0.05801103, 0.15243745, -0.073706076, 0.03247726, -0.034610372) * go_2(1.0, 1.0);
result += mat4(-0.05754932, -0.0020197632, 0.034547523, -0.025767442, -0.111764796, 0.038152024, 0.12944956, 0.11468247, 0.11521247, -0.003172288, -0.23100266, 0.02682523, -0.18987718, -0.0988275, -0.094731934, -0.06886259) * go_3(-1.0, -1.0);
result += mat4(0.046419594, -0.03488053, -0.13166444, 0.13768785, -0.055520106, 0.06297019, 0.03289763, -0.1422938, 0.013001728, -0.055476565, -0.07185674, 0.03252722, -0.110465586, -0.10045119, -0.1742974, -0.15100808) * go_3(-1.0, 0.0);
result += mat4(-0.06659215, -0.075389504, 0.09807181, 0.022330878, -0.0036238579, 0.019668387, -0.019465934, 0.13867833, 0.08627316, -0.06437524, -0.009247871, -0.032775283, 0.031162275, -0.026913468, -0.07854525, -0.064275324) * go_3(-1.0, 1.0);
result += mat4(0.12929969, -0.045845002, 0.122178055, -0.13765322, -0.19315575, 0.10609295, -0.012858124, -0.15138301, 0.00092421344, -0.041272737, -0.04020661, -0.014201774, 0.023153054, -0.06892587, 0.043151032, -0.082591) * go_3(0.0, -1.0);
result += mat4(-0.1226463, 0.211287, 0.03002057, -0.12333966, -0.037128195, -0.0011678269, -0.0112583, -0.07352756, 0.08004182, 0.057965674, 0.042791445, 0.10084061, 0.04225309, -0.09865515, -0.17249815, -0.07437297) * go_3(0.0, 0.0);
result += mat4(0.076025665, 0.0884713, -0.012066989, -0.04832003, -0.04311184, 0.1053544, -0.20367248, 0.08647993, -0.06955368, 0.019550918, 0.041123573, -0.06755614, -0.04080657, -0.14335045, -0.11712864, 0.04404486) * go_3(0.0, 1.0);
result += mat4(0.04159164, -0.013054755, -0.0261333, -0.043317586, -0.16425997, 0.05767708, 0.093282826, 0.0033548665, 0.034810144, -0.16199782, -0.025566405, 0.0516256, 0.020652568, -0.032220475, 0.0878692, -0.0143376775) * go_3(1.0, -1.0);
result += mat4(0.10917642, 0.0011713499, 0.13042162, -0.020391129, -0.11013089, 0.112322845, 0.022569528, 0.028208349, 0.015053207, 0.1384224, 0.008139977, -0.080396585, 0.054056194, -0.028001389, 0.16363065, -0.102354065) * go_3(1.0, 0.0);
result += mat4(-0.027124068, 0.04431464, 0.06277966, -0.08408734, 0.1083615, -0.019139031, 0.13385373, 0.025223026, 0.069449954, -0.05996897, -0.08913539, 0.1719072, -0.18314564, -0.048200965, -0.05904288, 0.11065826) * go_3(1.0, 1.0);
result += mat4(0.1397537, 0.03482875, 0.061085895, -0.08213235, -0.038013548, 0.061775763, -0.07958989, -0.039170112, -0.007997508, 0.06363233, -0.026046399, 0.02864031, 0.049783155, 0.035203036, -0.066736884, -0.017477863) * go_4(-1.0, -1.0);
result += mat4(-0.13101329, -0.014451878, 0.18087699, 0.026420632, 0.02715405, 0.06287757, 0.09282424, 0.013717241, 0.15051068, 0.025210602, -0.1362185, 0.072512046, -0.026805447, -0.096076004, 0.075359784, -0.045371193) * go_4(-1.0, 0.0);
result += mat4(0.1997753, -0.025229402, -0.039842017, 0.049906187, 0.10946157, 0.034437146, 0.035051424, -0.116872676, -0.06527813, -0.022518009, -0.14611305, -0.2363843, 0.11086234, 0.11092388, 0.0953025, 0.047432534) * go_4(-1.0, 1.0);
result += mat4(-0.01308655, 0.002540069, 0.23979092, -0.086312465, -0.14689597, -0.10581318, 0.11525941, 0.1074078, 0.058305763, -0.0064075887, -0.04057873, -0.023644514, -0.008381011, 0.0006571176, -0.019561158, -0.15267508) * go_4(0.0, -1.0);
result += mat4(0.2349703, -0.050462563, -0.27430457, -0.14544865, 0.08886931, 0.016504053, -0.08630487, -0.020683536, 0.053667102, 0.09910953, -0.1255947, 0.05151626, -0.16611509, 0.037771612, 0.07399012, -0.056021243) * go_4(0.0, 0.0);
result += mat4(0.06864889, -0.11083473, 0.24705935, 0.10628464, -0.010429532, 0.14889455, -0.0096547585, 0.14353086, -0.09100641, 0.06815184, -0.028219754, -0.06055696, -0.030299123, 0.0070648026, -0.055636737, -0.083413064) * go_4(0.0, 1.0);
result += mat4(0.13953334, -0.10674898, -0.005621589, -0.118598536, 0.06328699, 0.08004188, -0.06477687, -0.094944336, -0.14355539, 0.029985419, 0.019933203, -0.10488397, 0.005380108, -0.08740668, -0.029060403, -0.11787811) * go_4(1.0, -1.0);
result += mat4(0.0698077, -0.043017045, 0.42739016, 0.1282123, -0.038907416, -0.024586748, -0.053633843, 0.010010444, 0.0746271, -0.12704432, 0.105304755, -0.007692808, -0.15972002, -0.0058001876, -0.12617123, 0.1319462) * go_4(1.0, 0.0);
result += mat4(0.24729866, 0.020104403, -0.0070631383, 0.002193169, 0.017208308, -0.03927706, -0.059690464, 0.09341524, 0.053952884, -0.04012784, 0.0013764695, -0.09322258, -0.104351625, 0.079050556, -0.23187168, -0.041067176) * go_4(1.0, 1.0);
result += mat4(0.07559282, -0.007121507, 0.064281724, -0.04208171, 0.07181849, -0.057766475, 0.03663539, -0.12584496, 0.13129482, -0.040536802, 0.06388505, 0.0648352, -0.104354285, -0.029057123, 0.025301704, 0.06797534) * go_5(-1.0, -1.0);
result += mat4(-0.012295075, -0.11266379, 0.13890606, -0.1009057, 0.049523003, -0.13013756, -0.011073384, -0.17642806, 0.033849478, -0.067286395, -0.09607259, -0.11941073, -0.07852535, 0.070990965, 0.07958681, 0.09751703) * go_5(-1.0, 0.0);
result += mat4(0.048889246, 0.02065645, -0.15117195, 0.08008445, -0.097651385, -0.09841935, -0.07810215, -0.1435448, -0.024525672, 0.17019714, -0.014132003, -0.15879974, -0.021937879, -0.047171783, -0.04241194, 0.062323704) * go_5(-1.0, 1.0);
result += mat4(0.009566434, 0.044832528, -0.10947012, 0.056282133, 0.03313318, 0.18960455, -0.0022577227, -0.059867494, 0.1788795, 0.0064581875, 0.0025646216, 0.1836115, -0.014600685, 0.048506796, -0.026321875, -0.12639087) * go_5(0.0, -1.0);
result += mat4(-0.13504559, 0.02070149, 0.0027556552, -0.14156146, -0.02051973, 0.14983834, 0.135184, 0.029648803, 0.085447244, -0.007131224, -0.02740404, -0.03306182, -0.30325142, -0.010920736, -0.1428618, 0.01473421) * go_5(0.0, 0.0);
result += mat4(0.082796454, -0.2882475, 0.033648852, 0.06780083, 0.0025427756, 0.20921779, 0.32601947, 0.037308134, -0.04941969, 0.11506637, 0.1052201, -0.16263688, 0.035793655, 0.013166956, 0.046875075, 0.15668811) * go_5(0.0, 1.0);
result += mat4(-0.12273471, 0.059235908, 0.094090715, 0.066483214, 0.055713095, -0.095081694, 0.12749717, 0.037079435, -0.04954315, -0.0015122527, 0.052462928, 0.04192708, -0.087000705, -0.103452265, -0.101238675, -0.12716208) * go_5(1.0, -1.0);
result += mat4(0.031231718, 0.04960523, 0.03801031, -0.014148782, -0.1700549, -0.027634576, -0.050683066, -0.044469405, -0.1249908, 0.051996186, -0.13499479, 0.04852528, -0.06269932, -0.14156306, -0.21684834, 0.07631763) * go_5(1.0, 0.0);
result += mat4(0.03503267, -0.1085209, 0.0032687746, 0.08419354, -0.09975144, -0.057331342, -0.06187919, 0.018815396, -0.0660197, 0.032785807, -0.044796202, -0.08464789, 0.13019373, -0.0052725035, -0.10842854, -0.1265097) * go_5(1.0, 1.0);
result += mat4(0.10843437, -0.042249955, 0.09213392, 0.058550596, 0.34286043, -0.03680263, -0.080520734, 0.081237115, -0.11101282, 0.020561857, -0.07829329, -0.07861156, -0.042642172, 0.047789782, -0.011453674, 0.08152565) * go_6(-1.0, -1.0);
result += mat4(-0.033355746, 0.15449263, -0.02909576, -0.2126907, 0.0014351727, 0.056038197, 0.051439453, -0.080944866, -0.12848341, -0.092318594, 0.008391837, 0.14316896, -0.12626244, -0.059822824, -0.028360115, 0.124106206) * go_6(-1.0, 0.0);
result += mat4(0.076065995, -0.007442306, 0.018361796, 0.047781143, 0.14859623, -0.20209388, -0.059319742, 0.18503356, 0.005876046, -0.022679027, 0.046754144, -0.081030354, -0.04880875, -0.10010487, -0.019134238, -0.068298206) * go_6(-1.0, 1.0);
result += mat4(-0.065141104, -0.014636965, 0.09252715, -0.10530383, 0.032840684, 0.0241667, 0.06169493, 0.013166986, -0.09829394, 0.102890424, 0.16348878, 0.0035222566, -0.0051632463, -0.15937272, -0.054516237, 0.060371466) * go_6(0.0, -1.0);
result += mat4(0.12154273, 0.006940688, 0.0632419, 0.050377276, 0.096380666, -0.13581754, 0.019218676, -0.118092984, -0.08397616, 0.010211745, -0.16092652, -0.018237336, -0.05521688, 0.07793925, -0.015056251, -0.010640031) * go_6(0.0, 0.0);
result += mat4(0.117333665, -0.045693874, 0.08677505, 0.18481869, 0.021715302, -0.17659235, -0.12190321, 0.069215, -0.09852735, 0.0051317047, 0.011414723, -0.010025633, -0.022104986, -0.008267602, -0.06970688, -0.01715165) * go_6(0.0, 1.0);
result += mat4(-0.04642769, -0.0048307595, 0.026597666, -0.06865938, 0.07526568, 0.010903595, -0.06291743, 0.14711984, -0.16923498, 0.05477543, -0.007967766, -0.04240283, 0.10985941, 0.034625076, -0.061943896, 0.09802212) * go_6(1.0, -1.0);
result += mat4(-0.15498288, -0.10491709, 0.04875818, 0.092458375, 0.08318519, -0.17395361, -0.11307961, -0.11352265, -0.06517359, 0.033491883, 0.1500928, 0.09595689, 0.2221886, 0.1971029, 0.03340507, 0.09907139) * go_6(1.0, 0.0);
result += mat4(0.018105853, 0.13096991, -0.08594942, -0.0069381646, -0.09303678, 0.11968446, 0.013137556, -0.18475753, -0.17404708, 0.018362308, 0.050778937, -0.14831465, -0.16454415, 0.016504198, 0.068201326, 0.019034768) * go_6(1.0, 1.0);
result += mat4(-0.059188414, 0.058179308, -0.08013644, 0.014560273, -0.0397555, -0.09598701, 0.021475889, -0.09001553, 0.06737068, -0.035820715, -0.049452264, -0.0010155657, 0.014491759, 0.002673296, -0.055191662, 0.05930104) * go_7(-1.0, -1.0);
result += mat4(-0.022511646, 0.023634708, -0.18631141, 0.023679258, -0.05573237, 0.09657504, -0.0936412, 0.047838435, -0.014578712, -0.20757015, 0.054425128, -0.06030886, 0.13558897, -0.041487727, 0.033786304, 0.07894061) * go_7(-1.0, 0.0);
result += mat4(-0.13075544, 0.15523684, -0.17299353, 0.03286955, 0.0749896, -0.06681099, -0.055989783, 0.026047809, 0.066080905, -0.15055823, 0.01607878, -0.07582076, -0.031457435, 0.0007434168, -0.05784407, -0.1401879) * go_7(-1.0, 1.0);
result += mat4(-0.052085534, -0.03877744, -0.0069224983, 0.16789192, 0.09517772, -0.08007505, 0.02462484, -0.088129416, 0.0013408829, -0.0623811, 0.0074883886, -0.06386363, -0.03685527, -0.030492947, -0.08852659, -0.050996445) * go_7(0.0, -1.0);
result += mat4(-0.11065168, -0.112389065, -0.078902274, -0.07768, 0.076662615, 0.070917815, 0.020645864, -0.0633654, -0.14201139, -0.10073064, -0.12981233, -0.14300786, -0.03800091, 0.030122137, -0.044012945, 0.040963754) * go_7(0.0, 0.0);
result += mat4(-0.06765774, -0.10985129, -0.09417687, -0.045574006, -0.0015684896, -0.08624407, -0.07156704, 0.11013036, 0.10451182, 0.05722487, -0.08562462, 0.15677613, 0.10791058, 0.030469015, -0.01489781, -0.061118122) * go_7(0.0, 1.0);
result += mat4(-0.076483645, -0.051188245, -0.026427023, -0.07758995, 0.070514984, 0.066108, -0.028824564, 0.15448493, 0.18118386, 0.025077257, -0.13165683, 0.05608995, 0.008781471, 0.052336816, -0.010705784, -0.19363798) * go_7(1.0, -1.0);
result += mat4(-0.08199591, -0.13568819, -0.039902184, 0.07975507, 0.12640685, -0.002146138, 0.014260887, -0.17183918, -0.009152956, 0.038202666, -0.2094691, -0.058618493, 0.15224771, 0.06021081, 0.11798141, -0.03590271) * go_7(1.0, 0.0);
result += mat4(-0.039392676, -0.098705426, -0.00030400066, 0.13875104, 0.033425663, 0.045219854, -0.04672713, -0.08291983, 0.0065967776, 0.09905884, -0.07684505, -0.011784174, 0.113817036, -0.049223375, 0.054426376, -0.039116792) * go_7(1.0, 1.0);
result += vec4(0.019128362, 0.03289745, -0.020459, -0.028252047);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_24_tf
//!BIND conv2d_24_tf1
//!BIND conv2d_24_tf2
//!BIND conv2d_24_tf3
//!SAVE conv2d_25_tf
//!WIDTH conv2d_24_tf.w
//!HEIGHT conv2d_24_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_24_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.017471954, 0.033765998, 0.10728799, 0.05748774, 0.02781238, 0.0065988842, 0.048899, -0.111819625, -0.15673992, -0.14049643, -0.19609143, 0.06799994, 0.056545053, 0.05854318, 0.07989028, 0.06865026) * go_0(-1.0, -1.0);
result += mat4(-0.027804995, 0.28089818, 0.00939153, -0.10538561, -0.06944387, 0.040870868, -0.056329433, 0.053074345, 0.030704536, 0.0017814944, 0.11775399, -0.24013947, 0.047405023, -0.01956273, -0.025394185, -0.08049281) * go_0(-1.0, 0.0);
result += mat4(-0.052235425, -0.059296433, 0.11562215, -0.025237624, -0.0875074, 0.15221938, 0.14525545, 0.14261505, -0.03608716, -0.16691273, -0.103693224, 0.19114594, -0.08115013, -0.09270833, 0.035125177, 0.15294996) * go_0(-1.0, 1.0);
result += mat4(-0.12381403, 0.11570407, 0.038750608, -0.023706824, -0.059968557, -0.11266674, 0.0029604204, 0.13800496, -0.17783286, 0.021752914, -0.034509424, -0.028650694, -0.14898375, 0.06902978, -0.15860847, 0.009637565) * go_0(0.0, -1.0);
result += mat4(-0.025171917, 0.12672316, 0.14192998, -0.14433089, 0.064913236, -0.0022447554, -0.21268947, -0.038177896, 0.036399573, -0.21507782, 0.07123678, -0.13206129, -0.07121265, 0.0096024005, 0.22898148, 0.05494094) * go_0(0.0, 0.0);
result += mat4(0.1506902, 0.06988544, 0.13345703, 0.057807617, -0.11837313, -0.09402816, 0.013641186, -0.17395163, 0.0016941638, 0.24603452, -0.2586276, -0.17429659, -0.072540164, -0.03448174, -0.11606636, -0.08689208) * go_0(0.0, 1.0);
result += mat4(0.04652269, -0.10444236, 0.086832695, -0.10591385, -0.017574495, 0.0015303675, -0.086677074, 0.13133185, 0.10970881, -0.11243208, 0.07597016, -0.08536491, -0.15017018, 0.107406065, -0.032401532, 0.11085293) * go_0(1.0, -1.0);
result += mat4(-0.029553665, 0.038572565, 0.06975905, 0.020539641, -0.22124092, 0.18579805, -0.20957313, -0.02503689, 0.013945879, 0.20544745, 0.06853718, -0.23524883, -0.11711525, 0.05449384, -0.06129214, 0.061477955) * go_0(1.0, 0.0);
result += mat4(-0.09428423, 0.05353704, -0.08986825, -0.12206943, 0.015571677, -0.06035716, 0.03597724, 0.06506318, 0.24872549, -0.07388469, 0.10377363, -0.0035277915, 0.15126887, 0.030227851, 0.09139127, 0.1724195) * go_0(1.0, 1.0);
result += mat4(-0.08194724, -0.14544182, -0.06835661, 0.12667398, -0.003119579, -0.058695093, -0.03867005, -0.018764118, -0.021299256, 0.1767535, -0.047742914, 0.16228043, 0.0039194035, 0.108454764, -0.09458136, -0.08617982) * go_1(-1.0, -1.0);
result += mat4(-0.10684914, -0.32592118, -0.08571172, -0.0101189185, -0.003587966, 0.058117017, 0.03881399, 0.08900041, 0.13914779, 0.29735216, 0.092806034, 0.04355884, -0.2201469, -0.03196189, -0.0591701, 0.0492791) * go_1(-1.0, 0.0);
result += mat4(0.10436922, -0.21961232, -0.23891205, -0.06916029, -0.047455642, 0.053441495, 0.039798163, 0.029930444, 0.028346276, 0.11400354, 0.1262288, -0.039326813, -0.27376792, 0.046276275, -0.0708307, -0.013476013) * go_1(-1.0, 1.0);
result += mat4(0.03159886, 0.21562842, -0.014585027, -0.08378165, -0.075764485, 0.037414357, 0.05071985, 0.011949454, 0.21450044, 0.15943736, 0.046434704, 0.02799841, 0.06830587, 0.21022047, -0.021822905, -0.048930455) * go_1(0.0, -1.0);
result += mat4(0.007448671, 0.31557044, -0.14174029, -0.095406465, -0.058464147, 0.007829958, 0.054605816, 0.033241432, 0.05140908, -0.24677344, -0.11616229, 0.014348134, 0.010551736, 0.0059860707, 0.13453126, 0.009637068) * go_1(0.0, 0.0);
result += mat4(-0.19331768, 0.06736968, -0.028931534, -0.038676705, 0.12592682, -0.093849026, 0.02008791, 0.014735365, 0.37446207, -0.16751154, 0.036961526, -0.1590846, 0.021004658, -0.008121, -0.029536324, -0.004248831) * go_1(0.0, 1.0);
result += mat4(0.15364482, -0.14937145, 0.01816333, -0.018371658, -0.01705263, 0.056991376, 0.11055977, -0.14455408, 0.33668515, 0.025234248, 0.1158367, 0.038978804, -0.082735226, 0.036333524, 0.14080678, 0.07116793) * go_1(1.0, -1.0);
result += mat4(-0.03225392, 0.05972964, 0.08061265, 0.010593995, -0.03653595, -0.081596345, -0.07971582, -0.101583384, 0.30200258, 0.020900398, -0.076761626, 0.2588924, -0.19713697, -0.0039160987, 0.12071749, 0.07637735) * go_1(1.0, 0.0);
result += mat4(-0.009703355, -0.112931654, 0.10053343, -0.021120002, -0.0056891046, -0.08936862, 0.019142495, 0.086807735, -0.036430825, -0.13736516, 0.078291796, 0.13332526, 0.036317714, -0.02775869, 0.21644063, -0.021389648) * go_1(1.0, 1.0);
result += mat4(0.07151064, 0.13414513, 0.16725646, 0.05681151, 0.03014826, -0.013707471, 0.03738184, -0.076183036, 0.0013138218, -0.0045046997, -0.034409188, -0.11118198, 0.020379785, -0.018046485, -0.025136197, 0.07276152) * go_2(-1.0, -1.0);
result += mat4(-0.31872088, -0.019305777, -0.1202114, 0.28454658, 0.0105313035, -0.10189794, -0.07196168, -0.036715895, 0.13881202, 0.06850477, -0.021623109, 0.079496734, -0.06979547, -0.11332472, 0.024788616, 0.032634366) * go_2(-1.0, 0.0);
result += mat4(-0.11924803, 0.025480963, -0.076824784, 0.13637042, -0.013938593, -0.25385013, 0.05410712, 0.062499918, 0.081072375, -0.057731725, 0.049677495, -0.06418712, 0.060383555, -0.0074860845, -0.1453992, -0.032517288) * go_2(-1.0, 1.0);
result += mat4(-0.036895122, 0.036074597, 0.037811972, 0.099549554, 0.07307597, -0.018347137, -0.12284651, -0.10390334, 0.053444356, -0.124446824, -0.017259916, -0.123878516, 0.015864458, -0.037590273, 0.015383898, -0.13280766) * go_2(0.0, -1.0);
result += mat4(-0.17129786, 0.30193725, -0.63509864, 0.044185117, 0.17067964, 0.13152778, 0.013793428, -0.22130486, -0.1177694, -0.090981916, -0.1120058, -0.03206043, -0.03634814, -0.025005434, -0.041229405, 0.003946445) * go_2(0.0, 0.0);
result += mat4(-0.19944333, 0.37651125, -0.2258299, 0.15009473, -0.18867065, 0.16184928, -0.15228443, -0.11970196, 0.023598861, -0.05103017, -0.0396361, -0.014802233, 0.18477547, 0.117229566, -0.0659542, -0.04572343) * go_2(0.0, 1.0);
result += mat4(-0.031589817, -0.15478852, -0.0138067985, 0.22124025, 0.01842947, 0.019181002, -0.00199036, 0.1694457, -0.040336214, 0.03585539, -0.15060787, -0.0629436, -0.01583668, 0.08921745, -0.16015616, -0.041883018) * go_2(1.0, -1.0);
result += mat4(0.34572613, 0.08028766, 0.05118005, 0.060876332, -0.04589517, -0.07928535, 0.19742113, -0.08568548, 0.035782974, 0.032317884, -0.04522276, 0.0027367994, 0.120695986, 0.12010325, 0.08282749, -0.0039305175) * go_2(1.0, 0.0);
result += mat4(0.11901709, 0.036992844, -0.02980137, -0.12586515, 0.05982998, -0.02190856, 0.05343958, 0.029002843, -0.050481327, 0.02545951, -0.039066423, 0.0004951633, 0.08666116, -0.03562756, 0.014761862, -0.103269614) * go_2(1.0, 1.0);
result += mat4(-0.18563634, 0.043092452, -0.058314674, 0.015170002, -0.007694099, 0.1127861, 0.02553127, -0.012972445, -0.0046755355, -0.01073453, 0.021448553, 0.040810876, 0.030288234, -0.06359927, -0.06596764, 0.061660938) * go_3(-1.0, -1.0);
result += mat4(-0.012341555, -0.042663574, -0.0037670187, -0.018076867, -0.041096028, 0.054967128, -0.063933946, 0.08594425, 0.041885212, 0.096373014, 0.057978775, 0.016001241, -0.03465387, -0.063257515, -0.024798894, -0.10663954) * go_3(-1.0, 0.0);
result += mat4(0.013904101, 0.032032844, -0.11790652, -0.14560696, 0.0051183654, -0.093018, -0.038192853, -0.02419622, -0.12162447, 0.108436026, 0.031953014, 0.005816637, -0.039445993, -0.027502064, -0.074986555, -0.08383356) * go_3(-1.0, 1.0);
result += mat4(0.027069142, 0.020535026, 0.05137401, -0.022017054, -0.009511554, 0.002717326, 0.07104652, 0.14271072, -0.0809091, -0.12810269, 0.14585342, -0.030829936, -0.049544737, 0.121479005, -0.020640593, 0.07074442) * go_3(0.0, -1.0);
result += mat4(-0.020390948, -0.032292105, -0.044466075, -0.040939715, -0.09642971, 0.00013572059, 0.04400759, 0.089212894, 0.11231742, 0.00036003115, 0.2045489, 0.053579632, 0.0019167879, 0.05940128, 0.12449242, 0.07200519) * go_3(0.0, 0.0);
result += mat4(0.17566979, -0.05323988, 0.025047952, 0.026185818, 0.054906968, 0.12425456, 0.15909024, -0.045865864, -0.01796168, 0.025883837, 0.029770195, 0.071876444, 0.17989114, 0.061715063, 0.097672, -0.035693962) * go_3(0.0, 1.0);
result += mat4(-0.09611145, 0.044253152, 0.18311392, 0.012182593, 0.027319858, -0.000298763, -0.025718696, -0.0056334995, 0.02268943, -0.008492036, 0.16236448, -0.10463633, -0.004877864, -0.037485115, 0.17201148, -0.07504223) * go_3(1.0, -1.0);
result += mat4(0.038427748, -0.018089676, 0.059632216, 0.060849853, 0.042234454, -0.028407281, 0.12165844, 0.033764914, 0.02828128, 0.018331876, -0.035620198, -0.030596597, -0.05245467, -0.15661895, 0.15989384, 0.05777106) * go_3(1.0, 0.0);
result += mat4(0.0080382265, -0.05058627, 0.15177754, 0.02457983, -0.02158919, -0.02603419, 0.0043647015, -0.05269519, -0.00064104307, -0.028884081, 0.09408389, -0.008114448, 0.14760026, -0.076470025, 0.04603376, 0.018461453) * go_3(1.0, 1.0);
result += mat4(0.11306435, -0.18730852, 0.0075167455, -0.09560337, 0.0077709462, -0.07057433, 0.0035797127, -0.022853112, 0.021342495, -0.03696785, 0.01289179, 0.06829949, -0.013827679, -0.03999237, -0.04753059, 0.0466047) * go_4(-1.0, -1.0);
result += mat4(0.017390149, 0.002040908, -0.12693553, -0.32789224, 0.027319256, 0.03846405, -0.00015923935, -0.07049247, 0.16783871, -0.10079691, -0.11123616, 0.05324317, 0.13512036, -0.028285459, 0.12069438, 0.06956111) * go_4(-1.0, 0.0);
result += mat4(0.054364968, -0.16399679, 0.20564489, -0.043816883, 0.057793453, -0.10362303, -0.067307614, 0.04665986, -0.14624558, -0.12807955, -0.056192804, 0.121388845, -0.019129038, -0.012357931, 0.0026693486, 0.10578014) * go_4(-1.0, 1.0);
result += mat4(0.00028465505, -0.18237738, -0.27618593, -0.10873971, -0.09118435, -0.051416524, -0.12859847, -0.0023402795, 0.06602108, -0.041825376, -0.1211535, -0.013451067, 0.06285976, 0.026286084, -0.08663906, 0.059711363) * go_4(0.0, -1.0);
result += mat4(0.09418096, -0.16677582, 0.31493846, 0.19121769, 0.013836401, -0.14683236, 0.089372076, 0.031131288, 0.07269414, 0.029907493, 0.015037321, 0.048650477, 0.09947451, 0.1382513, 0.008702595, 0.030025264) * go_4(0.0, 0.0);
result += mat4(-0.36631888, 0.031981204, -0.1694263, -0.31440136, 0.063722916, -0.04748052, -0.25194407, -0.15265068, -0.040349986, 0.09606634, -0.062473077, -0.107912265, -0.041041367, -0.019101804, -0.0007443431, 0.20662434) * go_4(0.0, 1.0);
result += mat4(0.039134044, -0.06769877, -0.04496397, 0.058510136, 0.0539612, 0.049229577, -0.04531815, -0.09764556, -0.0072655273, 0.066220924, 0.052972153, 0.062115185, 0.07058065, 0.03482429, 0.11264238, -0.012771517) * go_4(1.0, -1.0);
result += mat4(-0.14832714, -0.26061863, -0.117175885, -0.07227297, -0.095274866, 0.06427019, -0.1720085, -0.12606795, 0.0055882256, -0.068954766, 0.040132865, -0.057916597, 0.116415136, -0.0038085836, -0.11257074, 0.16791174) * go_4(1.0, 0.0);
result += mat4(0.15208925, -0.035363015, 0.016423287, -0.011545738, 0.010486088, 0.15796964, -0.018267475, 0.04819378, 0.07893306, -0.049445417, 0.10922541, 0.056629743, -0.20051284, 0.0646689, -0.022053083, 0.006558849) * go_4(1.0, 1.0);
result += mat4(0.034261696, -0.048524413, 0.08553469, 0.18164964, 0.049066372, 0.057888642, 0.13727365, -0.04544014, 0.08169355, -0.008774393, -0.038793385, 0.012722537, -0.10232049, 0.060814742, 0.08948346, -0.045197718) * go_5(-1.0, -1.0);
result += mat4(0.10102485, 0.009672051, -0.014999783, 0.16597384, 0.14226477, 0.124397196, 0.13134599, 0.0075497227, 0.019706044, 0.02880536, 0.029863069, -0.106501095, -0.0014861296, -0.06983038, 0.100633115, 0.053191233) * go_5(-1.0, 0.0);
result += mat4(-0.024684586, 0.058772594, 0.09473553, 0.006539196, 0.16713893, 0.044055037, -0.059446193, -0.085051544, -0.13981988, -0.01050415, 0.0004877739, 0.2358795, -0.043013573, -0.02102554, 0.043523125, 0.0362912) * go_5(-1.0, 1.0);
result += mat4(-0.08964394, -0.08315431, -0.016985089, 0.069526255, 0.016692394, -0.17341077, 0.02946918, 0.0697097, 0.08705007, -0.011073351, 0.038017947, 0.024542587, 0.006911302, -0.01183356, 0.042103864, 0.10522466) * go_5(0.0, -1.0);
result += mat4(-0.08360448, 0.12198474, -0.059289638, 0.06424023, -0.07853796, -0.13322891, 0.031532466, 0.04782606, 0.014080435, 0.0020295705, -0.07157181, -0.011628711, -0.06752404, 0.103147015, -0.026804183, 0.119201295) * go_5(0.0, 0.0);
result += mat4(0.121583, -0.18472487, 0.051415585, 0.09387002, -0.12578335, -0.13457519, -0.011141069, 0.007924912, -0.15972508, 0.082277834, 0.006660031, 0.018529864, -0.048006892, -0.16195123, 0.11889123, 0.09391133) * go_5(0.0, 1.0);
result += mat4(0.0011877354, -0.03821508, 0.079352275, 0.09431855, 0.120227985, 0.12770982, -0.013714698, 0.038997453, -0.0004619692, 0.036872115, -0.13374491, 0.037702244, 0.008888777, -0.04283213, -0.11525023, 0.073225714) * go_5(1.0, -1.0);
result += mat4(0.11580729, -0.013175554, -0.1253745, 0.039527655, 0.2501712, 0.21559192, -0.17641467, -0.121261366, -0.124944955, -0.076779194, 0.020058166, 0.16612346, -0.0025809745, 0.0701927, -0.04693916, 0.056292046) * go_5(1.0, 0.0);
result += mat4(0.018906271, -0.050643444, 0.02444996, -0.024262303, -0.09815448, 0.053140316, -0.05007922, -0.12625203, 0.0458619, 0.022072764, -0.11102561, 0.038217522, -0.074741885, 0.098456666, -0.06336978, 0.03393061) * go_5(1.0, 1.0);
result += mat4(0.092316404, 0.05333801, -0.030575402, -0.081248224, 0.0079937065, 0.09291787, -0.060621336, 0.04314502, -0.0013314068, -0.12648228, -0.03434061, -0.001897616, -0.0036773146, 0.14251038, -0.056213245, -0.012823907) * go_6(-1.0, -1.0);
result += mat4(0.075125776, 0.069178015, -0.06843881, -0.023425177, -0.14221351, -0.19814956, -0.08641597, -0.040399566, -0.02199065, -0.12643565, -0.11299937, -0.09457813, -0.1383775, -0.14663833, -0.10941722, 0.07635694) * go_6(-1.0, 0.0);
result += mat4(0.0725733, 0.09736323, 0.04138415, -0.07827824, -0.07074357, -0.18943074, 0.045716334, 0.0020727555, 0.02317897, 0.06851788, -0.16416553, -0.021083718, -0.049671404, -0.084899835, -0.12828274, -0.10106359) * go_6(-1.0, 1.0);
result += mat4(0.03463169, -0.18304746, 0.0113404775, 0.08603118, -0.023727167, -0.010212168, 0.07873619, 0.094507635, -0.015712371, 0.10867139, -0.021452317, -0.0109243365, -0.008315214, 0.070175745, -0.114166215, -0.033175204) * go_6(0.0, -1.0);
result += mat4(0.12465464, 0.078011826, 0.15954973, 0.106771946, -0.18527602, 0.17714898, -0.10814003, 0.08439565, 0.05126767, 0.07982679, 0.051989906, -0.07862624, 0.0116982795, -0.10962926, 0.09563839, 0.18439959) * go_6(0.0, 0.0);
result += mat4(0.15925483, -0.17562218, 0.16054402, -0.102731735, 0.0002583934, 0.036983114, 0.011999053, 0.27471888, -0.004332959, -0.12928788, -0.08790416, -0.010699724, -0.02548459, -0.08457954, 0.05052734, 0.24577044) * go_6(0.0, 1.0);
result += mat4(0.06567454, -0.025370235, -0.05715709, -0.082185306, -0.09599352, 0.086617105, 0.0822692, 0.029309079, 0.09133301, -0.024522156, -0.03486816, 0.038204033, -0.05361194, 0.10158628, 0.063485794, 0.03969183) * go_6(1.0, -1.0);
result += mat4(-0.0048210667, 0.0764913, 0.023380734, 0.024152404, -0.06351439, -0.030418124, 0.02406592, -0.036408596, 0.061542217, -0.043871675, 0.025962725, -0.10431354, -0.052235737, -0.1482723, 0.08303624, -0.009218905) * go_6(1.0, 0.0);
result += mat4(-0.084167026, -0.096596025, -0.12425624, 0.08682868, 0.00022705906, 0.085114844, 0.16839416, -0.025412558, 0.033778172, 0.017215842, -0.065793276, -0.070195585, -0.08553574, 0.06256185, -0.06854525, 0.037209094) * go_6(1.0, 1.0);
result += mat4(0.12050404, -0.20928818, -0.11949551, 0.1291365, 0.084040865, 0.05223939, 0.043977372, -0.016835403, 0.0042935545, 0.059002463, -0.07211131, -0.118245535, -0.19188774, -0.1535305, 0.0272311, 0.105984956) * go_7(-1.0, -1.0);
result += mat4(-0.006181896, -0.28432485, -0.12084334, 0.074295126, 0.081649065, 0.055474468, 0.043172136, 0.04395295, -0.21917932, -0.10722758, -0.09593755, 0.013767353, 0.047732692, -0.045233723, 0.1499118, 0.10079427) * go_7(-1.0, 0.0);
result += mat4(0.1524887, -0.03541432, -0.036423605, 0.0036694347, 0.09287245, 0.11441246, 0.1423142, 0.0036378538, 0.096392065, -0.056260396, 0.034749147, -0.04590672, -0.04538836, -0.023286846, 0.006294474, -0.12256234) * go_7(-1.0, 1.0);
result += mat4(-0.028657515, -0.005657442, -0.009628549, 0.075619094, 0.051912576, -0.08320796, 0.062917456, 0.040294655, -0.015313034, -0.07584268, -0.025918879, 0.05634464, 0.12799169, 0.017167855, 0.022167781, -0.0989495) * go_7(0.0, -1.0);
result += mat4(0.043959383, -0.094892405, 0.09580696, 0.015563032, 0.0015867131, -0.16679575, -0.019396141, -0.24469055, 0.105518065, 0.0013712198, 0.08570463, 0.18447937, 0.0561871, 0.016862078, -0.1697556, -0.10703698) * go_7(0.0, 0.0);
result += mat4(0.046563495, -0.028334722, 0.095430285, -0.11062519, 0.1632057, -0.113526955, 0.0078005767, -0.057255816, 0.013870708, -0.1396983, 0.001675939, -0.036503952, 0.10268302, -0.08352583, 0.073321745, -0.08963458) * go_7(0.0, 1.0);
result += mat4(-0.0071791788, -0.018167714, -0.10474007, 0.13919841, 0.071997575, 0.036511123, 0.031821, 0.011350003, -0.03294527, 0.07128632, 0.0011163193, -0.046720807, -0.0044006784, -0.0154943485, -0.0124589205, -0.011068004) * go_7(1.0, -1.0);
result += mat4(0.0065815425, 0.1016602, -0.049425308, 0.05000585, -0.015566087, -0.13111699, 0.0053829947, -0.063102424, 0.04960389, -6.787479e-05, -0.08155758, -0.015248496, -0.03355637, 0.08096152, -0.044310823, 0.05465892) * go_7(1.0, 0.0);
result += mat4(-0.038555566, -0.18589461, -0.04570239, 0.06552533, 0.03866913, 0.08443401, 0.028861761, -0.032269157, -0.061593454, 0.035525497, -0.050243054, -0.06402548, -0.10291229, -0.086267136, 0.04558792, -0.002906924) * go_7(1.0, 1.0);
result += vec4(0.041304566, -0.03238812, 0.014535408, -0.017808888);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112
//!HOOK MAIN
//!BIND conv2d_24_tf
//!BIND conv2d_24_tf1
//!BIND conv2d_24_tf2
//!BIND conv2d_24_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!SAVE conv2d_27_tf
//!WIDTH conv2d_24_tf.w
//!HEIGHT conv2d_24_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.11443151, -0.108713426, 0.276695, 0.07989307, 0.04647579, 0.009262729, 0.1685192, 0.06342496, 3.7802124e-06, 0.11471419, 0.21862917, -0.14714405, 0.07615697, 0.008696574, 0.12699789, -0.19018881) * g_0;
result += mat4(0.12515754, 0.31493005, -0.09689205, 0.03547315, 0.014907384, -0.16497225, -0.13919856, -0.11483534, 0.12144794, -0.16309711, -0.32288572, -0.12443185, 0.069901936, 0.087048694, -0.10706947, -0.17567441) * g_1;
result += mat4(0.39898342, -0.22792721, 0.14832391, 0.2717282, -0.020610651, 0.23566288, 0.010850474, -0.17099889, -0.016039778, -0.0020831313, -0.12241154, 0.12688214, 0.0036613182, 0.036608845, 0.014307337, -0.11151725) * g_2;
result += mat4(-0.10309775, 0.13672508, -0.14171574, 0.0008346642, 0.009146607, 0.08628462, -0.08052912, -0.017026344, 0.15191628, -0.057887327, -0.19557409, 0.051096447, -0.08008495, -0.107524894, 0.2823684, -0.08889756) * g_3;
result += mat4(-0.016564824, -0.24989256, -0.2249194, -0.0651977, -0.06807716, -0.025363477, -0.027399465, -0.07455227, 0.06599263, 0.26438046, -0.051439926, 0.06316548, 0.022916218, -0.046988536, 0.029912783, 0.022940762) * g_4;
result += mat4(-0.12251786, -0.06948682, 0.22916022, -0.024786122, -0.00439896, 0.083174594, 0.036550373, -0.006298349, -0.11279929, -0.093094416, -0.034991793, 0.046064105, 0.11115092, -0.082963385, 0.05877601, -0.06852534) * g_5;
result += mat4(0.07373158, 0.09035215, 0.07685686, -0.00512534, 0.16249287, -0.30190566, -0.17152359, -0.021798678, -0.036162075, -0.14855996, 0.06671937, 0.040752716, 0.038710788, -0.05742677, -0.15890189, -0.065827206) * g_6;
result += mat4(0.08283188, -0.07847956, -0.1273862, 0.06317435, -0.045053452, -0.07436303, -0.21195294, 0.03413814, 0.0180427, -0.08224744, 0.19969232, -0.10173545, -0.0985865, 0.13246737, -0.22761853, -0.052478615) * g_7;
result += mat4(0.058520608, -0.08817867, 0.23608765, -0.073843844, 0.052322935, 0.02629083, 0.13331904, 0.06627578, 0.041870154, 0.0606517, -0.26620305, 0.09230404, 0.027014492, 0.14735153, -0.16004741, 0.09812545) * g_8;
result += mat4(0.047826007, 0.1634714, 0.11705604, 0.0708394, -0.009366613, -0.03155836, 0.077331886, -0.0031559314, 0.097498395, 0.04192316, 0.17008877, -0.2166131, 0.20248255, 0.010872594, 0.06436194, -0.13117972) * g_9;
result += mat4(0.02341538, -0.083836935, -0.3000272, -0.13124003, -0.019327922, 0.04084534, 0.1415715, -0.032898612, 0.12683785, 0.2175736, -0.18110937, 0.16924378, 0.15692717, 0.2107051, -0.11289415, 0.024807237) * g_10;
result += mat4(-0.0038417198, -0.023462469, 0.29741266, 0.41617903, -0.07855188, -0.10439054, 0.029460225, 0.19564202, -0.039808284, 0.1763466, -0.090184964, -0.34782696, -0.02403701, 0.074582, -0.12709166, 0.08750199) * g_11;
result += mat4(-0.005616591, 0.06304182, -0.040408023, -0.09645956, 0.06324051, 0.20628944, -0.3098933, 0.02254578, 0.029077038, 0.053340837, 0.063302726, 0.16661525, 0.03846741, -0.009219741, 0.116365075, -0.10009024) * g_12;
result += mat4(-0.05268469, -0.00017071658, -0.07163157, -0.21923296, -0.16725844, -0.03701403, -0.14504927, 0.014916945, 0.0009528244, -0.15782906, 0.12831807, 0.29388857, -0.016132563, 0.017562412, -0.25679052, -0.034620695) * g_13;
result += mat4(0.22927792, -0.06749382, -0.009661854, 0.17025727, 0.0079777455, -0.041601792, -0.11932827, 0.03387773, -0.09392308, 0.3402342, 0.14215328, -0.39847612, -0.1305392, -0.15584923, 0.045079015, 0.01645792) * g_14;
result += mat4(-0.04562495, 0.16534929, -0.046228826, -0.16118683, -0.14846939, 0.18226776, 0.0052598384, -0.23458757, 0.094621554, -0.10582074, 0.10714222, 0.05594153, -0.09598537, 0.113479495, -0.12497368, 0.023943413) * g_15;
result += mat4(-0.02769864, -0.26299968, 0.14559303, 0.0944326, 0.17896965, 0.10208632, -0.013210181, -0.044628892, -0.05891498, -0.026696851, -0.22334224, 0.06637618, -0.18068133, -0.25608513, -0.17188187, 0.011999808) * g_16;
result += mat4(-0.058387913, 0.0218284, -0.23960036, 0.022659982, -0.14655428, -0.2565323, 0.108330764, 0.13125636, 0.124482006, 0.16533256, -0.022780979, -0.09548541, 0.08578177, -0.006597655, -0.14589092, -0.12073695) * g_17;
result += mat4(0.056324802, 0.0128009105, -0.025639247, 0.01001398, -0.17908664, -0.06784469, -0.2604881, -0.18153118, -0.063292824, -0.051646266, -0.06044485, 0.07686661, -0.082505025, 0.22550054, -0.037884668, -0.053193748) * g_18;
result += mat4(-0.069400966, 0.0617642, 0.010582028, 0.09696695, 0.0014224951, -0.04151362, -0.12185871, 0.0012915661, 0.14637092, -0.006555717, -0.05938257, 0.13994268, -0.0066529186, -0.19960605, 0.15346165, -0.0865367) * g_19;
result += mat4(-0.2611735, -0.022063201, -0.038368087, 0.09316622, -0.038465716, -0.18126398, -0.08461157, 0.067109436, 0.057539497, -0.20445953, 0.0928182, 0.04585181, -0.24495333, 0.0065940707, -0.37708935, 0.2060806) * g_20;
result += mat4(-0.0027922213, 0.22430198, -0.14358118, 0.12783276, -0.11639961, -0.037831385, 0.13331455, 0.19188458, 0.053073954, -0.07114653, -0.058150347, 0.1569289, 0.124720514, -0.12141831, 0.1242011, 0.114829615) * g_21;
result += mat4(-0.30982205, -0.037789118, -0.023584012, -0.108513854, -0.29589918, 0.23338793, -0.053462632, 0.14759938, 0.10133443, 0.11237711, 0.055803254, -0.12062855, 0.19252913, -0.08096047, 0.07718558, 0.008393711) * g_22;
result += mat4(-0.050342154, 0.0074422276, 0.06969367, 0.08940038, -0.017735183, -0.18851873, 0.16643041, -0.3227906, -0.022566125, -0.14224024, -0.34606192, 0.046124987, -0.04396818, 0.0072183185, -0.15278862, -0.06988554) * g_23;
result += mat4(0.034391437, -0.074430875, 0.20160396, -0.072047606, 0.2027079, -0.28531456, 0.10542997, -0.03773651, -0.055301867, -0.0936597, -0.21673253, 0.07367847, -0.02038547, -0.14456849, 0.22297329, 0.35531262) * g_24;
result += mat4(-0.18277335, -0.08059337, -0.09400133, 0.15901576, 0.16223545, 0.2021658, 0.047907606, 0.056792736, 0.06719305, 0.0033384864, -0.06851851, 0.051555436, -0.040477566, 0.2388465, -0.020530254, -0.24586761) * g_25;
result += mat4(0.11648392, -0.20024611, -0.07978261, -0.24872676, 0.24125583, 0.03680705, 0.044125002, -0.14167546, 0.18336643, 0.090984896, 0.07496362, -0.17672206, 0.16514459, -0.102161184, -0.030927394, 0.08411755) * g_26;
result += mat4(-0.14201398, -0.31110483, -0.42112264, -0.11100327, -0.20474254, 0.027765524, 0.0070005557, -0.08926027, 0.044591606, -0.20539887, 0.08815937, 0.15499651, -0.15112466, 0.017493293, -0.12526624, 0.14187813) * g_27;
result += vec4(-0.04274619, -0.027823832, -0.0074941483, 0.045495618);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112
//!HOOK MAIN
//!BIND conv2d_24_tf
//!BIND conv2d_24_tf1
//!BIND conv2d_24_tf2
//!BIND conv2d_24_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!SAVE conv2d_27_tf1
//!WIDTH conv2d_24_tf.w
//!HEIGHT conv2d_24_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.12234858, -0.021024397, -0.008911491, 0.008654683, -0.261921, -0.08852813, -0.014769153, 0.07656934, -0.1312976, -0.0395526, -0.1335422, 0.16576755, -0.024820516, -0.050337326, -0.10896443, 0.033768054) * g_0;
result += mat4(-0.018000448, 0.013071354, 0.049299564, -0.07042542, 0.3076099, -0.02068737, -0.18147635, 0.10448964, 0.07281318, 0.010307286, -0.18882285, -0.014645502, 0.0791774, -0.21212971, 0.026508024, -0.058461342) * g_1;
result += mat4(-0.23666126, -0.018033542, 0.0024688705, 0.23144715, 0.0010496895, -0.021392277, 0.08807161, 0.026790189, 0.023468774, 0.011498715, 0.14476688, 0.18361224, 0.04218432, -0.22661938, 0.34774292, 0.113836944) * g_2;
result += mat4(-0.029370226, -0.22133234, -0.066944055, -0.24185248, -0.09880753, -0.023189416, 0.006161905, -0.07948689, 0.012845118, -0.19781755, -0.1683098, -0.10058418, -0.018076612, -0.07924661, 0.08356604, -0.23357888) * g_3;
result += mat4(0.022303218, 0.12761936, 0.022652805, -0.20914936, 0.17180137, 0.12143295, 0.09799191, -0.12665649, 0.034417123, -0.09280215, -0.0984246, -0.07475625, -0.0069865007, 0.17393745, -0.047097508, 0.086801045) * g_4;
result += mat4(-0.009374213, 0.13395758, -0.037030727, 0.069092, -0.12193983, -0.06298433, 0.22348295, 0.051750474, -0.0943686, -0.045059983, 0.23618917, -0.15909736, 0.11566603, 0.07151492, 0.013066669, -0.04950254) * g_5;
result += mat4(0.05421195, 0.1602265, 0.12650324, -0.017457927, -0.008281588, -0.09576464, -0.038360406, 0.023573698, -0.071081236, 0.18549033, -0.17457892, -0.06348481, 0.0057788654, -0.17015602, -0.2143573, -0.12245353) * g_6;
result += mat4(-0.012059985, 0.034365635, 0.038933452, 0.15287007, 0.08915255, -0.09115187, 0.020236796, -0.030026728, 0.034153678, 0.14779243, -0.2252762, 0.18940309, -0.17914702, 0.04489441, -0.016465506, 0.19653367) * g_7;
result += mat4(-0.24926579, 0.21237439, -0.07930057, 0.11889715, -0.02740544, -0.09377776, 0.039144963, 0.24697267, -0.0735153, 0.26344168, -0.15305813, -0.03005728, -0.36296624, -0.11677285, 0.08789561, 0.15614145) * g_8;
result += mat4(0.21561594, 0.027871598, 0.11443511, -0.08989617, -0.15216057, 0.31315288, 0.07875693, 0.31678453, -0.05351552, 0.0603098, 0.098363675, -0.024522562, 0.32440776, 0.04057012, 0.020779671, -0.09102291) * g_9;
result += mat4(0.030619625, 0.23956256, 0.12258182, -0.056125734, 0.047818817, 0.007024855, 0.005731205, -0.044608884, 0.14420183, -0.34504604, 0.37266588, 0.21600994, 0.14392853, 0.18355964, -0.16690119, -0.055878773) * g_10;
result += mat4(0.08539339, -0.030770814, -0.20747332, -0.14294678, 0.06483853, 0.28473207, 0.17663138, -0.14832555, -0.09196593, 0.38663465, -0.4864812, 0.024431465, -0.024223857, -0.13960868, -0.19981948, -0.0046645487) * g_11;
result += mat4(0.052366443, -0.11314741, 0.25294435, 0.12731439, 0.12228493, 0.31405678, 0.13434315, -0.124796845, -0.07093641, 0.24931367, 0.008088064, 0.057337996, 0.14562343, -0.1662442, -0.16025625, -0.008378218) * g_12;
result += mat4(-0.107468806, 0.012494604, 0.13145463, 0.0044467025, -0.20689802, -0.008778631, 0.22577581, -0.083029106, 0.024620963, -0.025284542, 0.055661917, 0.1272626, -0.03796311, 0.1556227, 0.042157676, -0.08214739) * g_13;
result += mat4(-0.04830007, 0.044968493, -0.0075896606, 0.10583585, -0.002229782, -0.061159782, -0.019315276, -0.08692975, -0.02174253, 0.10504436, -0.095099375, 0.10481533, -0.10043261, -0.103314795, 0.099944495, -0.005334155) * g_14;
result += mat4(0.12740242, 0.17563054, 0.08312964, -0.067844905, -0.04208514, 0.1110867, -0.21594112, -0.23460679, -0.13176624, 0.1059882, 0.12894152, -0.11152399, 0.09752229, 0.014816284, -0.22325674, 0.09841326) * g_15;
result += mat4(0.0653981, -0.022964995, -0.2938982, -0.0061169066, 0.03942006, 0.019700393, 0.08734106, -0.065434955, -0.067304276, 0.112637825, -0.05742705, 0.023384662, -0.2054386, 0.29436016, 0.0037892356, -0.22304635) * g_16;
result += mat4(0.088354826, 0.23902883, 0.08372811, 0.0065366016, -0.07964651, 0.24419506, -0.3911946, -0.029087873, 0.090739176, -0.049014863, 0.06988132, 0.02258769, 0.10247047, 0.12518027, 0.0008728705, -0.056853645) * g_17;
result += mat4(0.19367176, -0.041542146, -0.16576086, 0.07154839, 0.044061545, 0.16537209, 0.1270174, 0.041331172, -0.20587024, -0.065511934, -0.13275598, -0.07027002, 0.18806867, -0.03407952, 0.04837352, 0.045474067) * g_18;
result += mat4(-0.2582355, 0.17942189, 0.12967736, 0.12031099, -0.14537609, -0.041969452, -0.043003123, 0.013001321, 0.12566818, 0.0038525918, -0.08360705, 0.02547348, -0.09314052, 0.052094415, -0.08657066, 0.014753045) * g_19;
result += mat4(-0.044867773, -0.12017535, 0.06931032, 0.21013774, -0.17006443, -0.11134061, 0.052347653, 0.22170502, 0.0809573, -0.04026027, 0.058802795, 0.033606496, -0.69711787, -0.21366166, 0.32256404, 0.001037066) * g_20;
result += mat4(-0.109290324, 0.12479354, -0.0016870967, -0.2105443, -0.12823416, 0.19568188, -0.01180512, -0.0901166, -0.113193884, 0.20936523, -0.26581213, 0.14669225, -0.03157429, 0.078640506, 0.1446152, -0.10513303) * g_21;
result += mat4(-0.12432017, 0.09697878, -0.09566158, -0.1560019, -0.04478926, 0.08118913, -0.023159185, -0.08924593, 0.07948424, 0.13116947, 0.08267777, 0.041434366, 0.12660475, 0.21119997, 0.040758017, 0.010252911) * g_22;
result += mat4(-0.07343955, -0.11137574, -0.20888542, -0.010525646, 0.08654566, -0.25162008, 0.0015843184, 0.2251664, -0.16099241, -0.05303513, -0.010290805, -0.19370262, -0.09699956, -0.021551458, -0.28225294, -0.012553028) * g_23;
result += mat4(0.13522272, -0.037814137, -0.17619848, 0.059898973, -0.19553477, 0.17938456, -0.27291644, -0.0061011547, -0.010751843, -0.035017565, 0.03794967, 0.31951827, -0.18536541, 0.13390224, 0.0263642, 0.0029341222) * g_24;
result += mat4(-0.12729633, -0.14954208, -0.12916204, 0.22230428, 0.11732888, 0.008057732, 0.07490304, 0.13995908, 0.061645962, -0.16856796, -0.03455527, -0.37620506, 0.22656745, -0.15411325, 0.131253, -0.03256949) * g_25;
result += mat4(0.102106966, 0.16285823, 0.07355709, -0.06602972, 0.15325125, -0.16784416, 0.1471553, -0.14970179, 0.1314055, -0.036945526, -0.014696616, 0.06697295, 0.07670483, -0.013443979, 0.10073605, 0.114370696) * g_26;
result += mat4(0.14675961, -0.21042137, -0.10476935, -0.003657964, 0.013142314, 0.025201753, -0.0875375, 0.17088741, -0.32458684, 0.23715518, 0.07397589, -0.028977808, 0.049964994, 0.03821004, -0.01645503, -0.16695203) * g_27;
result += vec4(0.013880447, -0.06316735, -0.020679189, 0.0052526686);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112
//!HOOK MAIN
//!BIND conv2d_24_tf
//!BIND conv2d_24_tf1
//!BIND conv2d_24_tf2
//!BIND conv2d_24_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!SAVE conv2d_27_tf2
//!WIDTH conv2d_24_tf.w
//!HEIGHT conv2d_24_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.019710967, 0.08727079, 0.13289316, 0.03551607, 0.0777452, -0.112196796, -0.16325843, 0.1558316, -0.022001125, -0.2075691, 0.11862199, 0.02857829, 0.020248298, -0.0094446875, -0.07760552, -0.117990285) * g_0;
result += mat4(-0.29817292, 0.10518408, 0.21746357, 0.05733823, 0.03669798, -0.08149275, -0.10093382, 0.008025974, 0.041065153, 0.13907155, 0.03632113, -0.13297954, 0.060014922, 0.17260654, -0.19085334, -0.08275422) * g_1;
result += mat4(0.12151083, -0.14669828, -0.1620568, -0.16574967, 0.074872755, 0.19607818, -0.3769676, -0.058607124, 0.033677254, -0.056256827, -0.16380833, 0.20182659, 0.04105756, -0.014290442, -0.113356315, 0.09061605) * g_2;
result += mat4(-0.24904074, 0.01590407, -0.003319224, 0.022379734, -0.06170071, -0.10397567, 0.15287766, 0.088777915, 0.020472175, -0.06658154, -0.11527278, 0.018785367, 0.1344412, 0.17483887, 0.09392446, 0.14208129) * g_3;
result += mat4(-0.12065394, -0.07425183, 0.19492783, -0.0121520795, -0.21886127, -0.22013198, 0.21618968, 0.1857871, 0.012718742, 0.27063718, 0.2922766, 0.14129776, 0.15681101, -0.11397562, 0.2161061, 0.28459883) * g_4;
result += mat4(0.18279836, 0.059465416, -0.2686552, 0.08636607, -0.2511355, 0.105158694, 0.16153961, 0.0084084505, -0.2347149, -0.24694109, -0.06095133, -0.13584507, 0.1535036, -0.070038, 0.14755426, 0.15813471) * g_5;
result += mat4(0.05638502, 0.12059284, 0.119747244, -0.025995718, 0.018165832, -0.16386032, -0.0039485083, -0.12419894, -0.18031433, 0.0659284, -0.048997298, 0.05746441, 0.0037581213, 0.0475356, 0.026042571, 0.0461644) * g_6;
result += mat4(0.29047623, -0.03317755, 0.012561449, 0.0762115, -0.22357285, 0.09418904, -0.1308704, 0.03420321, 0.3186606, -0.08401149, -0.06973756, -0.1454678, 0.1048745, 0.12291292, -0.014862143, -0.1947549) * g_7;
result += mat4(0.24438359, -0.33590525, 0.08984905, 0.3105651, -0.116628, -0.25711998, 0.114802435, -0.062869534, 0.26591647, 0.016051942, 0.14616686, -0.012595678, 0.31504416, -0.2826693, 0.25454178, 0.13212447) * g_8;
result += mat4(-0.012505105, 0.25267395, -0.34087932, -0.11540549, 0.23704751, 0.20673543, -0.15236458, 0.08962316, 0.19622429, 0.12039237, -0.1578033, -0.0637722, -0.21207733, -0.03394972, 0.22895417, 0.15027094) * g_9;
result += mat4(-0.14031585, -0.035249453, 0.079809986, -0.16434458, 0.10221193, 0.035313964, 0.018961012, -0.16648005, 0.30393958, -0.1710883, -0.19866116, 0.44803715, 0.0661874, 0.08189988, 0.08553425, 0.28069958) * g_10;
result += mat4(-0.19560876, 0.13451014, 0.13100468, 0.35829562, -0.15475325, 0.02990502, -0.0061779036, -0.22534068, -0.33936733, 0.27095476, 0.14239429, -0.5767695, 0.087701306, -0.1332555, 0.05407353, -0.21649647) * g_11;
result += mat4(0.08749871, -0.2221962, 0.14391874, -0.073948324, -0.025453761, 0.12343736, 0.17743391, -0.07681618, -0.40484402, 0.19426289, -0.09875697, 0.01706343, 0.03982282, -0.17358004, 0.26000148, -0.115895495) * g_12;
result += mat4(-0.13025936, 0.2896371, 0.05801185, 0.08293986, -0.0893019, 0.039711192, -0.16405399, 0.12870799, 0.003430463, 0.09525632, -0.16785814, -0.11364755, -0.18278702, -0.016319456, -0.047153126, -0.020832052) * g_13;
result += mat4(0.082251646, 0.029341506, 0.17133091, -0.18122095, 0.14725228, 0.11916899, -0.28950807, 0.03370702, 0.0347592, 0.032789018, -0.045912996, -0.19743393, -0.19047977, -0.00169078, 0.10430928, 0.09070872) * g_14;
result += mat4(-0.092634596, -0.010618818, -0.03247302, 0.036561195, 0.11044694, 0.12613513, -0.028009905, -0.29851934, 0.087764055, 0.03672974, -0.018752236, 0.13566239, 0.12001229, 0.11018802, -0.11403856, 0.12471705) * g_15;
result += mat4(-0.0038836685, -0.2424455, -0.15008962, 0.082429685, -0.027996138, -0.03844133, -0.15668187, -0.04586779, -0.0009184358, -0.04966999, -0.143867, -0.11818294, 0.014227782, 0.17745559, 0.1543326, 0.12324403) * g_16;
result += mat4(-0.19125207, -0.072080135, 0.22001915, -0.15000911, 0.006092946, 0.0276868, 0.049183417, -0.023606265, -0.055075668, 0.0023213453, -0.006831625, 0.054617073, 0.028141601, -0.28144443, -0.15619376, 0.012505551) * g_17;
result += mat4(-0.002071177, -0.25345835, 0.28130552, 0.02935035, 0.021427564, 0.076878846, 0.10711918, 0.17818032, -0.16705897, 0.0842015, 0.025515607, -0.04167417, -0.06023519, 0.03835697, 0.02799301, -0.15039864) * g_18;
result += mat4(0.065405816, 0.13527295, 0.0067324284, -0.12423678, 0.021669216, -0.082277656, 0.14112775, -0.18604228, 0.13923156, -0.09100899, 0.048483785, 0.022520756, 0.14296904, -0.109883346, 0.006980882, -0.07817121) * g_19;
result += mat4(-0.037226293, -0.110121734, 0.07505908, 0.11474654, 0.209037, -0.026594287, -0.04906321, 0.25379568, 0.18203714, -0.0306505, -0.30535626, -0.015043494, -0.12235582, 0.25040084, -0.6705801, 0.1575759) * g_20;
result += mat4(0.18554471, 0.22335277, 0.22220112, 0.16374512, -0.14779869, -0.013078052, 0.14746222, -0.06868247, -0.17210856, 0.13750106, 0.13263366, 0.056304373, -0.20586984, 0.009876655, 0.23746644, -0.11166203) * g_21;
result += mat4(-0.26620933, -0.0082564615, -0.078228526, 0.2707986, -0.20045628, -0.08139448, 0.0045745936, 0.09325633, -0.05672884, -0.0876488, 0.074889794, 0.13535088, 0.009728256, -0.009059547, -0.20067231, -0.17888282) * g_22;
result += mat4(0.18152374, 0.012155946, -0.17208481, 0.017410867, -0.13088197, 0.008807619, 0.075113654, 0.101879686, -0.071657784, 0.19019592, 0.15560628, -0.07696461, -0.14242226, -0.12567873, 0.048841417, 0.09410027) * g_23;
result += mat4(0.097054265, 0.17632675, 0.070473716, 0.007048641, -0.042248275, -0.15942219, -0.20265426, -0.11571704, 0.06452315, -0.07014653, 0.15223622, -0.046541333, -0.024594152, 0.19610131, -0.020526761, -0.11271823) * g_24;
result += mat4(-0.033343684, 0.08648372, 0.10469339, 0.015983986, -0.0068075475, 0.11311371, 0.179533, -0.11297559, 0.33167574, 0.086799785, 0.042009678, -0.27057844, 0.077861145, 0.09749471, 0.06263665, 0.09029921) * g_25;
result += mat4(-0.17208366, 0.1823461, 0.05647835, 0.10694644, -0.3164003, -0.0020529446, -0.01364865, -0.03349827, 0.12650657, -0.13572167, -0.07308267, -0.06336381, -0.05660443, -0.043583434, -0.28769398, -0.27051786) * g_26;
result += mat4(-0.03592598, -0.4689105, 0.24144898, -0.030977558, 0.002880143, -0.3730606, 0.14906044, -0.07306277, 0.021631535, 0.29016364, -0.10610739, -0.04341038, 0.08593863, 0.07535527, 0.137121, 0.040470026) * g_27;
result += vec4(-0.0023638057, -0.06318492, 0.031060705, 0.012420308);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112
//!HOOK MAIN
//!BIND conv2d_24_tf
//!BIND conv2d_24_tf1
//!BIND conv2d_24_tf2
//!BIND conv2d_24_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!SAVE conv2d_27_tf3
//!WIDTH conv2d_24_tf.w
//!HEIGHT conv2d_24_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.104180515, 0.21909867, -0.0016195358, -0.00827801, -0.17956465, 0.008882964, 0.095886044, -0.12801364, 0.24021642, 0.23698345, -0.17307688, 0.024737755, 0.24745077, -0.121220514, 0.00431543, 0.11270653) * g_0;
result += mat4(0.15997665, 0.017852405, 0.05119178, -0.15482607, 0.0473513, 0.102561824, 0.10925874, -0.088492356, -0.07925148, -0.0009926077, -0.1836283, -0.027848043, 0.078280285, 0.007133711, 0.010975833, 0.06212348) * g_1;
result += mat4(-0.05369238, -0.3801088, 0.6358423, 0.13610448, -0.17373526, -0.06838332, -0.026865637, -0.22185935, 0.031365998, -0.24836074, 0.07786585, 0.12845472, -0.10230717, -0.090312645, -0.12451369, 0.012365612) * g_2;
result += mat4(-0.11176632, 0.1129991, 0.19114831, -0.02778793, 0.17413953, -0.07105402, 0.062856786, 0.03620729, -0.08253814, 0.18052185, -0.23623717, 0.00784666, 0.2294231, -0.0063698697, -0.007017217, 0.19971047) * g_3;
result += mat4(0.053607754, 0.128326, -0.08556963, -0.3267408, 0.2113072, 0.04600726, -0.087273054, 0.043838777, -0.013094107, -0.07035021, 0.06061421, -0.042725533, -0.2515608, 0.05992034, -0.00080709986, 0.053383853) * g_4;
result += mat4(-0.1296537, -0.028914798, 0.12485024, 0.32676205, -0.15098321, -0.050126188, -0.10485253, -0.22199424, 0.004325448, 0.11900305, 0.03579892, -0.06502462, 0.09748344, -0.23620753, -0.08606443, -0.12277768) * g_5;
result += mat4(0.06351925, -0.09474517, -0.030183055, 0.26909778, 0.012661174, -0.12511827, 0.07635961, -0.16331388, -0.07982632, -0.012759043, 0.03974436, -0.07089404, 0.114191614, -0.1768194, 0.20276785, -0.20046876) * g_6;
result += mat4(0.118645184, -0.015464144, -0.13408852, -0.031532094, -0.036670644, 0.25638598, -0.08346215, -0.16632739, 0.10724415, 0.031202447, 0.06494471, 0.080996215, -0.1531831, -0.049804404, 0.06983809, -0.18219711) * g_7;
result += mat4(0.057444304, 0.06428333, -0.2427994, 0.06495019, -0.2475473, 0.051088843, 0.14431933, 0.04322744, -0.0065100784, -0.07879368, 0.27862424, -0.015107099, 0.48285982, 0.07512295, -0.13956147, -0.5293498) * g_8;
result += mat4(-0.04977926, 0.057724383, 0.005400039, -0.07485926, 0.099736564, -0.19428918, 0.3085949, -0.09256943, -0.007471054, 0.15845904, 0.024014933, -0.22958547, 0.05363298, -0.2262346, -0.08504123, 0.010983667) * g_9;
result += mat4(-0.0011897761, 0.01905553, -0.07040949, 0.13073099, 0.07718515, -0.00919502, 0.16790766, 0.15093194, 0.07811035, 0.59745634, -0.038061313, 0.33472347, -0.046432715, -0.042526003, -0.042819142, 0.015483182) * g_10;
result += mat4(0.16497271, -0.1832641, -0.06919869, -0.0699354, 0.1622412, -0.009429784, -0.042264223, -0.5095821, -0.22293803, -0.22964719, -0.24294993, -0.2749919, -0.24561481, 0.03678232, -0.040695712, 0.04990986) * g_11;
result += mat4(0.17668974, -0.14166051, 0.048939627, 0.054249138, -0.07022914, -0.008821423, -0.056008007, -0.21688782, -0.14373022, -0.10112909, -0.26707867, -0.27844477, -0.13381785, 0.024470683, -0.18647262, 0.07304338) * g_12;
result += mat4(0.1254997, 0.3412491, -0.11075748, -0.044977497, -0.2579634, 0.19033371, -0.12924103, -0.10767467, -0.18661416, -0.006703569, 0.11859471, 0.011905839, -0.15832269, -0.09578297, -0.050546784, 0.05611259) * g_13;
result += mat4(-0.031839076, 0.24811439, -0.048889633, -0.10886483, -0.021840971, 0.07242472, 0.07856694, 0.21579736, 0.24734874, 0.002823113, 0.20664278, 0.07515607, -0.035989497, 0.025168674, 0.012789844, 0.04219985) * g_14;
result += mat4(-0.029561277, -0.027150908, -0.2285595, 0.0623451, -0.21524262, -0.0495648, -0.26751977, -0.099391095, -0.11575608, 0.18860719, -0.26475087, 0.10348319, 0.1349935, -0.22972155, 0.07882446, -0.018600948) * g_15;
result += mat4(0.11091095, -0.19174413, 0.0066961353, -0.028952863, -0.07400654, -0.1074968, -0.09721747, 0.02431324, 0.028736848, 0.050277565, -0.0013741596, -0.031192824, -0.03777562, 0.05401314, -0.06783531, 0.19289261) * g_16;
result += mat4(-0.23818627, 0.22782011, -0.168649, 0.0773027, -0.29677773, 0.028283251, -0.032741956, 0.22565849, -0.059789155, -0.08474369, 0.25028643, 0.051620036, 0.06692328, -0.14508602, -0.0667097, -0.14061047) * g_17;
result += mat4(0.13310762, -0.12951846, 0.06509994, 0.040003385, 0.049557522, 0.18617095, -0.09436182, 0.059164654, 0.11599615, -0.004864734, -0.07653804, 0.00014459781, 0.13770443, -0.14924237, 0.07231551, -0.016222041) * g_18;
result += mat4(0.10529918, 0.08091443, -0.11911098, 0.12648894, -0.12755243, -0.051939204, -0.14069635, 0.032026708, 0.00019522365, -0.0022558924, 0.21253237, -0.13399132, 0.1323077, 0.17119333, -0.12659132, 0.09258308) * g_19;
result += mat4(-0.18063812, 0.06042027, 0.13172136, 0.17522804, 0.1790162, -0.32260424, 0.012049487, -0.29769227, 0.027918922, 0.07017221, -0.0750346, 0.014930939, -0.1885921, 0.26602972, 0.026115637, 0.3200164) * g_20;
result += mat4(0.38229984, -0.054856207, -0.30004284, -0.096048094, -0.045444023, 0.12204156, 0.01020938, 0.05631701, 0.18008712, 0.08312059, 0.14788924, 0.04911914, -0.089370966, 0.072039425, -0.045207575, -0.06889737) * g_21;
result += mat4(0.32740393, 0.1746514, -0.10657198, -0.021967173, -0.002292727, 0.15766911, -0.2148169, -0.024471002, 0.24356085, 0.039451532, 0.008314017, -0.09937661, 0.1613525, -0.2391406, -0.029003207, -0.0159854) * g_22;
result += mat4(-0.16562004, 0.041117836, 0.19213973, -0.14429536, 0.30970034, -0.07554239, 0.029687773, -0.024070954, -0.08167974, -0.004404698, -0.03143552, 0.042981133, 0.06546435, 0.16990507, -0.21680567, 0.06390797) * g_23;
result += mat4(-0.03591141, 0.020884542, 0.023933852, 0.022759074, -0.029971978, 0.11930571, -0.086772785, 0.19787759, 0.030405317, -0.13947894, 0.07441769, 0.00034632036, -0.07164358, 0.057664413, 0.37139198, 0.06278644) * g_24;
result += mat4(-0.051113605, 0.05665, -0.020249806, 0.16835532, 0.05984608, -0.08224659, 0.12696908, 0.13570228, -0.068349294, -0.099196844, 0.120686345, 0.055186067, 0.07618209, -0.026192036, -0.14863594, 0.06333659) * g_25;
result += mat4(0.058455057, -0.088729665, 0.15909332, -0.012666964, 0.10028206, 0.03833605, 0.13993295, 0.031959523, 0.096895166, -0.03811847, 0.13775149, 0.02438105, -0.2683284, 0.111006245, 0.10954929, 0.025493354) * g_26;
result += mat4(-0.13692367, 0.14800175, 0.012824838, -0.071239576, 0.0888179, 0.22001815, -0.11865171, 0.069108665, -0.25402087, 0.10172734, 0.30485952, -0.067486994, 0.0008256393, 0.0869447, 0.22277334, 0.21455327) * g_27;
result += vec4(0.028628629, 0.06234057, -0.040859535, 0.012304189);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv2d_27_tf
//!BIND conv2d_27_tf1
//!BIND conv2d_27_tf2
//!BIND conv2d_27_tf3
//!SAVE conv2d_28_tf
//!WIDTH conv2d_27_tf.w
//!HEIGHT conv2d_27_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_27_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv2d_27_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv2d_27_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max((conv2d_27_tf3_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv2d_27_tf_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv2d_27_tf1_texOff(vec2(x_off, y_off))), 0.0))
#define go_6(x_off, y_off) (max(-(conv2d_27_tf2_texOff(vec2(x_off, y_off))), 0.0))
#define go_7(x_off, y_off) (max(-(conv2d_27_tf3_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(-0.15947562, -0.08088179, -0.018287092, 0.07388169, 0.055656206, 0.012508511, -0.014822504, -0.026112063, -0.0355522, 0.21059254, -0.010861626, -0.12473264, -0.064066336, 0.05059408, 0.17477006, -0.013565353) * go_0(-1.0, -1.0);
result += mat4(-0.21434227, 0.31677282, -0.03516674, 0.04986214, 0.05526597, 0.09660516, -0.14319508, 0.018978575, 0.22303632, -0.016273327, -0.007631538, 0.06443882, 0.05512332, -0.041881822, -0.08996631, -0.098337024) * go_0(-1.0, 0.0);
result += mat4(0.00890349, -0.08083122, -0.18154235, 0.16016848, 0.036409512, -0.03464171, -0.066068955, -0.040363487, 0.011614476, -0.010766412, 0.115901425, -0.20064755, -0.046192054, 0.11930149, 0.14467944, -0.059644654) * go_0(-1.0, 1.0);
result += mat4(0.11164375, 0.16459064, -0.09998619, -0.009961483, -0.04288467, 0.10108012, -0.10405018, -0.19669667, 0.052263748, 0.26811314, 0.1365987, -0.10233866, 0.16488834, 0.19555828, 0.071872376, 0.082796656) * go_0(0.0, -1.0);
result += mat4(0.18249479, 0.11808829, -0.0022341073, -0.032062545, -0.11052209, -0.0013532481, 0.016538607, 0.08067115, 0.16962177, 0.07064662, -0.07810613, 0.010294429, 0.08434929, 0.10127592, -0.029486863, -0.3255432) * go_0(0.0, 0.0);
result += mat4(-0.057793867, -0.0521884, 0.19243455, 0.02239359, -0.034333054, -0.07780034, -0.0073473672, -0.021267103, 0.06721728, -0.010699848, -0.046675183, -0.10781791, 0.0678299, -0.029241193, -0.110838145, -0.06508165) * go_0(0.0, 1.0);
result += mat4(-0.081627466, -0.056206644, 0.057609815, 0.16809253, 0.09702448, -0.0006972214, -0.05335845, -0.12129932, -0.0002927597, -0.21934614, -0.037754383, -0.1519519, -0.2376217, 0.10211905, 0.13700108, -0.09431093) * go_0(1.0, -1.0);
result += mat4(0.12006511, 0.0850924, 0.13144164, 0.16237107, 0.10096861, 0.0041175876, -0.106181756, 0.012646824, -0.049423195, 0.02854461, 0.0714631, -0.17928813, 0.12281949, -0.1653483, -0.12631613, -0.012995532) * go_0(1.0, 0.0);
result += mat4(0.06719825, 0.04025362, 0.12805803, -0.051237866, -0.10915182, -0.012685345, -0.03332722, 0.043810077, 0.009768857, 0.030928867, -0.11797699, 0.06935517, 0.03960586, -0.054912154, 0.045409244, 0.024356317) * go_0(1.0, 1.0);
result += mat4(-0.08003945, 0.02939059, 0.015871571, -0.08151104, 0.06888097, 0.028342148, 0.10520131, -0.061023485, 0.09831178, 0.16380575, 0.0023105524, -0.12040436, -0.031042974, -0.053848248, 0.009438444, 0.0266714) * go_1(-1.0, -1.0);
result += mat4(-0.07136757, 0.100973204, -0.031054407, -0.073980935, -0.041895464, -0.021902626, 0.031108955, -0.052984156, -0.016130926, -0.050138965, 0.03813808, -0.05297753, -0.028289583, 0.031014593, 0.1843739, -0.035281647) * go_1(-1.0, 0.0);
result += mat4(0.035933316, -0.00038015004, -0.027873661, -0.0069536613, 0.027045539, 0.037116226, 0.04525177, 0.006566634, -0.16384627, 0.07768526, -0.12624563, 0.024078595, 0.10769284, -0.11258107, -0.04982451, -0.065048374) * go_1(-1.0, 1.0);
result += mat4(0.10052499, -0.13002421, -0.06633072, -0.042626563, -0.028949782, -0.14514183, 0.028552216, -0.0613498, 0.09384566, 0.09405732, -0.19158928, 0.03907308, -0.055615067, 0.23429433, 0.12803762, 0.04434819) * go_1(0.0, -1.0);
result += mat4(0.00958813, -0.24705333, -0.16486292, 0.024874136, -0.12138014, 0.18079525, -0.10713273, -0.13516752, 0.055434603, -0.015806839, -0.09717939, -0.074068494, -0.08866701, 0.020300955, -0.0055264304, 0.04080965) * go_1(0.0, 0.0);
result += mat4(-0.11120258, -0.07199271, -0.041486032, -0.14906478, -0.009233198, -0.09902689, -0.040275663, 0.017067345, -0.05086586, -0.17413498, -0.008183662, 0.009612443, -0.13408433, -0.1332188, 0.07127962, -0.10865638) * go_1(0.0, 1.0);
result += mat4(-0.124843836, 0.0056214286, 0.13267992, -0.13429327, -0.016505916, 0.036799435, -0.038973354, 0.05537806, -0.0632161, -0.012454545, 0.038332634, -0.037685867, 0.04319443, 0.03322325, 0.042085703, 0.045762986) * go_1(1.0, -1.0);
result += mat4(0.052202236, 0.05771732, 0.112385854, -0.01082042, -0.0767456, -0.08780617, 0.014997822, -0.08833972, -0.10664788, -0.061612513, -0.182838, 0.0851486, 0.16953877, -0.06382708, -0.022215927, -0.0051205694) * go_1(1.0, 0.0);
result += mat4(0.13441062, 0.10117365, -0.016199887, 0.029254923, -0.02033548, -0.027186427, -0.045370664, -0.03122226, -0.001153141, -0.053417522, -0.08496941, 0.091859564, -0.1636657, 0.0686879, -0.0061219577, -0.0037164304) * go_1(1.0, 1.0);
result += mat4(-0.08923701, -0.06655362, -0.010985764, 0.014604874, -0.011382496, 0.029907953, -0.056434274, 0.038744327, -0.028414777, 0.010007162, 0.0017349193, -0.10343906, 0.09191801, -0.09312238, -0.1496644, -0.07673135) * go_2(-1.0, -1.0);
result += mat4(0.009483084, 0.01533923, -0.22572407, 0.025132898, -0.01963628, 0.17454073, -0.07573513, 0.039613944, 0.063608795, -0.13739005, -0.033944577, 0.16951281, 0.30629894, -0.079744816, -0.01866261, 0.039395563) * go_2(-1.0, 0.0);
result += mat4(-0.08941336, 0.064974226, -0.028835427, 0.034915254, -0.086929224, 0.07687716, -0.0016284286, 0.0048973947, -0.002299835, -0.10146576, 0.15499033, -0.025811836, -0.11017588, -0.06646864, 0.2724957, -0.09787315) * go_2(-1.0, 1.0);
result += mat4(0.013580617, 0.23512718, -0.13755204, -0.037683118, -0.10511493, -0.16309044, 0.028176483, 0.08306621, -0.10533476, 0.0006221558, 0.045089602, -0.15210447, 0.0020994823, -0.024207998, 0.0993523, 0.043464) * go_2(0.0, -1.0);
result += mat4(0.030274704, 0.16225174, -0.04986216, -0.15224266, 0.0780463, -0.1532285, 0.10314128, -0.15185037, 0.10115252, -0.10087905, -0.09021414, -0.022275878, 0.20465703, 0.15299171, -0.029545499, 0.027562108) * go_2(0.0, 0.0);
result += mat4(0.03635188, 0.14174621, 0.07811163, -0.007859945, 0.015667818, 0.04175609, 0.037054025, -0.21607552, 0.042083874, 0.012400608, -0.0031731343, 0.015451013, 0.14899978, -0.07175217, 0.10838928, -0.12669186) * go_2(0.0, 1.0);
result += mat4(0.138536, 0.13425349, -0.034622706, -0.18623102, -0.053591244, 0.05831567, -0.16689397, 0.09646786, 0.014092155, 0.04367327, -0.09343583, -0.14990391, 0.07822869, -0.22536267, 0.099219, 0.23060338) * go_2(1.0, -1.0);
result += mat4(-0.06164505, -0.092979245, -0.14336626, -0.07140663, 0.22376375, -0.047783352, -0.033338327, 0.1258366, -0.17924803, 0.041608956, 0.16306303, -0.10679489, -0.3030042, 0.0008420525, 0.12561269, -0.028834283) * go_2(1.0, 0.0);
result += mat4(-0.054412913, 0.0090209665, 0.11719211, -0.05716453, 0.05383089, 0.02623724, -0.07349644, -0.01056252, 0.10699554, -0.09000459, 0.017828118, -0.07156624, -0.009086138, -0.17281768, 0.07362622, 0.059403386) * go_2(1.0, 1.0);
result += mat4(-0.1389711, 0.10161683, 0.10497333, -0.1611381, -0.22583091, -0.01804936, 0.012043274, -0.07505929, 0.12483098, 0.120331906, 0.06568858, 0.048519757, 0.04878232, 0.1416424, 0.0067936247, -0.016330056) * go_3(-1.0, -1.0);
result += mat4(-0.17665231, -0.027524196, 0.054338425, -0.019410258, -0.02451535, -0.101202436, 0.019439757, 0.054194063, 0.1374067, 0.18281725, 0.07622217, 0.02345311, 0.09478843, -0.2668885, -0.20737533, -0.038789343) * go_3(-1.0, 0.0);
result += mat4(0.17850038, 0.015391434, 0.21261981, -0.07131195, -0.00017390228, -0.027140131, -0.03531777, 0.090994254, 0.018094057, 0.034828965, -0.03494625, 0.02909268, -0.1641662, 0.0061473413, 0.07393836, 0.012682216) * go_3(-1.0, 1.0);
result += mat4(-0.042796552, 0.15346116, -0.09064195, -0.08746618, -0.060828637, -0.03820483, 0.011528973, 0.0398974, 0.09371729, -0.08625735, 0.014867914, 0.041555084, -0.08405399, 0.11065002, -0.08176266, -0.0624558) * go_3(0.0, -1.0);
result += mat4(-0.16241768, -0.09944747, -0.20491481, 0.29889265, -0.12245448, -0.07481623, -0.12528926, 0.05751569, 0.0967851, 0.23937911, 0.35344538, -0.08789662, 0.12991858, -0.16209777, -0.28480273, -0.0014969984) * go_3(0.0, 0.0);
result += mat4(-0.038093816, -0.12204375, 0.2872561, -0.01867348, -0.0422504, -0.027746195, 0.04692431, 0.19227293, 0.14287111, -0.14324081, -0.11081065, 0.023367552, -0.12073627, -0.13269602, -0.13918683, 0.08741606) * go_3(0.0, 1.0);
result += mat4(0.0008481731, 0.05254276, -0.012691128, -0.036892317, -0.04046909, -0.17864129, 0.110876225, -0.058506776, 0.08640097, -0.006006924, 0.01067811, 0.111712374, -0.05587949, 0.09859872, 0.12326458, 0.03610263) * go_3(1.0, -1.0);
result += mat4(0.01657765, 0.049353786, 0.023793655, -0.034767125, -0.0027143199, -0.10706169, 0.021599656, 0.028217005, 0.15949789, 0.018731484, -0.015067733, -0.008275501, -0.02608208, 0.09978389, -0.07528502, -0.11285119) * go_3(1.0, 0.0);
result += mat4(0.0023038054, -0.106527835, 0.19298683, -0.007611592, 0.13164747, 0.019736541, 0.0677005, 0.12425515, 0.16268487, -0.096461184, 0.12743223, -0.08677306, -0.029261615, -0.041135672, 0.080600925, -0.0044985185) * go_3(1.0, 1.0);
result += mat4(-0.012212633, -0.008135249, 0.0214631, -0.15218979, 0.036934953, 0.013742649, 0.005994283, -0.0283032, 0.0729484, -0.052409716, -0.06420768, 0.0810027, 0.04289635, -0.05979256, -0.011123965, 0.07240212) * go_4(-1.0, -1.0);
result += mat4(0.078602165, -0.11064885, -0.032745726, -0.041563403, -0.07760515, 0.030799344, -0.009528405, 0.07102139, -0.078211874, -0.006511505, 0.022323601, -0.09159505, -0.09717384, -0.038415562, 0.15776964, -0.122952245) * go_4(-1.0, 0.0);
result += mat4(-0.02998448, 0.06617301, -0.1833567, -0.05996888, 0.025792658, 0.04538328, -0.013383254, -0.058839086, -0.036489535, 0.057810433, 0.03386236, 0.06538946, 0.02562387, -0.08336547, -0.119194515, 0.060269345) * go_4(-1.0, 1.0);
result += mat4(-0.20298807, -0.13135706, -0.025793612, 0.021387653, 0.1594905, -0.3369618, 0.041246038, -0.050120838, 0.026487157, -0.029691057, -0.0034613493, 0.016325768, -0.117200464, -0.016574007, -0.073803775, -0.089975685) * go_4(0.0, -1.0);
result += mat4(-0.026254926, 0.0261122, 0.018618183, 0.0005632939, -0.12340781, -0.05991391, -0.04475039, 0.1659745, -0.24145639, -0.20355274, 0.041455634, -0.116840735, -0.1283876, 0.08542697, 0.013275747, 0.0501509) * go_4(0.0, 0.0);
result += mat4(-0.21312153, -0.04829575, -0.10153613, -0.0059257764, 0.0841976, -0.026371231, -0.20159246, -0.0045467755, -0.02141211, -0.027177462, -0.05251507, 0.032135133, 0.03804446, 0.11620451, -0.14313346, 0.077155955) * go_4(0.0, 1.0);
result += mat4(-0.04649696, -0.098621555, -0.10055518, 0.015795136, -0.066809125, -0.19873013, -0.0143966265, 0.03701971, -0.096805796, 0.028184278, -0.026889013, 0.087746136, 0.093570195, -0.05271505, -0.07302158, 0.06451506) * go_4(1.0, -1.0);
result += mat4(-0.019860215, 0.014821476, 0.020452866, 0.019750455, -0.0030268016, 0.09721972, 0.07985887, -0.22953773, -0.023093862, -0.0340788, -0.020107787, 0.14696716, -0.0014956049, 0.10684638, 0.054514356, -0.026299406) * go_4(1.0, 0.0);
result += mat4(-0.0034259602, 0.11406219, 0.08309113, -0.05666143, 0.03997147, -0.015962245, -0.073703386, -0.081422284, -0.03811221, -0.018108517, -0.019545924, -0.09374689, 0.0068907975, 0.06288586, -0.048148807, -0.04641091) * go_4(1.0, 1.0);
result += mat4(0.12786785, 0.036925547, 0.040049516, -0.014098288, 0.17151223, 0.36029485, -0.13981305, 0.048408832, 0.15681522, -0.1718675, 0.18053555, -0.06154547, 0.20234902, 0.1841377, -0.13541229, -0.12686929) * go_5(-1.0, -1.0);
result += mat4(-0.02641306, -0.17226298, -0.049888287, 0.02733204, -0.06390068, 0.080012724, -0.1844924, -0.03414821, 0.034385405, -0.24899785, 0.059214547, 0.049595583, 0.32104456, 0.03666073, -0.40136093, -0.2774759) * go_5(-1.0, 0.0);
result += mat4(0.06761573, 0.06869232, -0.031510808, -0.02438944, 0.22487356, -0.16531369, 0.06668078, 0.09660918, 0.13721283, 0.07903948, -0.019157205, 0.1531542, 0.013938849, 0.07697017, -0.002420862, -0.08119872) * go_5(-1.0, 1.0);
result += mat4(-0.010843206, 0.25370562, 0.13776681, 0.038852032, 0.23986198, 0.090098, -0.1396168, -0.12940928, 0.09821576, -0.13444738, 0.03958645, 0.11936621, -0.25258994, -0.21582375, -0.025724072, 0.15234376) * go_5(0.0, -1.0);
result += mat4(0.070284896, -0.06296459, 0.020593662, 0.05657614, -0.10773026, 0.05970744, 0.19839187, 0.053335343, -0.10290972, -0.07925142, -0.09702071, 0.06671608, -0.3317127, 0.038721535, 0.03681229, 0.0022030612) * go_5(0.0, 0.0);
result += mat4(-0.28498635, -0.025289027, 0.2521193, -0.008358809, 0.24523476, 0.07953551, 0.018755028, -0.04277334, 0.15404665, 0.29997438, 0.25203288, 0.16347292, -0.16057658, -0.09382131, 0.01644382, 0.09579976) * go_5(0.0, 1.0);
result += mat4(0.071044005, 0.1663978, -0.1300318, 0.016336136, 0.06899086, -0.017043045, 0.059462104, 0.06477385, 0.14695822, -0.108211465, 0.065641776, 0.14722472, 0.06779434, 0.16995609, 0.07928397, -0.033719063) * go_5(1.0, -1.0);
result += mat4(0.14180346, -0.08487177, -0.22468328, -0.28223032, 0.2663465, 0.09390156, 0.06763305, -0.046421945, 0.06267927, 0.0894823, 0.03797196, 0.2289057, 0.3531273, -0.10896449, -0.089124285, -0.3782578) * go_5(1.0, 0.0);
result += mat4(-0.15362668, -0.059429795, 0.10730699, 0.021013413, 0.087347016, -0.016410518, -0.14467601, 0.05059625, 0.12102463, 0.05886046, 0.25740236, -0.03717858, 0.24515876, -0.070637345, -0.38044232, 0.0013522268) * go_5(1.0, 1.0);
result += mat4(0.012790849, -0.166835, -0.006531994, 0.042859472, -0.02351418, 0.11851938, -0.049062908, -0.041576426, 0.107786864, -0.10980972, -0.033116184, 0.10939468, -0.054141134, -0.027854247, 0.04713376, 0.19246055) * go_6(-1.0, -1.0);
result += mat4(0.053805664, 0.061061755, 0.047100965, -0.055740997, 0.040054057, 0.051985312, -0.09923848, -0.0043354537, 0.036915418, 0.106524564, -0.123563565, 0.07750848, -0.07408784, -0.05061668, 0.14600709, -0.0011608404) * go_6(-1.0, 0.0);
result += mat4(0.015910039, -0.10548236, -0.031279977, -0.034638315, 0.04358979, -0.0437478, -0.014834915, 0.024732169, -0.12387502, -0.04822137, -0.0058700144, 0.137929, 0.11366931, 0.08035957, -0.039935917, 0.04603123) * go_6(-1.0, 1.0);
result += mat4(0.067911685, -0.21775192, -0.06257909, 0.17257555, 0.06932743, -0.071969435, -0.20456699, 0.04594583, 0.018453049, -0.030035174, -0.05827126, 0.0392995, 0.12435702, -0.17315, 0.0020754808, -0.097234495) * go_6(0.0, -1.0);
result += mat4(-0.10112962, 0.091169335, 0.14931187, -0.05483266, 0.08175559, -0.21881811, -0.015723187, 0.07526295, -0.057499725, 0.27330843, -0.015584234, -0.23729184, -0.14506966, 0.071909845, -0.043688543, -0.04695626) * go_6(0.0, 0.0);
result += mat4(0.19304496, 0.024671676, 0.038902644, 0.0057927696, 0.13977169, 0.073270485, 0.14490373, -0.013279762, -0.04328375, 0.04363379, -0.18776916, 0.15290104, -0.066608734, 0.19611324, 0.030080872, -0.04369692) * go_6(0.0, 1.0);
result += mat4(0.11470921, 0.01983352, -0.03216828, 0.060058292, -0.08319119, -0.07164264, -0.03740158, -0.07463614, -0.1341556, 0.02926277, 0.042769387, 0.13030067, 0.059393533, -0.023748767, -0.06477902, -0.10475805) * go_6(1.0, -1.0);
result += mat4(0.06713004, 0.039320715, 0.07987435, -0.1279802, 0.04430574, -0.09668574, -0.13146797, 0.1951853, -0.09523301, 0.11162048, -0.13835515, 0.10653133, 0.07065633, 0.0017156269, 0.13809821, -0.11227813) * go_6(1.0, 0.0);
result += mat4(0.03737181, -0.060822956, 0.0764333, -0.04455623, -0.05858187, -0.042540766, 0.2450857, 0.017118182, -0.2140229, 0.06681126, -0.035818823, 0.1897005, -0.050493807, 0.039831277, -0.08647933, -0.05456818) * go_6(1.0, 1.0);
result += mat4(-0.15794586, -0.11317517, -0.1907949, 0.035243902, 0.18495446, -0.17711106, 0.07466123, 0.3298434, -0.0538802, 0.17223665, -0.069161914, -0.04879663, -0.010941854, -0.09529097, -0.11374602, 0.1033947) * go_7(-1.0, -1.0);
result += mat4(0.053542875, -0.21014826, -0.021240313, -0.047701992, 0.035403203, 0.11726055, -0.09277544, 0.16033384, -0.06536819, -0.23121049, 0.0709867, -0.026250783, 0.024801381, 0.00938287, -0.22030483, 0.10098934) * go_7(-1.0, 0.0);
result += mat4(0.040862054, -0.07635868, -0.09437051, -0.073567204, 0.007394331, 0.045258503, -0.025171619, 0.09097832, 0.0784184, -0.11744521, 0.09245911, -0.05398139, -0.046311557, 0.11720031, -0.06057511, 0.07124993) * go_7(-1.0, 1.0);
result += mat4(0.15672357, -0.11742975, 0.019319033, -0.11931374, -0.0730905, 0.113809146, 0.046025384, 0.260786, -0.070096426, -0.041467544, -0.17180398, -0.03536039, -0.0053026676, 0.19283321, -0.01242331, -0.046671648) * go_7(0.0, -1.0);
result += mat4(0.086352795, -0.046984054, 0.041676264, -0.093268044, -0.07467304, 0.10683198, -0.09286945, 0.00065939245, -0.023186311, -0.13480976, -0.18541805, 0.066650435, 0.17785572, 0.28285432, 0.09380002, 0.2742215) * go_7(0.0, 0.0);
result += mat4(-0.03759045, 0.008394068, -0.029834675, -0.054245055, 0.19929428, -0.028139526, 0.0011271539, 0.08023337, 0.10857946, 0.023008484, 0.10093405, -0.0025674875, -0.013412711, 0.124299355, 0.18966118, -0.0086889155) * go_7(0.0, 1.0);
result += mat4(-0.008154784, 0.026771648, -0.029822685, -0.12304668, 0.19175382, 0.038344804, -0.19244587, 0.19586428, 0.051759414, 0.051479038, 0.064044714, 0.024556635, -0.05735499, 0.104564175, -0.17250918, 0.042381) * go_7(1.0, -1.0);
result += mat4(-0.03705795, -0.07241511, -0.034249566, 0.026843162, 0.098695345, -0.06264949, 0.006197871, 0.18656683, 0.17142834, 0.020342348, 0.0030491548, 0.13260534, 0.07432505, -0.019298749, 0.018334575, 0.04731813) * go_7(1.0, 0.0);
result += mat4(-0.054331694, -0.027947709, -0.11864076, 0.00814441, 0.028038671, -0.08349308, -0.07054119, -0.07497779, 0.040611267, 0.13121551, 0.118467994, -0.08134059, 0.015859429, -0.2187738, 0.00034174693, -0.00010865687) * go_7(1.0, 1.0);
result += vec4(0.0029036424, -0.026140884, 0.029428842, 0.022368915);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120
//!HOOK MAIN
//!BIND conv2d_27_tf
//!BIND conv2d_27_tf1
//!BIND conv2d_27_tf2
//!BIND conv2d_27_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!BIND conv2d_28_tf
//!SAVE conv0ups
//!WIDTH conv2d_27_tf.w
//!HEIGHT conv2d_27_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.24869502, -0.09899225, -0.43790483, 0.20478724, -0.1164636, -0.064487524, 0.19679324, -0.1449572, -0.15371573, -0.3400212, -0.21963254, 0.20369855, -0.2367356, 0.2477112, 0.35358265, -0.10717059) * g_0;
result += mat4(0.008394252, -0.07444383, -0.21260554, -0.0109387245, -0.12783004, -0.046684895, -0.09459239, 0.15685712, -0.0650475, -0.17689607, 0.28597033, -0.14768666, -0.24485432, 0.11102652, 0.0016650548, 0.0335556) * g_1;
result += mat4(-0.15471542, -0.055397827, 0.031601153, 0.12807971, 0.098534405, -0.078548655, -0.07627781, -0.045002084, -0.1607132, 0.22467372, 0.05354091, 0.14046556, 0.08950414, -0.11074417, -0.18164189, -0.062829755) * g_2;
result += mat4(0.23552504, 0.106547005, 0.06353197, -0.12771529, 0.063815214, 0.0037739186, 0.13750316, -0.15964629, -0.13540323, 0.03661145, 0.1579406, -0.04318756, -0.23223858, -0.019027008, 0.14158043, -0.0981457) * g_3;
result += mat4(-0.20985286, 0.006259769, 0.22924383, -0.14908646, 0.10981303, 0.09701522, -0.138446, 0.098020315, 0.1012965, 0.17753434, 0.03191124, -0.009315684, 0.15640236, -0.18660188, -0.108241856, 0.28092933) * g_4;
result += mat4(-0.18514358, 0.020193081, 0.074342795, -0.20483983, 0.07773761, -0.0021120405, 0.1360036, -0.03176111, -0.032519307, 0.23044188, -0.0123683, 0.1398906, -0.057560008, 0.054931078, -0.09207622, -0.10482956) * g_5;
result += mat4(0.042022258, 0.08705893, 0.04855544, -0.0702546, 0.09140309, -0.20014158, 0.08858101, 0.10530784, -0.17869075, -0.18289891, -0.06009552, -0.017472578, -0.12561706, 0.1241771, 0.10055958, 0.06711715) * g_6;
result += mat4(0.11081939, 0.14038336, 0.086475745, 0.008545714, -0.09676236, 0.10120412, 0.018717231, 0.083903596, -0.010204144, 0.19445705, 0.08198393, -0.07868833, 0.16800411, 0.24233866, -0.14174843, 0.0127538135) * g_7;
result += mat4(-0.07677055, -0.08069778, -0.19520187, 0.0811833, 0.16050573, 0.04002321, -0.062625214, 0.066150546, -0.0071385102, 0.15346812, 0.22585835, 0.017887173, 0.10958369, -0.27262884, -0.07289562, -0.13642263) * g_8;
result += mat4(-0.20320824, 0.04060682, -0.045050982, -0.08530543, -0.15681775, 0.029664317, 0.040110916, -0.110328145, -0.115784444, -0.0010324386, -0.14814855, -0.05750071, -0.09158797, -0.05191994, -0.010077932, 0.010735767) * g_9;
result += mat4(0.013956532, 0.10945481, 0.17186755, 0.085150324, -0.041226313, 0.12950367, 0.06430863, -0.13105504, 0.10078111, -0.25535673, 0.20490831, -0.18107158, 0.08253922, -0.2122405, 0.03085494, 0.046983067) * g_10;
result += mat4(0.13400763, -0.33241597, -0.14590304, -0.07548988, -0.025087558, -0.09831733, -0.12063487, 0.12294168, -0.04194301, 0.5016058, -0.19878705, 0.2325771, -0.025853388, -0.113362834, 0.03071806, -0.043046314) * g_11;
result += mat4(-0.24234526, 0.099842645, -0.123794004, 0.029319491, -0.06591831, 0.06859657, -0.04656591, 0.035922993, -0.15371624, -0.16684091, -0.13712381, -0.13332178, -0.012874865, -0.07265817, -0.13294667, 0.068372235) * g_12;
result += mat4(0.337884, -0.053065576, 0.039201297, -0.3255975, -0.09653937, -0.08532608, 0.004564532, -0.064255305, -0.09196097, -0.064501986, 0.05946096, -0.065822385, 0.04373292, 0.18320732, 0.17107227, -0.09376649) * g_13;
result += mat4(-0.1266736, -0.110596545, 0.06749142, 0.18791346, 0.3654019, 0.112833284, 0.05675392, -0.19131362, -0.05568984, 0.19247374, 0.102835864, 0.14997408, 0.31664333, -0.10273057, 0.1727324, 0.15486372) * g_14;
result += mat4(0.3434959, 0.023886908, 0.031930014, 0.03582181, 0.005240771, 0.111360535, -0.19078243, 0.0100272475, 0.09107635, -0.008016216, -0.12759027, 0.10675808, -0.08348867, -0.09646617, -0.2607706, 0.018178092) * g_15;
result += mat4(0.079807304, -0.05459316, 0.14646025, 0.044402126, 0.18155368, 0.030484838, -0.23650324, 0.050629415, -0.054936387, 0.24929616, -0.026216682, -0.027678574, 0.14901243, 0.00799581, -0.056854505, -0.2847785) * g_16;
result += mat4(0.07668182, -0.090308845, 0.1426231, -0.076727286, 0.04532857, 0.41972977, 0.045198783, -0.2889559, 0.09463711, -0.115024, 0.12064761, -0.078441106, -0.0979431, 0.16587363, 0.034756947, 0.0819575) * g_17;
result += mat4(0.02658691, 0.018619051, 0.10987584, -0.11632582, -0.097673975, -0.060380448, -0.048393946, -0.12066081, -0.08383298, 0.07522811, 0.00046106262, 0.056841437, 0.18688548, 0.2500605, 0.067883015, -0.0678706) * g_18;
result += mat4(0.1660567, -0.18025756, -0.054567352, 0.06485854, 0.04710402, 0.10155829, -0.02514125, 0.18412691, 0.11272706, -0.078927964, 0.06751576, -0.10286652, -0.13830543, -0.117058784, 0.005188935, -0.06942043) * g_19;
result += mat4(0.23703721, 0.10277758, 0.000754122, -0.029695567, -0.21699485, -0.20323198, 0.052537125, -0.23201968, -0.08901256, 0.14734636, -0.034757435, -0.0005979487, 0.44525814, 0.19301082, 0.6464728, -0.08360051) * g_20;
result += mat4(-0.016849566, -0.17056245, -0.15224437, 0.09874574, 0.2365518, 0.13848515, -0.06262627, 0.030512452, 0.13390404, -0.17578915, 0.052553993, -0.0754797, 0.13499588, -0.091364816, -0.14214903, 0.012343283) * g_21;
result += mat4(0.0444748, -0.120922156, -0.102585696, -0.029410962, 0.16525646, -0.003036487, 0.019754846, 0.10904324, -0.2154087, -0.08718995, 0.018755833, 0.03948844, -0.14803186, -0.2644333, 0.038109586, 0.16415441) * g_22;
result += mat4(-0.11955258, 0.12032012, -0.0071599633, -0.08183172, 0.07993607, 0.15545094, -0.13790582, -0.12963726, 0.03992126, 0.013114452, -0.021836942, 0.06938646, 0.05713335, -0.14334689, 0.065875866, -0.15222839) * g_23;
result += mat4(0.09515674, -0.28844547, 0.053185515, 0.03400144, 0.046243384, 0.06073404, -0.028122557, -0.14269671, 0.076097876, -0.25685546, -0.11053011, 0.0016753314, -0.061829623, 0.17545372, -0.073774636, 0.14134389) * g_24;
result += mat4(0.09274064, 0.008774846, 0.01753719, 0.055378035, 0.070933565, -0.07643164, -0.03130691, 0.010624368, 0.08057614, 0.15103199, 0.16212596, -0.043121286, 0.024918344, 0.022077331, 0.12973905, -0.047122702) * g_25;
result += mat4(-0.039035242, -0.05109422, 0.04064944, 0.046009026, -0.10690486, -0.072981425, -0.06059992, 0.16443883, 0.053239647, -0.049664095, -0.008035011, -0.047280237, -0.09541798, 0.044453926, -0.05769298, -0.054406438) * g_26;
result += mat4(-0.07007281, 0.020636436, 0.21988238, 0.063351706, 0.23330332, 0.06405405, 0.09269646, 0.0076492154, -0.2956097, 0.04427142, 0.13951525, -0.0067400783, 0.094238706, -0.065390944, 0.11663461, 0.16150263) * g_27;
result += mat4(-0.03655699, -0.066461764, 0.34125957, 0.0070882593, -0.051099982, -0.12373787, 0.05673152, 0.23672515, 0.0058079516, -0.0047331564, 0.17873889, 0.16574454, -0.17263038, 0.057122417, 0.21407363, -0.25284353) * g_28;
result += mat4(-0.023008676, 0.11895382, -0.19360733, -0.11461752, -0.20733164, 0.068803884, -0.17845476, -0.10232586, -0.17705148, -0.021452963, -0.11692596, -0.02887165, 0.07515101, -0.049837537, 0.0055611697, -0.04965812) * g_29;
result += vec4(0.046915848, 0.0039697043, 0.017740238, 0.02036365);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120
//!HOOK MAIN
//!BIND conv2d_27_tf
//!BIND conv2d_27_tf1
//!BIND conv2d_27_tf2
//!BIND conv2d_27_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!BIND conv2d_28_tf
//!SAVE conv0ups1
//!WIDTH conv2d_27_tf.w
//!HEIGHT conv2d_27_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.20925894, 0.104857735, -0.40466902, 0.0584133, -0.14659958, -0.036843687, 0.13835002, -0.2415225, -0.17522843, 0.11434039, -0.20046623, 0.16023546, 0.2475015, 0.042058993, 0.002350279, -0.17032729) * g_0;
result += mat4(0.11970422, -0.10322249, -0.070675366, 0.06804973, 0.079779394, -0.016731435, 0.04715111, 0.13588014, 0.14615758, 0.022396626, -0.18744521, 0.03337888, -0.048930615, 0.17753999, 0.08515489, -0.27303153) * g_1;
result += mat4(-0.044238064, -0.044585355, -0.4703711, 0.17369467, -0.22562256, 0.003894716, 0.2256651, -0.103996016, 0.007853871, 0.14751841, -0.05668432, 0.07511469, 0.1619497, -0.020217957, -0.090126194, -0.16162491) * g_2;
result += mat4(-0.12567434, -0.04298686, 0.12304879, -0.16227202, -0.008668434, 0.15376252, -0.1295699, -0.07683395, 0.046303485, -0.012221398, 0.0038834864, -0.09826842, 0.12768197, 0.18517894, -0.18903579, -0.19901276) * g_3;
result += mat4(0.17195696, -0.17648453, 0.19818112, -0.023518814, 0.09163597, -0.0049098246, -0.11661733, 0.016902868, 0.060930923, -0.01878846, 0.11788164, -0.1353775, -0.08755757, 0.014184077, 0.16375954, -0.06450589) * g_4;
result += mat4(-0.0034882906, 0.27027172, -0.08576453, -0.2118125, -0.086501405, 0.010157458, -0.2640269, -0.046359222, 0.028317366, -0.16451906, 0.12050226, -0.053686112, -0.10052837, 0.096894056, 0.16462097, 0.094494134) * g_5;
result += mat4(-0.05727481, -0.013227722, 0.21700768, -0.07177067, 0.033377443, -0.0545755, 0.027782457, 0.2090808, 0.011714184, -0.010148169, -0.18692647, -0.2786883, 0.23827875, 0.0011900894, 0.08619064, 0.14836025) * g_6;
result += mat4(0.16917573, 0.21033037, -0.0050825966, 0.18095241, -0.029595587, -0.32528213, 0.20749976, 0.15824726, 0.01744845, -0.18352279, -0.19498493, 0.024413247, -0.017869025, -0.12914586, 0.021449931, -0.019033303) * g_7;
result += mat4(0.050177246, -0.023704303, 0.0017737169, 0.022661313, 0.007864253, 0.0176497, -0.16047522, 0.10303941, 0.2444177, 0.41632912, 0.00715035, -0.18481494, 0.05252633, 0.006689579, 0.13945661, -0.018428788) * g_8;
result += mat4(-0.0941601, 0.048248548, 0.16638602, 0.041016433, 0.0026687274, 0.019066641, 0.08475801, -0.09578143, -0.10059114, -0.29335198, 0.017439498, 0.11830718, -0.054326836, -0.11888715, -0.04045584, 0.073335744) * g_9;
result += mat4(-0.13832748, 0.21032946, 0.31014842, 0.17925423, -0.063551836, -0.1199703, 0.16982867, 0.016346592, -0.025109967, -0.022150239, -0.37054747, -0.49025953, 0.14235863, 0.06635017, 0.002241298, 0.0040627583) * g_10;
result += mat4(-0.13018467, -0.0144080445, -0.16799062, -0.1249275, -0.12707768, 0.07865254, 0.038435075, 0.1667798, 0.09192991, -0.03252081, 0.7629332, 0.48081362, -0.00011961902, 0.058554083, 0.11982404, 0.1822051) * g_11;
result += mat4(-0.06755234, -0.0075415038, -0.14266185, 0.12655805, -0.0045153988, 0.0048743295, -0.008591593, 0.056268115, 0.024279088, -0.0629758, -0.14188884, -0.025769057, 0.15646881, -0.14415343, -0.22970784, -0.037042253) * g_12;
result += mat4(0.25852588, 0.017387692, 0.13789654, -0.019787727, -0.11308935, 0.16850404, -0.2373339, -0.04899185, 0.17354745, -0.09472497, -0.21602263, -0.21760805, -0.020826988, 0.16989823, 0.0741717, -0.10448863) * g_13;
result += mat4(-0.18604822, 0.009787992, -0.06459633, 0.052285228, -0.14829153, 0.075823255, -0.111874774, -0.09117474, 0.03208986, 0.021619327, 0.30147213, 0.13760304, 0.12453839, -0.016333232, 0.094405904, 0.0878566) * g_14;
result += mat4(0.14507103, 0.07554785, 0.03146559, 0.045327432, -0.051290758, 0.039846797, 0.114740096, 0.26464698, -0.1658753, -0.12688372, -0.179181, -0.0732476, -0.031645183, -0.02680665, -0.17883217, -0.061550755) * g_15;
result += mat4(0.08742578, -0.14921658, -0.008039882, 0.032061443, -0.17833516, -0.23691227, -0.14369945, -0.017769985, 0.065309726, 0.038026232, 0.23837644, 0.005659167, -0.20681982, 0.061288934, 0.080895506, -0.067547865) * g_16;
result += mat4(-0.19850676, -0.015734296, 0.018384686, 0.020779416, 0.1471408, 0.26202065, 0.05143831, -0.18096192, -0.14602786, 0.027607052, -0.22484896, -0.08151626, 0.11529563, 0.1390684, -0.16282271, -0.012490131) * g_17;
result += mat4(-0.048379734, -0.041772716, -0.0041537993, 0.21717072, 0.10138077, -0.12603214, -0.18361042, 0.049941633, 0.1703956, 0.11111548, 0.12635674, 0.06445028, -0.08243661, 0.06709483, 0.046443917, 0.10167419) * g_18;
result += mat4(-0.035105225, 0.06199828, 0.0020574334, -0.011254863, -0.047805354, 0.1722725, 0.08265051, 0.049911566, -0.17403728, 0.02808134, -0.16923027, -0.023735922, -0.008281012, -0.093713865, -0.07359882, 0.048530914) * g_19;
result += mat4(0.020626063, 0.008559935, -0.023751533, 0.103401795, 0.17920512, 0.042976495, -0.12651409, -0.114272855, 0.0033929124, -0.031355213, 0.08776122, -0.22491921, 0.2031401, 0.2379429, 0.28060517, -0.0007719008) * g_20;
result += mat4(0.026417585, 0.17757705, -0.043824922, 0.028119845, -0.04151611, 0.054795753, 0.0028165078, 0.00073246437, 0.1412875, 0.21982361, -0.087146886, 0.10897306, -0.11245943, -0.14196636, -0.052475058, 0.037263144) * g_21;
result += mat4(0.18080506, 0.15489496, 0.022035526, 0.061552692, 0.090489246, 0.0372591, -0.076371096, 0.09855082, 0.12062604, -0.11851761, -0.091217645, -0.0456572, -0.15227035, 0.19842634, -0.25994444, 0.0014280345) * g_22;
result += mat4(-0.004529129, 0.00022631227, 0.13502745, -0.062293727, 0.0070622144, 0.14676675, 0.053662084, 0.072721094, -0.02548614, -0.13910522, -0.042703785, 0.03434115, 0.14548635, 0.009612174, -0.101212025, 0.18954988) * g_23;
result += mat4(0.0022483568, -0.08712446, 0.10486132, 0.26073435, -0.00852917, -0.09080537, 0.10038895, -0.105297185, 0.07585101, -0.17707159, -0.20059243, -0.0673406, 0.08531025, 0.13096005, 0.057341557, -0.13544896) * g_24;
result += mat4(-0.0006035619, 0.09268198, -0.016875379, -0.14467251, 0.009340458, -0.101583, 0.057097267, 0.112552926, -0.07803109, 0.3324704, 0.033041988, 0.077711694, -0.037180506, 0.0757784, 0.081892945, 0.123966664) * g_25;
result += mat4(-0.057247143, -0.03035935, -0.03899445, 0.19533473, 0.009087412, -0.075170524, 0.0023444563, -0.041517466, -0.037251793, 0.012194933, -0.073488355, 0.1223987, -0.18770866, 0.031678624, 0.015153505, -0.13081336) * g_26;
result += mat4(0.052989263, -0.0714155, -0.12801231, -0.05954568, -0.02600527, 0.12803787, -0.019737625, 0.11588791, 0.13464773, -0.07630486, 0.054382257, -0.2291579, 0.042531025, -0.046213683, 0.09142889, -0.020872064) * g_27;
result += mat4(0.14624128, -0.09307583, -0.18519302, -0.010523176, -0.042090297, -0.039113797, -0.17932849, 0.1574002, 0.042603053, 0.18812989, -0.061091296, 0.084948115, -0.11052512, 0.11764443, -0.13139613, 0.15068875) * g_28;
result += mat4(-0.052416, 0.011094299, 0.13501611, -0.052369393, -0.02655924, -0.10207045, 0.02851461, -0.13901424, 0.034044232, -0.22422798, 0.006999936, 0.004138137, 0.15997367, -0.12716383, 0.025097579, -0.23885375) * g_29;
result += vec4(0.02927894, 0.051008213, -0.011481529, -0.038922433);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120
//!HOOK MAIN
//!BIND conv2d_27_tf
//!BIND conv2d_27_tf1
//!BIND conv2d_27_tf2
//!BIND conv2d_27_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!BIND conv2d_28_tf
//!SAVE conv0ups2
//!WIDTH conv2d_27_tf.w
//!HEIGHT conv2d_27_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.023159716, -0.06445511, -0.13444243, -0.3029728, 0.09424871, 0.046222795, 0.1665773, 0.0054540136, 0.108596064, -0.034167033, 0.09486344, -0.06652879, -0.12501813, 0.29003936, -0.001826413, 0.4086747) * g_0;
result += mat4(0.17339195, -0.12188165, -0.11409943, -0.08955709, 0.08390357, 0.15925337, 0.10573395, -0.044203065, -0.1956127, 0.062437166, -0.055394087, 0.21211234, -0.05303983, 0.08320662, 0.03260874, 0.085122004) * g_1;
result += mat4(0.050840195, -0.0882688, -0.37795234, -0.21878824, 0.0823033, 0.001571019, -0.086516365, -0.032059066, 0.031085746, -0.26207578, 0.03567986, -0.15979347, -0.123573, -0.041428905, -0.07892891, 0.111200064) * g_2;
result += mat4(0.118134536, 0.0017017128, 0.06084789, 0.13862696, -0.004776377, -0.022721525, -0.12781031, 0.023450686, -0.20167245, -0.014491597, -0.32268152, 0.041146316, -0.08904564, 0.13891083, 0.026140563, 0.053664643) * g_3;
result += mat4(-0.014918813, -0.11442104, 0.0741294, 0.20350552, -0.024969127, -0.04713554, -0.09463233, -0.06777642, -0.15385136, 0.09367639, -0.18212073, -0.12458825, -0.11280945, -0.12408857, 0.056655087, -0.097056136) * g_4;
result += mat4(-0.09134359, 0.42729822, 0.13041808, 0.22597447, -0.06003689, -0.017370071, -0.12883402, 0.027216416, 0.029739086, -0.0060472586, 0.00443273, -0.07316318, -0.046336673, -0.21877831, 0.020554282, 0.1732762) * g_5;
result += mat4(0.12951167, 0.05868595, 0.23511209, -0.06839014, -0.13673079, -0.11585807, -0.17553164, -0.1661913, 0.03966464, 0.17386018, -0.11228396, -0.050033193, 0.13843036, 0.03351075, 0.14025663, -0.25514498) * g_6;
result += mat4(-0.038775686, -0.04935347, -0.038891345, -0.019735469, 0.07429314, -0.0223186, 0.077693924, 0.15711477, 0.2130033, 0.19355707, 0.16412027, 0.06635085, 0.038207706, 0.06053999, -0.12567896, -0.007636511) * g_7;
result += mat4(0.09569034, -0.010271957, 0.03721736, -0.15505005, -0.0838559, 0.0016339924, -0.05316335, 0.063593015, -0.20762952, -0.17041244, 0.046337787, 0.042274795, 0.10624157, 0.110793, 0.13401565, 0.17065364) * g_8;
result += mat4(-0.11632263, -0.12953088, 0.001185442, 0.10271505, 0.063425556, 0.20457491, 0.035240173, -0.016209599, 0.18448795, 0.28286663, 0.047897473, -0.03594525, 0.12672062, 0.02626917, -0.017910505, -0.023291295) * g_9;
result += mat4(0.15155636, 0.34159487, -0.14385378, 0.1202715, 0.08488496, -0.14626624, -0.15154605, 0.033907797, -0.4028903, 0.009578373, 0.20309076, 0.03162836, 0.0046819323, 0.12714009, -0.013452622, -0.027946994) * g_10;
result += mat4(-0.023553226, 0.012964108, 0.2615834, -0.18088982, 0.16396646, -0.1555898, 0.062380422, -0.13156545, 0.11771863, 0.11465695, 0.15540528, 0.05780806, 0.162502, -0.15075624, -0.081975155, 0.08368184) * g_11;
result += mat4(0.21025248, 0.19884978, -0.12959355, 0.12049732, 0.22328858, 0.13621397, -0.14099576, -0.12470971, -0.09525357, -0.3020424, 0.06765223, 0.11113628, -0.06416074, -0.19985223, -0.16019244, -0.11679983) * g_12;
result += mat4(-0.09884801, -0.19851618, 0.09546932, 0.16984892, -0.23047769, -0.19711624, 0.075863495, 0.0017955381, 0.015505981, -0.18864273, 0.078835726, 0.045279432, -0.008318564, 0.22265139, 0.24933302, 0.012418065) * g_13;
result += mat4(-0.12885031, 0.07197899, 0.034894828, -0.027127236, -0.15808247, -0.090660565, -0.032682374, 0.04424032, -0.02021023, 0.23655033, 0.2861916, 0.1077876, -0.00029343172, 0.14406225, -0.12042908, -0.05617217) * g_14;
result += mat4(0.06726449, -0.13338274, 0.13298374, 0.1509329, 0.0012467351, 0.10550558, -0.11021875, -0.089391366, -0.121223524, -0.18981695, -0.30600676, -0.17530401, 0.035590086, -0.19236173, -0.00065066793, -0.14428075) * g_15;
result += mat4(-0.07112659, -0.020882819, -0.1465499, 0.096829794, 0.20048432, 0.104522765, -0.26555765, -0.097862296, -0.030852538, 0.105224766, 0.08888586, 0.17757314, 0.16541813, -0.23302473, 0.2233853, -0.010632784) * g_16;
result += mat4(0.014658764, -0.0334598, 0.3128382, 0.077815466, -0.22126053, -0.04505339, 0.061955534, 0.021540016, 0.010367894, -0.051611926, 0.07533717, -0.056219503, -0.2093322, 0.03568594, -0.17417803, -0.10428233) * g_17;
result += mat4(0.2191052, 0.11557848, -0.012550732, 0.17574733, -0.029502312, -0.032267477, -0.07563763, -0.07457431, -0.038292985, -0.09042212, 0.08027953, 0.19520667, -0.083191395, 0.12538701, -0.09176717, 0.011189392) * g_18;
result += mat4(-0.16427885, -0.10249853, -0.17418809, -0.17851928, -0.02198882, -0.016383043, -0.056685332, 0.054567203, 0.085425794, 0.07624397, 0.029935993, -0.11497607, 0.09389378, -0.113407105, -0.037462458, 0.05798364) * g_19;
result += mat4(-0.11592955, -0.0355327, 0.02012006, 0.08628437, 0.18852545, 0.04429939, 0.2095552, 0.11321021, -0.10715762, -0.06410171, 0.07349654, -0.10263874, -0.25958562, -0.0065148305, 0.05395847, 0.23721853) * g_20;
result += mat4(0.08934432, -0.018261336, -0.1469809, -0.1230833, -0.03024807, -0.108250126, -0.1356501, -0.19411466, 0.12480876, -0.056631427, -0.14539632, -0.011234567, -0.108617164, -0.0075640143, 0.016628174, -0.031951398) * g_21;
result += mat4(-0.030735651, -0.25655523, 0.07889343, 0.072985075, -0.14274006, -0.0726582, -0.17257299, 0.04806954, 0.20640111, 0.09091482, -0.02442191, -0.056154832, -0.0973647, -0.15620042, 0.062126547, -0.27619773) * g_22;
result += mat4(0.019488974, 0.09159406, 0.050291736, 0.05484099, 0.007813524, 0.031137392, 0.008452417, -0.06525648, -0.024203332, -0.04843337, 0.0056339726, -0.08692725, 0.12216992, -0.1479449, -0.11445307, 0.14418265) * g_23;
result += mat4(-0.092634715, -0.12256442, -0.03266669, -0.13706104, -0.028364131, -0.16320482, 0.025872277, 0.0038799648, -0.038322225, 0.07213509, -0.08575004, 0.00078005146, -0.19118088, 0.13901393, -0.07466347, -0.15850773) * g_24;
result += mat4(-0.10358112, 0.23026147, -0.17026868, 0.22740762, -0.073265195, 0.20872793, -0.1305692, 0.041578945, -0.14450042, 0.074723445, -0.19840808, -0.31698796, -0.13111241, 0.039627273, 0.20071575, 0.18766841) * g_25;
result += mat4(0.083393425, 0.0077654063, -0.024181146, -0.23965842, -0.015347993, 0.06553551, -0.075003184, -0.12717652, 0.24724984, -0.2618065, 0.00016140452, -0.030394942, -0.09804706, -0.05339126, 0.13838013, -0.11934897) * g_26;
result += mat4(-0.15981214, 0.099963255, 0.020670403, 0.055687193, 0.098974116, 0.09318632, -0.0020179797, 0.069629736, -0.18775915, 0.06435833, -0.054918338, 0.073864214, -0.004390631, 0.017190594, -0.099290535, 0.23170115) * g_27;
result += mat4(-0.025526501, 0.06180454, 0.02409264, 0.067765474, -0.25856894, 0.056929503, -0.23243466, -0.29785407, -0.057924725, -0.18965043, -0.19148564, -0.08055246, 0.123928405, -0.12250164, -0.050594267, 0.03553811) * g_28;
result += mat4(-0.0960669, -0.06418567, -0.15908502, 0.032472476, 0.17400779, -0.1997357, 0.23960195, 0.17217276, -0.17098325, 0.07912132, 0.15839973, 0.09257917, -0.11821401, 0.18548669, -0.04553704, 0.14563085) * g_29;
result += vec4(-0.020268483, -0.020570418, 0.013189642, -0.023046626);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120
//!HOOK MAIN
//!BIND conv2d_27_tf
//!BIND conv2d_27_tf1
//!BIND conv2d_27_tf2
//!BIND conv2d_27_tf3
//!BIND conv2d_26_tf
//!BIND conv2d_1_tf
//!BIND conv2d_4_tf
//!BIND conv2d_7_tf
//!BIND conv2d_10_tf
//!BIND conv2d_13_tf
//!BIND conv2d_16_tf
//!BIND conv2d_19_tf
//!BIND conv2d_22_tf
//!BIND conv2d_25_tf
//!BIND conv2d_28_tf
//!SAVE conv0ups3
//!WIDTH conv2d_27_tf.w
//!HEIGHT conv2d_27_tf.h
//!COMPONENTS 4
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0))
#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0))
#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0))
#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0))
#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0))
#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0))
#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0))
#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0))
#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0))
#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0))
#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0))
#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0))
#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0))
#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0))
#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0))
vec4 hook() {
vec4 result = mat4(0.24645565, 0.05784516, 0.10867771, -0.05984515, -0.028971449, 0.11605379, -0.1291642, -0.014052763, 0.11068091, 0.004926675, 0.20459619, -0.044202894, -0.13706492, -0.04746351, 0.046451483, -0.12730147) * g_0;
result += mat4(0.16991296, 0.023684578, 0.021467324, 0.112513155, 0.16544406, -0.07930093, 0.11551819, -0.19346547, -0.12460893, 0.12157849, 0.016360888, -0.013482095, 0.09450167, -0.06769771, 0.077387445, -0.0790254) * g_1;
result += mat4(0.2960009, 0.1488434, 0.006516303, 0.036311023, -0.14754485, 0.055427775, 0.11966719, 0.34234813, 0.061157946, 0.15428309, -0.0006080333, -0.08627383, -0.059905972, -0.22450238, -0.014939416, 0.17368095) * g_2;
result += mat4(0.07378066, 0.056095265, -0.14646475, 0.052108943, -0.056351613, -0.0075914487, -0.22897565, 0.18092358, -0.30173147, 0.4220325, 0.030691927, -0.04179051, 0.18329756, 0.07725657, 0.04097003, 0.12552805) * g_3;
result += mat4(-0.10679568, -0.114355184, -0.077642724, 0.03897825, 0.29233125, 0.10134386, -0.0011805982, -0.07966318, 0.06551558, 0.03483564, -0.18145105, -0.09800179, -0.11958348, 0.1625396, -0.030568633, -0.0012501187) * g_4;
result += mat4(-0.07481191, 0.032259185, 0.28050005, -0.060750138, 0.12653445, 0.058230374, -0.002791269, -0.06543193, -0.0781853, 0.059335645, 0.0038409696, -0.16285823, -0.2594777, -0.16057986, -0.032912817, 0.09385994) * g_5;
result += mat4(-0.0057511446, -0.05183356, 0.0043450245, 0.06839988, 0.08128163, 0.040296473, -0.01891294, -0.0850551, 0.1050001, 0.10195095, 0.13149269, -0.06505747, -0.024678802, 0.13261814, -0.033877272, -0.035169628) * g_6;
result += mat4(-0.14846025, -0.13375129, -0.007583847, 0.012587357, -0.09852703, -0.057210695, 0.041786056, -0.21553703, 0.19320351, -0.26314387, 0.05067924, -0.09403354, 0.023944646, 0.07871713, -0.010490625, -0.13831468) * g_7;
result += mat4(0.11984692, -0.0098591605, 0.12905905, 0.15365292, -0.0012730177, 0.05490899, -0.028208854, -0.1367009, -0.059950594, -0.053963825, 0.2162382, 0.04799995, 0.021240858, -0.07847233, 0.08247004, -0.022988454) * g_8;
result += mat4(-0.12824033, 0.057294488, -0.14316118, -0.0504033, -0.089879006, 0.034919854, -0.0040405784, 0.031905886, 0.08371419, -0.0362044, -0.0045882226, 0.16748743, 0.054630518, -0.05417787, -0.042437587, 0.25395465) * g_9;
result += mat4(-0.13144904, 0.2214945, -0.028178846, -0.23956248, -0.15738271, -0.16158687, -0.10207897, 0.042929817, -0.066305175, -0.096577294, 0.04117173, -0.015665123, -0.11068033, 0.0819128, 0.16483264, 0.09976227) * g_10;
result += mat4(0.19826432, -0.024046648, -0.17804232, 0.16008496, 0.07570708, -0.14472866, 0.04762163, 0.22881216, 0.05690948, 0.22411816, 0.005796563, -0.15312837, -0.123055264, 0.032928593, 0.08476358, 0.08951332) * g_11;
result += mat4(-0.0019496006, -0.16238998, 0.22266757, -0.2576854, 0.035717808, 0.009473379, 0.017560462, -5.106421e-05, 0.01733539, -0.18899617, -0.14462131, 0.011425934, 0.056977432, -0.018645681, -0.01617488, 0.14064595) * g_12;
result += mat4(0.015111429, -0.12743704, -0.16131711, 0.09304627, -0.011910577, -0.05745339, -0.039512582, 0.07567732, 0.026060602, 0.028980162, -0.12465325, -0.18355931, -0.20168343, 0.13719437, -0.08599688, -0.18141237) * g_13;
result += mat4(0.054802295, 0.29837707, 0.03522563, -0.03632989, -0.086978845, 0.00095785136, 0.107393734, 0.044818994, -0.13475525, 0.3006535, 0.07316234, -0.16334157, -0.16008015, 0.020546542, -0.14413168, -0.08525269) * g_14;
result += mat4(-0.259366, -0.07472293, 0.024179474, -0.038631555, 0.05083423, -0.04494027, 0.06810897, -0.10119448, 0.0068198745, -0.20377721, -0.099571116, 0.06853115, 0.1771495, 0.05278769, 0.116875805, 0.10305356) * g_15;
result += mat4(0.04593561, 0.20434843, -0.063411824, -0.041401528, 0.11932308, 0.25054318, -0.10001591, 0.034949005, 0.09727825, -0.06489274, 0.05936674, -0.036842782, 0.1862358, -0.11597859, -0.08135922, 0.029445825) * g_16;
result += mat4(-0.22665091, -0.10780771, -0.04841487, 0.09992152, -0.138711, 0.020387711, 0.015868897, -0.08746323, -0.2086925, -0.015857462, 0.0466177, 0.06748683, -0.01600545, 0.22568497, -0.002262447, 0.016205644) * g_17;
result += mat4(0.13159914, 0.0085239895, 0.05532446, 0.056012895, -0.1934148, -0.09157347, 0.14135554, 0.052508645, 0.09289656, -0.14269857, 0.030171013, 0.037755817, 0.04909593, -0.18655239, -0.0055961176, 0.1187946) * g_18;
result += mat4(-0.17952375, -0.024501823, 0.023383398, -0.107995816, 0.08161396, 0.020528542, 0.15347931, -0.0741402, -0.20154397, -0.0015806113, 0.028733943, 0.028272778, -0.2613763, -0.051558394, -0.14001833, -0.050815742) * g_19;
result += mat4(-0.015107653, -0.0940447, 0.036241457, -0.010593342, -0.045961525, 0.17196755, 0.18697836, 0.031196352, 0.20367323, 0.088155776, 0.045706164, -0.13437189, -0.18159072, 0.36762834, -0.20641692, 0.118886285) * g_20;
result += mat4(-0.060623996, 0.20019537, 0.18168223, 0.08877838, -0.045696676, 0.061234694, -0.07338814, 0.051613998, -0.25389117, -0.052995674, -0.09211558, -0.16466606, -0.145923, 0.026201494, -0.050066713, 0.08831479) * g_21;
result += mat4(-0.16469187, -0.16988957, 0.09734995, 0.061539363, -0.13671373, 0.10063324, -0.011433946, -0.086579375, 0.107261725, -0.10270097, -0.012975658, 0.06668877, 0.15680642, 0.07163846, 0.14033522, -0.01405299) * g_22;
result += mat4(0.132207, 0.03416093, -0.048854396, 0.07515984, 0.078861736, -0.2689559, -0.030746087, -0.11602645, 0.06880567, 0.08204513, 0.06717855, 0.007817995, 0.016181905, 0.040704746, -0.16240671, 0.07026067) * g_23;
result += mat4(-0.15598467, -0.0022878624, 0.026549233, -0.04394233, 0.20921734, 0.043367602, -0.15613823, 0.04929508, 0.0029379008, 0.04842879, 0.18046685, -0.117088884, -0.22295143, 0.15341441, 0.34251833, -0.16558655) * g_24;
result += mat4(-0.25135937, 0.043886732, -0.06370679, -0.14021763, -0.21199869, -0.028682569, 0.120286964, -0.12730849, 0.057145018, 0.089308545, 0.18639867, -0.13679394, 0.012308779, -0.22714002, -0.1320638, -0.040500604) * g_25;
result += mat4(0.049142376, -0.2076546, 0.23179443, 0.14762919, -0.23876101, 0.1215704, 0.16733463, 0.029052794, 0.196647, -0.060006868, -0.05808242, -0.18242458, 0.19578396, -0.05617832, 0.08892038, -0.04199541) * g_26;
result += mat4(-0.22550662, 0.1297213, -0.07912901, -0.035594005, 0.01997545, -0.24715406, 0.014261541, -0.047214407, -0.22399336, 0.040679913, 0.13449016, -0.02821665, -0.22720997, 0.11576339, 0.12183234, -0.059500802) * g_27;
result += mat4(-0.12097631, 0.059060633, 0.007883754, -0.19396073, 0.013222453, 0.19267121, 0.04800107, -0.27254722, -0.2901846, 0.21499753, 0.16564848, 0.2441496, -0.14540148, -0.115534924, 0.072310135, -0.085634045) * g_28;
result += mat4(-0.01119188, 0.09056528, 0.08672538, 0.30530053, 0.040546756, -0.014442347, 0.03800687, 0.08838292, 0.27894083, -0.15870668, -0.088538125, -0.14179976, -0.14808148, 0.29186696, 0.0804609, -0.12542953) * g_29;
result += vec4(-0.024944633, -0.005018115, -0.03752404, -0.02132803);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv0ups
//!BIND conv0ups1
//!BIND conv0ups2
//!BIND conv0ups3
//!SAVE conv1ups
//!WIDTH conv0ups.w 4 *
//!HEIGHT conv0ups.h 4 *
//!COMPONENTS 4
//!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((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.020695187, 0.05179575, -0.00084568735, -0.058708318, -0.046756897, -0.051572543, 0.0075343885, 0.019189375, 0.009596094, 0.07458263, -0.0665028, 0.02477345, 0.0036938943, 0.016147994, 0.17555033, 0.063790314) * go_0(-1.0, -1.0);
result += mat4(0.047372315, -0.09212169, -0.1426403, 0.010264183, 0.110588886, 0.0059688496, 0.09531943, -0.04407747, 0.025626734, 0.042082682, 0.32421026, -0.038435984, 0.010308315, 0.06190991, -0.08102318, -0.045582976) * go_0(-1.0, 0.0);
result += mat4(0.048703067, 0.047595374, -0.05395934, -0.08620705, -0.10573035, 0.023483915, -0.03392267, 0.010127343, -0.0077816406, 0.052177433, -0.056273837, 0.037937485, 0.027907217, -0.09347315, 0.05239236, -0.026808713) * go_0(-1.0, 1.0);
result += mat4(-0.050651994, -0.02732563, -0.061340403, -0.112863585, 0.0064489683, -0.025380466, -0.052053943, -0.06545331, -0.033553123, -0.022598164, 0.04204955, 0.02323651, 0.031271514, 0.16110232, 0.38803446, -0.054479457) * go_0(0.0, -1.0);
result += mat4(0.07135817, -0.09506239, 0.16592708, -0.040242936, -0.03786691, -0.06483209, -0.09554407, 0.07840277, -0.020200757, 0.02384577, -0.013126495, -0.027625585, -0.075230405, -0.21014008, -0.03909564, -0.09478117) * go_0(0.0, 0.0);
result += mat4(0.07711308, 0.10181707, 0.018250873, 0.077304795, 0.01642751, 0.03228944, 0.021899378, 0.010245774, -0.036227338, -0.001539605, -0.07523362, 0.14429028, -0.07359782, 0.13070822, -0.02560883, -0.022874065) * go_0(0.0, 1.0);
result += mat4(-0.04219415, -0.011289797, -0.039906166, -0.089074284, 0.017567573, 0.062162995, 0.096065514, 0.05775087, -0.0102344435, 0.006881742, -0.08669115, -0.032948222, 0.08963109, -0.08284012, 0.066751294, 0.1828466) * go_0(1.0, -1.0);
result += mat4(0.03411321, 0.02054857, -0.021424247, -0.02265521, 0.06751186, 0.046636272, 0.13100775, -0.048767522, 0.05850365, 0.027136968, -0.004158686, 0.111822814, -0.06596076, -0.07753948, 0.041529708, 0.09940788) * go_0(1.0, 0.0);
result += mat4(-0.0028192403, 0.016853701, -0.03016301, -0.020235358, -0.05034052, -0.013616077, -0.021349836, -0.04864314, -0.0414048, -0.14153421, -0.05658087, -0.056029163, 0.13383056, -0.027531937, -0.15566418, -0.2105671) * go_0(1.0, 1.0);
result += mat4(0.04016501, 0.10559333, 0.008267663, 0.06649002, 0.042583052, 0.008021726, -0.051475175, -0.027462183, 0.03987831, 0.030259034, -0.09433753, 0.059861444, -0.069253184, 0.07167569, -0.029389774, 0.042345088) * go_1(-1.0, -1.0);
result += mat4(-0.36324787, -0.03084712, 0.31618732, 0.12707345, -0.04294511, -0.025086822, -0.004116296, -0.07539075, -0.011589254, -0.024815882, -0.0939434, 0.015169785, 0.0101918485, 0.0453247, 0.1548971, -0.06455103) * go_1(-1.0, 0.0);
result += mat4(0.119113825, -0.049629897, -0.12882084, -0.13687927, 0.032445643, 0.03346595, 0.077079095, 0.032214127, 0.008172492, -0.04357317, -0.0043878276, 0.010722748, 0.03210129, 0.035465643, -0.009428875, 0.08321818) * go_1(-1.0, 1.0);
result += mat4(-0.095653616, -0.10428462, -0.007750534, -0.061840005, 0.0069368114, 0.09166805, 0.14013365, 0.09337012, -0.12483825, 0.16957195, -0.20122507, 0.045088075, 0.03606835, -0.022486823, -0.08902174, 0.068695016) * go_1(0.0, -1.0);
result += mat4(-0.010500626, -0.034527376, 0.005386829, 0.22918703, -0.10108878, 0.09873839, 0.15702549, -0.09598402, -0.039832648, -0.09612538, 0.083574384, 0.1690233, 8.269891e-05, -0.068035394, 0.0534864, -0.0566001) * go_1(0.0, 0.0);
result += mat4(0.071872145, -0.02851451, 0.033841643, 0.10728748, 0.035649426, -0.02319551, -0.04673053, -0.028753035, 0.059749573, 0.07446472, -0.1269341, 0.09893258, -0.0225744, 0.016244017, 0.18417723, 0.09029894) * go_1(0.0, 1.0);
result += mat4(0.044112977, -0.049037457, 0.064683616, -0.06556883, -0.031397637, 0.017776502, -0.05355212, -0.030592304, 0.16831197, -0.05688798, -0.12060968, -0.08913267, -0.03228456, 0.0952953, 0.008387226, 0.027184563) * go_1(1.0, -1.0);
result += mat4(0.080981106, -0.028719943, 0.14178857, -0.028141385, 0.04193971, -0.051364426, 0.06132975, 0.076663375, -0.13706256, -0.15490277, -0.13380666, 0.049959663, 0.100946076, 0.10222464, -0.010470593, -0.024446227) * go_1(1.0, 0.0);
result += mat4(0.02006824, 0.035393536, 0.00029921162, -0.07853538, -0.057912953, 0.0043116766, 0.06834718, -0.006364991, 0.1331031, 0.092478134, -0.105553046, -0.07090539, -0.02150639, -0.12197273, -0.03806585, -0.010030255) * go_1(1.0, 1.0);
result += mat4(-0.010309926, 0.013791634, -0.034627564, 0.080061935, 0.019168656, 0.018056372, -0.12263221, 0.011914942, -0.108048424, -0.0077957036, 0.054784223, -0.03022557, 0.090339676, -0.11052819, 0.025375597, -0.008405164) * go_2(-1.0, -1.0);
result += mat4(-0.08640119, 0.0116826715, 0.096712016, -0.009556215, -0.050392166, -0.015750423, 0.024098802, -0.030559674, -0.008687317, 0.086569674, -0.010534909, 0.14062569, -0.04092292, 0.059992965, 0.10706941, -0.071255006) * go_2(-1.0, 0.0);
result += mat4(0.055439454, -0.08304736, -0.05772018, 0.0002228898, 0.049766537, -0.03562336, -0.062019385, -0.008590997, 0.0714339, 0.060822833, 0.05533639, -0.018964287, 0.04474348, 0.030456604, -0.10162788, 0.023526968) * go_2(-1.0, 1.0);
result += mat4(0.036144115, -0.055477962, 0.25543195, 0.018981127, -0.0029639043, 0.006001523, -0.16257423, -0.005548247, 0.27908665, -0.017829081, 0.20361087, 0.069451064, 0.0425165, 0.04671855, 0.21115932, 0.115634814) * go_2(0.0, -1.0);
result += mat4(0.26696295, 0.12878756, -0.10729505, -0.11586441, -0.11449649, 0.036481492, -0.013030123, 0.03475486, -0.112476334, 0.078693345, 0.06723839, -0.101722986, -0.3230926, 0.003929733, 0.0382842, -0.05160655) * go_2(0.0, 0.0);
result += mat4(-0.19706994, -0.06081748, -0.083103545, 0.0641547, -0.020251034, 0.012799021, -0.02441986, 0.021752145, -0.18157272, -0.12557366, 0.12760532, 0.16373396, -0.015558221, -0.16272856, -0.087740906, -0.0012695452) * go_2(0.0, 1.0);
result += mat4(0.015716445, -0.0065595773, -0.12268667, 0.054408874, 0.04874326, 0.028534992, 0.0678798, -0.0694589, -0.053737182, -0.04219611, -0.03308467, 0.024086336, -0.01133326, -0.019263305, -0.10631709, 0.014409722) * go_2(1.0, -1.0);
result += mat4(0.010652, -0.102014825, -0.31128922, -0.1404369, 0.008963117, -0.06387716, 0.09456378, 0.002045589, 0.0120676765, 0.03954822, 0.08071245, 0.009293571, 0.022331964, 0.09042008, -0.0895777, -0.082019664) * go_2(1.0, 0.0);
result += mat4(-0.028971305, 0.0018671599, 0.057754505, 0.17587171, -0.041128, 0.01627396, -0.08374196, 0.0022898368, 0.1260272, -0.06357269, -0.071449675, 0.080769256, 0.14892668, 0.08178534, 0.028882774, -0.08646687) * go_2(1.0, 1.0);
result += mat4(-0.020794544, 0.040059574, 0.017822137, -0.003598029, -0.06560943, -0.044181604, 0.019038988, 0.01135562, -0.04396594, 0.073165074, 0.0733299, 0.0027922648, 0.043707132, 0.005099016, -0.11030712, -0.08067086) * go_3(-1.0, -1.0);
result += mat4(-0.018612824, -0.03987747, -0.10851105, 0.026845753, 0.0143560935, 0.10487563, -0.1329422, 0.062191565, 0.042507634, 0.013565981, 0.05381924, -0.018621631, 0.07241348, 0.07312401, 0.162055, 0.072888635) * go_3(-1.0, 0.0);
result += mat4(-0.042371858, -0.06279698, -0.047954734, -0.04135068, -0.032758582, -0.05770967, 0.095052056, 0.049033426, -0.01945755, -0.008561963, 0.04326833, 0.030072358, -0.057644114, 0.15499905, -0.060267057, 0.062550865) * go_3(-1.0, 1.0);
result += mat4(-0.039586462, 0.020706546, 0.21365152, -0.044521715, -0.020410553, 1.3661776e-05, 0.049052373, 0.11614336, 0.00017193238, -0.07115667, -0.06459373, -0.0073429234, -0.036036134, -0.024385229, -0.075657554, -0.05757767) * go_3(0.0, -1.0);
result += mat4(0.041886285, 0.033068173, 0.06381855, 0.115213275, 0.069466114, -0.04658492, -0.17437598, 0.016479885, 0.041463092, -0.026836906, 0.09679532, -0.11155522, 0.03152283, 0.12496124, -0.1317453, 0.17767543) * go_3(0.0, 0.0);
result += mat4(0.024161939, 0.020480702, 0.10460235, 0.01299023, 0.038210697, -0.023922926, 0.006196876, -0.11040656, -0.048561808, 0.031339034, -0.0034977624, -0.01171306, -0.055257812, -0.11679662, -0.1292118, -0.24881968) * go_3(0.0, 1.0);
result += mat4(-0.034799732, -0.03295996, -0.22622366, -0.059414957, -0.07564334, 0.06638484, 0.08077548, 0.06760112, -0.03851018, 0.06950001, -0.061534263, -0.010881979, -0.15067118, 0.0624694, -0.2033063, -0.058800664) * go_3(1.0, -1.0);
result += mat4(0.065365165, 0.06403614, 0.19352676, 0.13365605, 0.07580563, -0.014021939, -0.05731098, 0.036906917, 0.02100828, 0.017755862, 0.041521445, -0.11368253, 0.06070961, -0.22881168, 0.0035648798, 0.075051494) * go_3(1.0, 0.0);
result += mat4(-0.056965712, -0.02173571, 0.084591195, -0.021413585, -0.068680905, 0.023532664, -0.09906315, 0.0630235, 0.04045921, 0.014031516, 0.02268613, 0.011994433, 0.048502963, 0.037335977, -0.19570793, 0.14572982) * go_3(1.0, 1.0);
result += mat4(0.0261724, 0.030047135, -0.09042618, 0.033079226, 0.07980195, 0.036434878, 0.17216438, 0.058141544, -0.043239925, -0.05976093, -0.04999952, -0.020736014, -0.0106217805, -0.012736464, 0.008851435, -0.056872174) * go_4(-1.0, -1.0);
result += mat4(-0.082696624, 0.054985303, -0.024339378, -0.0543204, -0.17700307, 0.11250488, -0.031559974, 0.022210045, 0.09618239, 0.01580275, -0.03690757, -0.047982343, 0.08703919, 0.021051923, -0.047632344, 0.0045034164) * go_4(-1.0, 0.0);
result += mat4(-0.03290176, -0.0364079, 0.019448102, 0.049773544, 0.07766832, -0.07508403, 0.0134854335, -0.00643178, 0.015591646, -0.0043992195, 0.1354414, 0.038126215, -0.0032720412, 0.018891534, -0.019052628, -0.032509252) * go_4(-1.0, 1.0);
result += mat4(-0.14167961, 0.12479212, -0.12158335, 0.016470937, 0.03488672, 0.045030095, -0.2268721, 0.16147503, 0.09902494, -0.023874994, 0.19846949, 0.017371945, -0.0801073, 0.055975642, 0.068055116, 0.019367244) * go_4(0.0, -1.0);
result += mat4(0.06765082, -0.21494555, 0.099107146, 0.016591892, -0.02380657, -0.002625899, 0.25159433, -0.034043565, -0.052320056, -0.0011840623, 0.08531329, 0.00049678114, 0.04983457, 0.00088371156, -0.13286956, 0.00064268603) * go_4(0.0, 0.0);
result += mat4(-0.05795321, 0.22021243, 0.0076905126, 0.06835479, -0.051106546, 0.024030196, 0.06576595, 0.15353538, 0.009099127, 0.085880324, 0.0011794734, -0.096212335, 0.04021018, -0.113805994, 0.139067, -0.0110617215) * go_4(0.0, 1.0);
result += mat4(0.079940975, 0.01368856, 0.16861776, 0.08192191, -0.122989796, -0.099328294, 0.049420018, -0.09718617, -0.05760635, 0.017678939, -0.087738335, -0.075534955, 0.010387554, -0.028321257, 0.1314425, 0.0006286904) * go_4(1.0, -1.0);
result += mat4(0.01243246, 0.05316387, -0.019017072, 0.039417446, 0.06917462, 0.030646449, 0.037567277, 0.186223, -0.019127764, 0.04848654, 0.17375444, 0.17762296, -0.06592402, -0.04435415, -0.04296899, -0.11317639) * go_4(1.0, 0.0);
result += mat4(-0.03502325, -0.086596005, 0.054397397, 0.020352576, 0.048965316, 0.15153474, 0.1431249, 0.052301593, -0.008229829, -0.046441074, 0.029613024, -0.042361066, -0.022458816, -0.030389478, 0.106790364, 0.16180433) * go_4(1.0, 1.0);
result += mat4(0.045190386, -0.028396606, 0.03988003, 0.018620977, -0.08892243, 0.051916, 0.02764735, -0.031002073, -0.024089592, -0.07468457, 0.070725314, -0.032896645, 0.0072905435, 0.033070587, 0.012611254, 0.0015103485) * go_5(-1.0, -1.0);
result += mat4(-0.11496197, -0.034812376, -0.12765816, -0.073968515, 0.1103958, -0.015156485, -0.043987215, 0.06353695, 0.060253356, -0.09172886, 0.051112115, 0.04185245, -0.010958595, -0.009855241, 0.07016091, 0.08352796) * go_5(-1.0, 0.0);
result += mat4(-0.0018355614, 0.009696581, -0.014894175, 0.10311216, -0.0023905442, -0.031233516, -0.14643733, -0.13987964, -0.03829992, 0.09283117, 0.020682491, -0.0038340855, 0.018485101, -0.08282137, 0.06482714, -0.04316507) * go_5(-1.0, 1.0);
result += mat4(0.110480644, 0.0354597, 0.17428526, 0.13770753, 0.06420499, 0.0076466007, -0.02015196, -0.07055463, 0.03758145, -0.11852888, -0.01557475, -0.050508235, -0.0027972506, -0.016254924, -0.0875164, -0.05621017) * go_5(0.0, -1.0);
result += mat4(0.05704481, 0.07027665, 0.07560543, -0.27404872, -0.1203241, -0.13563003, 0.31092855, 0.23089512, 0.081106246, 0.14123824, 0.09980848, -0.1233403, 0.136044, 0.053615157, 0.124605425, -0.14057036) * go_5(0.0, 0.0);
result += mat4(-0.03378077, -0.07225837, 0.12690358, -0.10464525, -0.0295789, 0.06703109, 0.07382307, -0.026333801, -0.09037467, -0.07251056, -0.05310559, 0.000101977144, -0.10449609, 0.1944587, 0.13968393, 0.026316661) * go_5(0.0, 1.0);
result += mat4(-0.01433047, 0.009148719, -0.111054346, 0.020732088, 0.042477377, -0.043188296, 0.098809525, 0.073676586, -0.0322328, 0.01969649, 0.010843924, 0.12852491, -0.019762363, -0.058187466, -0.09948641, -0.041471776) * go_5(1.0, -1.0);
result += mat4(-0.046551157, 0.007494576, 0.020390457, 0.039238412, 0.034302976, 0.06468725, -0.08491083, -0.022852294, -0.03540986, 0.15482925, -0.05325463, -0.08798036, -0.0019466237, -0.09249625, -0.026100513, 0.10110193) * go_5(1.0, 0.0);
result += mat4(-0.027061401, -0.035921685, 0.03197978, 0.08998862, 0.021752719, -0.07339133, 0.010681594, -0.0795563, -0.031203764, -0.048886176, 0.1505545, 0.05413737, -0.2009508, -0.09878104, 0.12233396, 0.12264711) * go_5(1.0, 1.0);
result += mat4(0.000201578, -0.020336568, 0.00035553024, -0.04552163, 0.045114692, -0.101587355, 0.04016851, 0.019786127, 0.081738554, -0.035416037, 0.015109221, -0.013051524, 0.015240257, -0.014836099, -0.01573197, -0.067426234) * go_6(-1.0, -1.0);
result += mat4(0.06572358, -0.0053061, 0.05557546, -0.0066949055, 0.07563655, 0.062391594, -0.03726393, 0.0052256803, 0.021015963, -0.020943565, 0.17579497, -0.016357217, 0.113310464, 0.08199825, -0.006430871, 0.008816601) * go_6(-1.0, 0.0);
result += mat4(-0.005421809, 0.04227301, -0.16125767, -0.06964377, -0.09038185, 0.024234684, -0.022720145, 0.00079508655, 0.008849058, 0.013611232, 0.043701556, -0.048654094, 0.08114624, 0.0073766154, -0.06040684, -0.020945968) * go_6(-1.0, 1.0);
result += mat4(0.015536741, 0.03772623, 0.14326756, -0.0015041671, -0.04507155, 0.015579776, 0.2857906, -0.11391861, -0.117170595, 0.047959678, -0.06387855, -0.0055391947, 0.060498606, 0.009427265, 0.50844795, -0.11058385) * go_6(0.0, -1.0);
result += mat4(-0.051472906, 0.009261859, -0.15015996, 0.12943685, 0.19357206, -0.116032414, -0.28050247, -0.090211906, 0.0010450644, 0.044784248, -0.00023668195, 0.11839819, -0.22070691, 0.22376983, 0.045054942, 0.047100548) * go_6(0.0, 0.0);
result += mat4(0.04065783, -0.028647335, 0.083073996, 0.06967863, 0.023751903, 0.14010519, -0.15699695, -0.07796914, 0.018112006, -0.048332486, 0.064069994, 0.003143784, 0.0074339295, 0.14113344, 0.059680164, 0.008873948) * go_6(0.0, 1.0);
result += mat4(-0.05741473, -0.027159097, 0.045549147, 0.0708231, -0.15182017, -0.077091426, 0.040370047, 0.058241665, -0.05299617, -0.028760802, -0.0076170033, -0.11069676, 0.08858413, -0.006301153, 0.04273877, -0.05631213) * go_6(1.0, -1.0);
result += mat4(0.025762111, 0.062415194, -0.14223552, 0.003412124, 0.05552051, 0.18844947, -0.22042769, 0.015809692, 0.090370014, -0.006739683, -0.060091887, 0.07976979, -0.0058506215, -0.16953866, 0.024433328, 0.05852742) * go_6(1.0, 0.0);
result += mat4(0.0316892, 0.09573295, 0.08312811, 0.010179943, 0.037315205, -0.065285094, -0.0012986633, -0.05224675, -0.0047330237, 0.08265473, 0.09477729, -0.06736327, -0.06450191, -0.08257717, -0.057862822, 0.08835963) * go_6(1.0, 1.0);
result += mat4(0.0024440633, -0.036616765, -0.033401538, 0.004977876, 0.036649343, 0.08101561, 0.111079, -0.0026892924, 0.018146338, -0.024757951, -0.049987808, 0.088031135, -0.059743408, -0.0063467845, 0.04389662, 0.058518223) * go_7(-1.0, -1.0);
result += mat4(-0.015003317, -0.025828838, 0.04108641, -0.060053583, -0.08861021, 0.015026266, -0.06384911, -0.049570337, -0.11708947, 0.0040502516, -0.29292357, -0.13572334, -0.048173945, -0.035088543, 0.0645735, 0.003977293) * go_7(-1.0, 0.0);
result += mat4(0.023741405, 0.04877632, -0.09316636, -0.023240283, 0.017736096, -0.0037682957, 0.12203123, 0.023406139, 0.0039402544, -0.021817943, 0.10562721, 0.0065815113, 0.0241319, 0.09085425, 0.06748136, 0.035957564) * go_7(-1.0, 1.0);
result += mat4(-0.040901843, 0.14610243, -0.033210922, -0.047225397, 0.014037701, -0.056691576, 0.010777748, -0.07679006, -0.23969224, 0.14371933, 0.010285852, -0.098876506, 0.12892431, 0.078993894, -0.014415507, -0.01773652) * go_7(0.0, -1.0);
result += mat4(0.09569853, 0.08022542, 0.17847797, 0.05742365, -0.028737325, -0.06577205, 0.0099042505, -0.1788678, -0.024437329, -0.00854858, 0.064116485, 0.08779381, 0.038688138, -0.11070709, -0.061672393, -0.07259389) * go_7(0.0, 0.0);
result += mat4(-0.061463468, -0.041322544, -0.049147107, -0.056226347, 0.07580429, -0.09154353, 0.1392037, 0.1725724, 0.0846089, -0.09506338, 0.0014113535, -0.043457717, 0.02086055, 0.016039053, 0.0070436527, 0.010863293) * go_7(0.0, 1.0);
result += mat4(0.040287588, 0.01495664, -0.027837565, -0.049098965, 0.030421665, 0.050820872, -0.034790598, 0.081854686, -0.060803648, -0.10076397, 0.10959196, 0.08770263, 0.02639544, 0.017585248, 0.03741672, 0.098596066) * go_7(1.0, -1.0);
result += mat4(-0.11272804, -0.07179105, 0.29052478, 0.16043298, -0.004745162, -0.02539786, 0.03064631, -0.11615134, 0.1467622, -0.30389008, 0.37392983, 0.081603326, -0.081118405, 0.049201585, 0.09506965, -0.07426272) * go_7(1.0, 0.0);
result += mat4(0.0021397786, -0.043339223, -0.024574393, 0.004753203, 0.008854377, 0.114565484, -0.10472323, -0.054310642, -0.1363216, 0.26929548, -0.034043808, 0.0016566974, -0.024689924, 0.047800675, -0.00087367673, -0.010073392) * go_7(1.0, 1.0);
result += vec4(-0.0092416825, -0.017586693, -0.056248806, 0.024289904);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv0ups
//!BIND conv0ups1
//!BIND conv0ups2
//!BIND conv0ups3
//!SAVE conv1ups1
//!WIDTH conv0ups.w 4 *
//!HEIGHT conv0ups.h 4 *
//!COMPONENTS 4
//!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((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.036600452, -0.10049528, 0.0425083, 0.00748036, -0.07228494, 0.092974216, -0.08875746, 0.0038487716, -0.014452269, 0.022789069, 0.03057275, 0.08749693, -0.034161948, 0.016061379, -0.123270914, -0.14571433) * go_0(-1.0, -1.0);
result += mat4(0.03586051, 0.117893025, 0.019521732, -0.086191945, 0.09005548, 0.08917978, -0.038505673, 0.027726982, 0.047773708, 0.07542637, -0.09766821, -0.05601306, 0.016462456, -0.031262327, 0.29434896, -0.031188589) * go_0(-1.0, 0.0);
result += mat4(-0.0010024331, -0.13936394, 0.09529403, 0.038214546, -0.004169407, -0.030122723, 0.06738456, 0.037226625, 0.016386302, -0.043177616, 0.0067897406, -0.0417514, -0.18339635, -0.0851196, 0.122963585, -0.04226655) * go_0(-1.0, 1.0);
result += mat4(0.120718524, -0.07883002, 0.07970128, 0.026766716, 0.038295228, -0.012892055, -0.0853028, -0.06261667, 0.06648932, 0.077419154, -0.083746694, -0.024860187, -0.041543417, -0.078661576, 0.105570786, 0.17292567) * go_0(0.0, -1.0);
result += mat4(0.06017667, 0.10275487, -0.17618456, -0.090398066, -0.11300483, 0.010944091, 0.059611183, -0.053765967, -0.08456634, -0.26681066, 0.120561525, 0.0389813, -0.3168673, -0.07365836, 0.19187033, 0.3629531) * go_0(0.0, 0.0);
result += mat4(-0.047863573, -0.16097455, 0.058843378, 0.024493651, -0.050211128, 0.020149479, 0.08273668, -0.03951675, -0.051696103, -0.015382585, 0.012727583, 0.062049612, 0.023429222, 0.111244336, -0.24765679, 0.047255322) * go_0(0.0, 1.0);
result += mat4(-0.043454263, -0.056187622, 0.08826043, 0.03379153, 0.0328122, 0.09490295, -0.106024, 0.0513934, 0.010730174, -0.021311862, 0.0009606973, -0.048898865, -0.05885993, 0.13555479, -0.029676508, 0.15599397) * go_0(1.0, -1.0);
result += mat4(0.014284165, 0.0022697337, 0.0423487, -0.043128587, -0.066065155, -0.14259978, 0.036370326, 0.11544268, 0.0011783034, 0.014464844, -0.0077034896, 0.07947936, 0.0847673, -0.027169127, 0.060862433, 0.051962093) * go_0(1.0, 0.0);
result += mat4(-0.06810183, 0.0038956213, 0.02663297, 0.07350188, 0.028407782, -0.08836482, 0.120757915, 0.0033882086, 0.025512185, 0.13103734, -0.09310468, -0.09251054, 0.06252439, 0.101230994, -0.050645854, -0.11273561) * go_0(1.0, 1.0);
result += mat4(0.18605615, -0.018943008, 0.12841246, -0.048895158, -0.087834686, -0.06213869, 0.020271972, 0.01735206, -0.028159512, -0.0012055358, -0.031407196, 0.01459528, 0.055683896, 0.03376991, 0.074921526, 0.08031476) * go_1(-1.0, -1.0);
result += mat4(0.16044307, -0.04908117, 0.16997416, -0.042656355, 0.026869124, -0.015336793, 0.06704625, 0.005058682, 0.02062564, 0.030037567, 0.015916575, -0.013523192, 0.012619856, 0.074030444, 0.02436604, 0.003554498) * go_1(-1.0, 0.0);
result += mat4(-0.05024195, 0.06433591, 0.02808383, 0.06368531, 0.008005133, -0.02590703, -0.022208184, 0.038581703, -0.007899184, -0.076488025, 0.00072744075, 0.061727125, 0.11445254, -0.020653702, -0.010182034, 0.028005669) * go_1(-1.0, 1.0);
result += mat4(-0.08974687, 0.10983013, -0.05198625, 0.025618017, 0.04013525, 0.08194611, 0.07054715, -0.039644957, -0.0019942275, 0.15640324, 0.079898156, -0.050505124, 0.018647147, 0.1864857, -0.10004012, -0.1785983) * go_1(0.0, -1.0);
result += mat4(-0.12734273, -0.1984448, 0.047983695, -0.029723175, -0.019461578, 0.011290827, 0.05483677, -0.08040967, 0.010945984, 0.20160717, 0.06651317, -0.026364818, -0.19147083, 0.022746865, -0.005397772, -0.18815117) * go_1(0.0, 0.0);
result += mat4(0.056349758, -0.027665544, -0.025720505, 0.06478612, 0.028723124, -0.040507562, 0.046986, -0.07457037, -0.011984053, 0.08888314, 0.14762667, 0.10618448, -0.013883168, -0.015380026, 0.022096027, -0.13794257) * go_1(0.0, 1.0);
result += mat4(-0.051857505, 0.0046023214, 0.048188727, 0.018825505, -0.027216887, -0.034863137, -0.05376821, -0.03810819, 0.05989397, 0.03594429, -0.23096226, 0.15341154, 0.08981187, -0.05070559, 0.026243754, -0.04263998) * go_1(1.0, -1.0);
result += mat4(-0.009617233, 0.03463696, -0.02096688, 0.030073844, 0.044995844, 0.07873687, -0.042068962, 0.13536318, -0.030567715, -0.05154325, 0.07210971, -0.17742214, 0.053942777, 0.0127787, 0.068606384, 0.0650419) * go_1(1.0, 0.0);
result += mat4(0.025862409, 0.025395997, 0.05269671, 0.05798525, -0.042442568, 0.0445204, -0.064225905, -0.055657025, 0.11636964, -0.04205307, -0.014663356, 0.010643147, 0.082133, -0.023850026, 0.10308432, 0.107985206) * go_1(1.0, 1.0);
result += mat4(0.11726699, 0.05656771, 0.02469043, -0.13420433, 0.038069904, -0.008463304, 0.035647616, 0.07362852, 0.14594945, 0.09443728, -0.090279855, -0.0491621, 0.025128877, -0.12093358, 0.056935582, 0.020768635) * go_2(-1.0, -1.0);
result += mat4(-0.03540259, -0.037914194, -0.21112189, -0.019102415, -0.009190789, -0.017674621, -0.0076943026, -0.068069465, 0.07027692, -0.023830496, -0.19833852, 0.043303248, -0.09002839, 0.062405612, 0.034014236, 0.015062283) * go_2(-1.0, 0.0);
result += mat4(-0.01055108, -0.078035474, 0.15064569, -0.043817606, 0.03865331, 0.06653527, -0.08737055, 0.07359416, 0.034335107, 0.094619036, 0.15430231, 0.081489205, 0.11551119, -0.13892402, 0.10169955, -0.016521193) * go_2(-1.0, 1.0);
result += mat4(-0.21723948, -0.003718774, 0.0036089579, 0.2417116, 0.05871629, 0.08170726, -0.018392453, -0.09107411, -0.0054566264, -0.11625159, -0.028020184, -0.04901969, -0.06090618, 0.010701764, -0.054772582, 0.015806887) * go_2(0.0, -1.0);
result += mat4(-0.12086319, 0.06057755, 0.4838376, 0.026492605, 0.0011703236, 0.016707094, 0.14285243, -0.019033382, -0.10223409, -0.25914297, 0.07972699, 0.08980557, 0.0018122899, -0.12970547, 0.28545263, 0.15324087) * go_2(0.0, 0.0);
result += mat4(0.095036976, 0.162094, -0.13472636, 0.022491721, 0.0815172, 0.07862179, 0.051775135, -0.102338746, 0.050679415, -0.002904758, -0.06392857, -0.124154866, -0.031455033, 0.044263933, -0.01326217, -0.08059905) * go_2(0.0, 1.0);
result += mat4(-0.017460492, 0.12181631, -0.05040324, 0.08211638, -0.07552046, 0.061242603, -0.06086253, 0.20668316, 0.13807769, 0.056059014, -0.05011972, -0.05253501, -0.012529453, -0.036754012, 0.14976881, 0.014519357) * go_2(1.0, -1.0);
result += mat4(0.08175377, 0.03418494, -0.07925977, 0.01547301, -0.055616055, -0.0768169, 0.1390287, -0.020122616, -0.08055283, -0.08153747, -0.13700585, 0.09619712, 0.05064319, -0.010092189, -0.0375194, 0.08658357) * go_2(1.0, 0.0);
result += mat4(0.073422946, 0.0146288825, -0.018180208, -0.13258615, -0.039849028, -0.043496124, -0.10103034, 0.026819391, 0.10169963, -0.0018588677, 0.038265944, 0.120759994, 0.004948789, 0.05993842, -0.04388326, 0.08129302) * go_2(1.0, 1.0);
result += mat4(0.081689045, 0.014836045, 0.05355978, -0.01353243, 0.107137255, 0.064938255, 0.038997065, 0.07195731, 0.016222289, -0.078091234, 0.07403487, 0.028206307, 0.20964447, 0.1212519, -0.11971038, -0.061158486) * go_3(-1.0, -1.0);
result += mat4(0.078742854, 0.13448513, -0.13717398, -0.034942567, 0.00084557495, -0.12339975, 0.14178696, 0.08150612, -0.03697507, 0.066154145, 0.13886937, -0.010311026, -0.24136373, -0.13241349, 0.24087813, 0.08533747) * go_3(-1.0, 0.0);
result += mat4(0.03430129, 0.0037780532, -0.007673756, 0.020130971, -0.0044403607, -0.07021513, 0.10380787, 0.14933755, 0.041128885, -0.03377426, -0.049867447, 0.009597504, 0.16559608, 0.11873942, -0.13425362, -0.20407131) * go_3(-1.0, 1.0);
result += mat4(-0.036280643, -0.06241548, 0.06455707, 0.049787894, -0.034338452, -0.09344071, 0.03835458, -0.006981486, -0.14018786, -0.011602153, 0.031711817, 0.14739467, -0.086071335, -0.02941477, -0.1331472, -0.1407458) * go_3(0.0, -1.0);
result += mat4(-0.363801, -0.3426056, 0.43446818, 0.14184493, -0.043009415, 0.12158466, -0.00069684035, 0.016873702, 0.1945484, -0.012431146, -0.011880592, 0.05318626, 0.009308447, -0.03746046, 0.008252808, 0.19175647) * go_3(0.0, 0.0);
result += mat4(0.028470002, 0.046196483, -0.019992633, -0.022190072, -0.02065911, 0.0012663519, 0.07120167, -0.044254795, -0.10193641, 0.030516576, 0.02787046, -0.04924085, -0.049268037, -0.07700933, -0.07501593, 0.024738712) * go_3(0.0, 1.0);
result += mat4(0.030772889, 0.085558966, 0.010656247, -0.052993905, 0.092419, 0.011421665, -0.010418454, 0.11450772, 0.05909975, 0.04161958, -0.057470143, -0.030408699, 0.034243915, 0.018652268, 0.037665583, -0.10579696) * go_3(1.0, -1.0);
result += mat4(0.033843916, -0.052055147, -0.0061939596, 0.14933237, -0.021384299, -0.11220086, 0.16817182, 0.07226995, -0.0019460522, 0.037093364, 0.006299001, -0.012791559, 0.07793023, 0.016396904, -0.17646463, 0.03107925) * go_3(1.0, 0.0);
result += mat4(-0.079229996, -0.08031799, 0.074023575, 0.094321184, 0.107194535, 0.002679795, 0.01696248, 0.022019532, -0.060462113, -0.12410458, 0.09164494, 0.04465332, -0.036993235, -0.04089986, 0.07887512, 0.03705818) * go_3(1.0, 1.0);
result += mat4(0.023879867, 0.029037073, 0.031775165, -0.012534231, -0.061297957, -0.12414688, -0.0061589857, 0.09904923, -0.015112107, 0.0025069374, -0.05153491, -0.06716497, -0.049514554, -0.035703696, 0.04182817, 0.06708679) * go_4(-1.0, -1.0);
result += mat4(-0.02001713, -0.14557798, 0.032613203, 0.20243393, -0.013130612, -0.1395011, 0.03946799, -0.07323916, 0.07356177, 0.046725225, 0.05240954, -0.025315452, -0.06705972, 0.010152784, 0.005582486, -0.010632767) * go_4(-1.0, 0.0);
result += mat4(0.01107158, 0.14361717, -0.01027669, -0.06977661, -0.015506498, -0.08009711, -0.049369916, 0.013256896, 0.09607297, 0.047628637, -0.004883173, -0.030504778, -0.021422993, 0.06514191, -0.057140954, -0.019981224) * go_4(-1.0, 1.0);
result += mat4(0.047159072, 0.034381762, 0.14981769, -0.043645702, -0.124827474, 0.012525535, -0.0054960474, 0.1405509, 0.074576266, -0.021097016, 0.018321652, -0.056906573, 0.06499063, -0.0019109225, 0.08374337, -0.010492324) * go_4(0.0, -1.0);
result += mat4(0.08373692, 0.15187778, -0.27014562, -0.17400904, -0.049838763, -0.22245635, 0.00080737704, 0.024572477, -0.36345053, 0.02694741, 0.057404008, 0.18956926, 0.26063764, 0.0007533811, -0.04845999, -0.10193579) * go_4(0.0, 0.0);
result += mat4(-0.15060706, -0.17832954, 0.22891277, 0.082172275, 0.25026387, 0.10119867, -0.023256555, -0.025888028, -0.009437122, -0.063439816, 0.15555051, -0.050157774, 0.094762266, 0.03019711, -0.11379254, 0.018478116) * go_4(0.0, 1.0);
result += mat4(-0.12000546, -0.022537604, 0.07280972, 0.16499762, 0.008056701, 0.066467926, -0.06497226, -0.15862136, 0.058946434, -0.0063008643, 0.041846216, -0.061596587, -0.13342406, -0.112567835, 0.06944396, 0.056088146) * go_4(1.0, -1.0);
result += mat4(-0.030962473, -0.18805887, 0.2126654, -0.0027007672, -0.00648651, 0.079722315, -0.1538599, -0.07296181, -0.036658805, -0.09059722, 0.05471986, 0.08511789, 0.0007401954, 0.16351995, 0.05114691, -0.14328448) * go_4(1.0, 0.0);
result += mat4(0.04927504, 0.041177347, -0.02346726, 0.024012934, -0.317856, -0.2841823, 0.19005524, 0.15457007, 0.087196484, 0.08966383, -0.13495699, -0.022624519, -0.062964186, -0.026302189, -0.030058028, 0.05569484) * go_4(1.0, 1.0);
result += mat4(-0.21256535, -0.1256674, 0.04386876, 0.02686491, 0.07546727, 0.07505862, 0.020523047, -0.0647109, -0.0045183306, -0.06722965, -0.10788707, 0.045738406, -0.07110149, 0.08297262, -0.0027526245, -0.11636714) * go_5(-1.0, -1.0);
result += mat4(-0.104496345, -0.07810094, 0.013820034, 0.047616083, 0.061721217, -0.05070667, -0.0873486, 0.08213846, 0.005749702, 0.019383933, 0.008758534, -0.041487392, -0.04724564, -0.09108384, -0.11880328, 0.009947664) * go_5(-1.0, 0.0);
result += mat4(0.030759938, -0.032979824, -0.047346096, -0.013302729, -0.14408723, 0.042521305, -0.010729574, -0.053680096, 0.068864316, -0.017572708, -0.10045359, 0.0049988613, -0.0895897, 0.091285735, -0.18951705, -0.09892183) * go_5(-1.0, 1.0);
result += mat4(0.038478836, -0.081761025, -0.08195131, 0.12914582, -0.12002848, -0.110520326, -0.09566576, 0.018972868, 0.040712226, -0.05793596, -0.0919947, 0.0019073535, -0.049140133, -0.028056612, -0.08551121, 0.012700745) * go_5(0.0, -1.0);
result += mat4(0.17331201, 0.13677491, -0.04997954, 0.09988764, -0.089485645, -0.04612224, 0.13600495, -0.13690437, -0.102481514, -0.14464565, 0.12109368, 0.23495875, -0.06111496, -0.10306756, 0.034698345, 0.15709037) * go_5(0.0, 0.0);
result += mat4(-0.012643798, 0.063074, -0.058778394, -0.056396093, -0.05438093, -0.015130332, 0.03852182, 0.11763278, 0.035115402, -0.05682689, -0.12658226, -0.04988596, 0.048134044, -0.19865042, 0.109279566, 0.10423599) * go_5(0.0, 1.0);
result += mat4(0.10583719, 0.0113163935, -0.0031981077, -0.028149163, 0.045971226, 0.036225725, -0.06085606, 0.043069858, -0.08121652, -0.23354004, 0.13699675, -0.060893144, 0.05221622, 0.11881476, -0.0659965, -0.14909789) * go_5(1.0, -1.0);
result += mat4(0.040611804, -0.10602289, -0.03361772, -0.04883893, -0.028734764, 0.05173029, 0.036734596, 0.19996317, -0.0009807746, -0.0415771, 0.008758702, 0.034872107, 0.0172699, 0.08084259, -0.06105373, 0.04255928) * go_5(1.0, 0.0);
result += mat4(0.015299113, 0.051659316, -0.046948556, -0.003954264, -0.005800563, 0.021443516, 0.0071085985, 0.0038653556, -0.012855212, 0.13058828, -0.07044971, -0.12981774, -0.065569706, -0.098080546, 0.060221337, -0.02267232) * go_5(1.0, 1.0);
result += mat4(0.021925988, 0.0033903953, -0.038551815, 0.022253161, -0.08025514, 0.010705209, 0.01990159, -0.010836922, -0.100784704, -0.020371707, -0.003533104, -0.014453031, -0.09296767, 0.114152946, -0.09816377, -0.05605566) * go_6(-1.0, -1.0);
result += mat4(0.024052007, 0.0076485197, -0.014629995, 0.06683915, 0.07951316, 0.021709364, -0.037089862, -0.020869136, -0.11817369, 0.03075232, -0.03773024, -0.07258729, 0.10942977, -0.013703647, -0.0042897686, -0.04358183) * go_6(-1.0, 0.0);
result += mat4(-0.0046099517, -0.05240763, -0.015601794, 0.010184972, 0.01799307, -0.039324455, 0.05117223, -0.036190648, -0.09316509, 0.004145605, 0.11233925, -0.023034701, -0.09088562, 0.06628762, -0.01225783, -0.0012409297) * go_6(-1.0, 1.0);
result += mat4(0.032804858, -0.17500286, 0.00961667, -0.017876368, 0.028494174, 0.069435544, -0.015773311, 0.023463074, 0.0015966955, 0.13775815, 0.020481227, -0.025414297, 0.14772649, 0.12043967, -0.0628352, -0.104317315) * go_6(0.0, -1.0);
result += mat4(0.10589171, 0.010616621, -0.0555519, -0.0795588, -0.02541814, -0.061566357, -0.06662627, 0.1196147, 0.15489292, 0.034945585, -0.16369933, 0.021373538, -0.2541264, -0.44340774, 0.47674945, 0.171201) * go_6(0.0, 0.0);
result += mat4(0.028510967, 0.014371279, -0.103142746, -0.010580394, 0.0010098416, 0.0076248804, -0.07597531, -0.022805681, -0.05487249, -0.05104925, 0.05199367, 0.13347325, -0.08393004, -0.0701232, -0.08901793, -0.042123932) * go_6(0.0, 1.0);
result += mat4(-0.026462447, -0.10791574, 0.05057912, 0.036235824, -0.011467163, 0.019233258, -0.025482355, -0.15424, -0.057926964, 0.10093948, -0.01392631, -0.040162254, -0.059321795, -0.05425772, -0.05438917, -0.033259034) * go_6(1.0, -1.0);
result += mat4(0.0011889589, -0.023323996, -0.0613446, -0.115895376, 0.050403714, -0.02889743, -0.059284817, -0.07242897, -0.0028701979, 0.04654718, -0.06953315, -0.03487799, -0.05999425, 0.09813447, -0.10942578, -0.13293572) * go_6(1.0, 0.0);
result += mat4(-0.10951783, -0.082228996, 0.09871249, 0.097529456, 0.08310757, 0.03422834, 0.047492176, -0.06874066, -0.0759589, -0.0033077076, -0.0024196375, 0.023463583, -0.014742949, -0.034303434, 0.04273789, -0.0164727) * go_6(1.0, 1.0);
result += mat4(-0.08497372, 0.019795286, -0.015950322, -0.057297662, -0.0223747, -0.009376575, 0.043156173, -0.01271999, -0.07724598, -0.0540987, 0.1987636, 0.076389305, -0.094129756, -0.042982556, 0.07314102, -0.013628902) * go_7(-1.0, -1.0);
result += mat4(0.03750869, 0.07698087, -0.117014386, -0.05225745, 0.11294297, -0.031999957, 0.03704065, -0.021167262, -0.0862934, -0.06753798, 0.19105913, 0.10699714, 0.04170076, 0.072142765, -0.10197827, -0.1055865) * go_7(-1.0, 0.0);
result += mat4(-0.013107477, 0.09128649, -0.05787237, -0.049287997, -0.07878871, 0.019254869, -0.07480948, 0.07593456, 0.057818025, 0.05763952, -0.031697746, 0.0056809774, -0.01645009, -0.10795878, 0.0865629, -0.030644817) * go_7(-1.0, 1.0);
result += mat4(0.115899526, 0.055816144, -0.016174385, -0.02820764, -0.05774452, 0.01875526, -0.11483548, -0.027121585, -0.0046210997, -0.0051070275, 0.23290497, 0.19008842, 0.010742899, 0.04031036, 0.07566202, 0.11333676) * go_7(0.0, -1.0);
result += mat4(-0.12043958, -0.28603542, 0.06397322, 0.13864613, 0.21166763, 0.14297609, -0.18247512, -0.1454749, -0.11123017, 0.1410923, -0.11315098, -0.17875485, -0.043366186, 0.07890019, 0.03153579, -0.03690313) * go_7(0.0, 0.0);
result += mat4(0.066808365, 0.102260545, -0.1077725, -0.07374767, 0.04282324, -0.02484866, -0.09705394, 0.047179155, 0.03058672, -0.11111413, -0.080625035, 0.024875682, -0.043648057, 0.04860828, 0.05114606, 0.08051415) * go_7(0.0, 1.0);
result += mat4(-0.0186498, -0.050304867, 0.0034133345, -0.10127962, -0.037291683, -0.090286255, 0.081160225, 0.016121808, 0.07449416, 0.09616372, -0.11090895, -0.15756927, 0.05957192, 0.0053342422, -0.05972524, 0.07521942) * go_7(1.0, -1.0);
result += mat4(-0.03800213, 0.05256445, -0.022509284, 0.008419448, -0.08595732, 0.0037854793, -0.050306506, -0.057507675, -0.19598673, -0.063246034, -0.15284, 0.13269582, -0.025323318, 0.016622456, 0.021527806, -0.1195862) * go_7(1.0, 0.0);
result += mat4(0.008493042, 0.056067012, -0.031050796, -0.06514964, -0.06500391, -0.02649145, 0.08311761, 0.0028549077, 0.0029055455, -0.08504145, 0.19540878, 0.14506, 0.100824416, -0.025171654, -0.018510107, -0.06984087) * go_7(1.0, 1.0);
result += vec4(0.02732881, 0.021604052, -0.03920548, 0.013156768);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32
//!HOOK MAIN
//!BIND conv0ups
//!BIND conv0ups1
//!BIND conv0ups2
//!BIND conv0ups3
//!SAVE conv1ups2
//!WIDTH conv0ups.w 4 *
//!HEIGHT conv0ups.h 4 *
//!COMPONENTS 4
//!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((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0))
vec4 hook() {
vec4 result = mat4(-0.0338484, 0.065554306, 0.022499017, -0.07193342, 0.009319206, -0.019622665, -0.0022854384, 0.06722955, -0.037171688, 0.21049353, -0.12840205, 0.004924503, -0.025024865, 0.25844762, -0.16657548, 0.019917585) * go_0(-1.0, -1.0);
result += mat4(-0.0024739709, 0.05143312, -0.07328386, 0.04066767, 0.030474328, -0.012129753, 0.018400962, 0.029891983, 0.05170059, 0.10843976, 0.03255985, 0.032410163, -0.07313554, 0.035621487, -0.09497017, -0.04373978) * go_0(-1.0, 0.0);
result += mat4(-0.033401582, -0.040989492, 0.020176526, -0.02860895, 0.048755184, -0.11871396, -0.06562844, -0.012969062, -0.113225095, 0.20629893, -0.008754771, -0.08881375, -0.0021345627, -0.1245763, -0.079098016, -0.05463282) * go_0(-1.0, 1.0);
result += mat4(0.1397842, 0.025592009, 0.08919784, -0.0018412827, -0.09593857, -0.044012453, 0.05244065, 0.0018048901, 0.03681817, -0.05537194, 0.11957837, 0.08423482, -0.032438703, 0.013607357, 0.007749519, 0.03162995) * go_0(0.0, -1.0);
result += mat4(0.10553414, -0.049609825, 0.10316826, -0.0030610282, 0.018270468, -0.061325338, -0.114640795, 0.07834803, -0.19039996, -0.06895166, -0.28123093, -0.1568968, 0.00084810314, 0.12037387, 0.18976732, -0.012560539) * go_0(0.0, 0.0);
result += mat4(-0.029349862, -0.039899964, -0.028504632, -0.028814254, 0.019151794, 0.010422004, 0.07810853, -0.013528557, -0.023518454, -0.068328835, 0.07349284, 0.0042851837, 0.32870826, -0.26289937, 0.072471805, -0.006485071) * go_0(0.0, 1.0);
result += mat4(-0.114259824, -0.038230922, -0.0142895905, 0.02450442, -0.07750744, -0.017409299, 0.025817273, -0.08860796, 0.187305, 0.088102676, 0.045698132, -0.03222616, -0.05683522, -0.18788742, -0.09507957, 0.022035798) * go_0(1.0, -1.0);
result += mat4(0.11263524, 0.06584172, -0.02255806, -0.020872615, -0.15806857, 0.018830763, -0.14352055, 0.11724111, 0.045604244, 0.07796575, 0.027300917, 0.0031999366, -0.04194185, 0.14252312, 0.078917086, 0.036697272) * go_0(1.0, 0.0);
result += mat4(-0.052083753, 0.09808133, -0.009411908, 0.11982238, -0.040272884, 0.04083718, 0.038824633, -0.17214175, 0.11966622, -0.054194614, 0.036954165, 0.013423128, 0.0063084476, -0.12937415, -0.019893749, 0.034319002) * go_0(1.0, 1.0);
result += mat4(0.035393953, 0.14025599, 0.00991204, 0.0072391164, 0.05766178, -0.049370795, -0.12962799, 0.020646155, 0.042220477, 0.029985424, 0.057119016, 0.040771853, -6.174299e-05, 0.09748859, -0.03377361, 0.002246882) * go_1(-1.0, -1.0);
result += mat4(-0.21506493, -0.09882148, 0.055594433, -0.06410465, 0.015674507, 0.08875788, -0.0006478795, -0.04977159, 0.22082454, -0.23415801, -0.08875935, 0.018581826, -0.038377263, 0.10177655, 0.083047464, -0.032258555) * go_1(-1.0, 0.0);
result += mat4(-0.0064842016, 0.0696411, -0.039478038, 0.04577863, 0.09780145, 0.028456237, -0.027617568, 0.04454641, 0.052396413, -0.018456027, 0.006240904, 0.07230352, -0.064150326, -0.03366613, -0.07332717, 0.053449873) * go_1(-1.0, 1.0);
result += mat4(0.023726959, -0.01828639, -0.007445437, 0.04195106, 0.008480755, 0.09939679, 0.0056850864, -0.031904347, -0.1588084, 0.08464271, 0.056286097, 0.06798317, -0.116808765, 0.030872507, 0.13454725, -0.07143643) * go_1(0.0, -1.0);
result += mat4(-0.01810022, -0.09620326, -0.07751335, -0.22906737, -0.1846048, 0.082176685, 0.012124299, -0.12939751, -0.27217293, 0.33110878, 0.084210694, 0.14638188, 0.1365236, -0.15294541, -0.0886321, 0.104566276) * go_1(0.0, 0.0);
result += mat4(0.012840808, 0.0013052316, -0.032042626, 0.081946686, -0.047170527, 0.034932077, 0.03316669, -0.051371098, 0.124509424, -0.018540544, -0.0003837269, 0.022210114, 0.055204254, -0.013787497, -0.014764483, -0.15336047) * go_1(0.0, 1.0);
result += mat4(0.012599393, 0.17533247, 0.022991834, -0.03211304, -0.020345578, 0.113983504, 0.014632539, -0.05887958, -0.15806466, -0.09464611, -0.04534859, -0.12347738, -0.1520882, 0.011230014, 0.004455861, -0.14973375) * go_1(1.0, -1.0);
result += mat4(-0.065917194, -0.035512056, 0.031102693, 0.060933307, -0.02593658, -0.109777324, -0.032401618, 0.13028993, -0.020557994, -0.117559545, 0.08317679, -0.23354602, -0.01592865, 0.15928279, 0.08244633, 0.1479819) * go_1(1.0, 0.0);
result += mat4(-0.010819472, 0.075779155, -0.019519886, 0.102649584, 0.014980766, 0.019251958, -0.011685782, -0.034067437, 0.031849053, -0.0682728, 0.01790959, 0.037713315, -0.08211083, -0.19022603, -0.11798944, -0.016174912) * go_1(1.0, 1.0);
result += mat4(0.08153453, -0.033585638, -0.05805481, 0.08109556, -0.09689133, -0.13055512, 0.0020046325, -0.0029349518, -0.059510633, 0.15292683, -0.028793702, 0.10537188, -0.11035281, -0.033447333, -0.05262533, 0.009009325) * go_2(-1.0, -1.0);
result += mat4(0.086087056, -0.14889634, 0.042120934, -0.06588642, 0.1940191, 0.012082308, 0.08089485, -0.041559532, -0.03492583, 0.1454766, 0.15322363, -0.056349102, -0.008337302, -0.11122289, 0.08725018, -0.041136846) * go_2(-1.0, 0.0);
result += mat4(-0.07462607, -0.1379561, 0.111250386, 0.00933672, -0.075622365, 0.09021725, -0.020666929, 0.08124079, 0.017696096, 0.0752183, -0.14648217, 0.03699762, 0.05343026, 0.041577548, 0.04425649, 0.038728572) * go_2(-1.0, 1.0);
result += mat4(-0.28092107, 0.014610808, 0.031096937, -0.047036063, 0.07267492, 0.10750966, 0.037799418, 0.0427444, 0.065877795, -0.1897678, -0.10701984, 0.056794036, 0.09691212, -0.079896726, -0.16408308, -0.06213223) * go_2(0.0, -1.0);
result += mat4(0.102322266, -0.042147823, -0.005965635, 0.115143105, 0.032525055, 0.11558508, 0.039382882, 0.013844102, -0.30971003, -0.1787396, 0.17922688, 0.109392576, -0.20874697, 0.3574331, 0.09885736, 0.0124685895) * go_2(0.0, 0.0);
result += mat4(-0.07606679, 0.044524554, -0.204831, 0.018925387, 0.043661278, -0.09994074, -0.047482055, -0.076295644, -0.13582784, 0.021150025, 0.07623231, -0.2527894, -0.044508826, -0.1361137, -0.052458636, 0.0060945638) * go_2(0.0, 1.0);
result += mat4(-0.24358742, -0.19750693, -0.03287655, -0.09131948, -0.14900212, 0.094384186, -0.06253741, -0.07731997, -0.019795047, 0.18039484, 0.022465153, 0.08112141, -0.07019665, -0.11493766, 0.031531274, 0.13177846) * go_2(1.0, -1.0);
result += mat4(-0.0028166103, 0.026403846, 0.07810358, 0.075667195, 0.054464176, 0.11381084, -0.030715328, 0.047939852, -0.07111295, -0.06292313, -0.013460788, 0.11503772, 0.02669688, -0.021964677, 0.07739555, -0.0881556) * go_2(1.0, 0.0);
result += mat4(0.054037657, 0.066638805, 0.018380845, -0.16307901, -0.033807877, 0.040921956, 0.054057736, -0.008528517, 0.06167168, -0.013450273, -0.060173254, 0.09289553, -0.014110446, 0.024162242, 0.0072062127, 0.0926438) * go_2(1.0, 1.0);
result += mat4(-0.11985171, 0.2359919, 0.0144552775, 0.029399775, -0.03222405, 0.07396268, 0.062363308, 0.044030357, -0.06955766, 0.059913747, -0.022207176, -0.10455009, -0.060708135, -0.06720781, 0.16230921, -0.030470075) * go_3(-1.0, -1.0);
result += mat4(0.07268368, -0.037689302, -0.0006378789, 0.051688604, -0.019494677, -0.017889218, 0.05410681, -0.040959217, -0.06665803, -0.052186687, -0.011745927, 0.065545335, 0.022045728, -0.20375493, -0.21016856, -0.06762163) * go_3(-1.0, 0.0);
result += mat4(-0.040465668, 0.083778955, 0.013434762, 0.038755294, -0.03848534, 0.17731902, -0.14471298, 0.05322156, 0.03127178, -0.08950242, 0.030044436, 0.01130042, -0.095673226, -0.04327992, 0.17350353, -0.007612962) * go_3(-1.0, 1.0);
result += mat4(0.04460292, -0.0031078972, 0.09711241, -0.06866971, -0.09262918, -0.084769346, 0.044754326, -0.10665114, 0.031228391, 0.0043790033, 0.03309391, 0.012486857, 0.23425025, 0.18271132, 0.1578141, -0.010678736) * go_3(0.0, -1.0);
result += mat4(-0.23845, 0.0423187, -0.12128633, -0.05818152, 0.13192599, -0.17009136, 0.04724319, 0.16300885, -0.060048696, -0.12740998, -0.05801625, 0.09705509, -0.054194454, -0.045284186, -0.1337804, -0.10992719) * go_3(0.0, 0.0);
result += mat4(0.1269832, -0.00020299156, 0.009369462, -0.037925567, 0.06473351, -0.053221237, -0.023879515, -0.007609877, 0.03754909, -0.048159488, -0.0023679247, -0.09056524, 0.16713028, 0.031278312, 0.056081764, -0.01342129) * go_3(0.0, 1.0);
result += mat4(-0.006760647, -0.09083782, 0.04076341, 0.094751135, -0.11061844, 0.11762189, -0.029435495, -0.035688248, 0.01733549, 0.006295947, 0.07678848, 0.011829498, 0.13984568, 0.094927594, -0.016725674, 0.08158711) * go_3(1.0, -1.0);
result += mat4(-0.1407642, -0.007187024, 0.018776545, -0.020115253, -0.12947425, 0.015566826, -0.06499993, 0.08037844, -0.017578483, -0.16355678, -0.028960422, 0.05753649, 0.031915013, 0.011823553, 0.1314363, 0.06283287) * go_3(1.0, 0.0);
result += mat4(-0.13424446, 0.03710137, -0.001757102, 0.03187992, 0.009409756, 0.047699206, -0.047759157, -0.010402033, -0.023234572, 0.17230392, 0.05499921, -0.10467258, -0.072978646, -0.11991742, -0.04271921, 0.16269293) * go_3(1.0, 1.0);
result += mat4(-0.0068589947, -0.26210552, -0.028049361, 0.0508914, -0.06342279, -0.017710757, -0.10827407, -0.04158776, 0.010000253, 0.13532205, -0.029077342, -0.008479235, -0.017489685, 0.014850057, 0.10131407, -0.106664196) * go_4(-1.0, -1.0);
result += mat4(-0.05549442, 0.09201339, -0.02593227, 0.012624096, -0.13465008, 0.16814372, 0.041814398, -0.04289135, -0.008671042, -0.20095816, 0.020371959, 0.008665319, -0.011442868, -0.1494836, -0.010815872, 0.0009426651) * go_4(-1.0, 0.0);
result += mat4(-0.047082372, 0.11580641, 0.03437082, -0.0026988252, -0.090915054, 0.08479583, -0.027014773, 0.054158032, 0.08011723, 0.12726231, 0.094610505, -0.04432765, -0.043526918, 0.08176591, 0.023957808, 0.039001796) * go_4(-1.0, 1.0);
result += mat4(-0.037610386, -0.1495413, -0.027353996, -0.032410443, 0.022113096, 0.019668896, 0.025676545, 0.08550669, -0.007179362, 0.111334786, 0.08080671, -0.05753153, 0.031270105, -0.1425512, -0.09165007, 0.01756688) * go_4(0.0, -1.0);
result += mat4(0.22160032, 0.13278869, 0.04946508, -0.061732106, -0.19966283, 0.19398785, -0.061616797, -0.1682507, -0.062497444, -0.020768918, -0.06906264, 0.043145705, 0.06686389, 0.049333394, 0.06813221, 0.012300859) * go_4(0.0, 0.0);
result += mat4(-0.18407853, 0.097527325, -0.08464557, 0.007581164, -0.12695311, 0.14365268, 0.06944541, -0.028422976, -0.08575999, -0.039222028, -0.1065246, 0.09277164, 0.064852476, -0.010674806, -0.039577603, 0.038126856) * go_4(0.0, 1.0);
result += mat4(-0.18967858, 0.07602103, -0.0452525, -0.005815137, 0.064602256, 0.19784397, -0.06377635, 0.10113932, -0.084867395, 0.09198673, -0.03678686, -0.04831252, 0.021673752, -0.063052855, 0.030094262, 0.008151946) * go_4(1.0, -1.0);
result += mat4(-0.17149659, 0.20685393, -0.037902117, -0.012043228, -0.004601577, 0.07037727, 0.0036602912, -0.13277285, -0.07140659, -0.100629926, -4.176998e-05, 0.0071237916, 0.08050488, -0.0037456674, -0.037059076, 0.022898288) * go_4(1.0, 0.0);
result += mat4(0.08819892, -0.01620132, -0.08606113, -0.046711806, -0.22001751, -0.052349057, -0.042775627, 0.11901976, 0.009456978, 0.13828641, 0.031084664, -0.014549527, -0.07343933, -0.120635025, -0.0549436, -0.091890045) * go_4(1.0, 1.0);
result += mat4(-0.03245801, -0.03380752, -0.19868882, 0.002510671, -0.07583146, 0.14605276, 0.03508497, 0.000112569716, 0.0203838, 0.074883066, 0.048457384, -0.03624031, 0.017366555, -0.025235461, 0.011553053, -0.0044929474) * go_5(-1.0, -1.0);
result += mat4(-0.0077082603, 0.043983724, 0.08835361, 0.030281665, -0.024455173, 0.13851254, 0.036828175, 0.013134612, 0.046743285, -0.10766694, 0.065832436, 0.0038662716, -0.043496363, -0.08309659, -0.08094711, 0.0848714) * go_5(-1.0, 0.0);
result += mat4(0.013103031, -0.12286342, -0.055714123, 0.01786344, 0.049958743, -0.06488927, 0.023186902, -0.0106724445, 0.04120055, -0.11552327, 0.101330966, -0.0006924794, -0.0020777578, 0.21546337, 0.0018756012, -0.08498371) * go_5(-1.0, 1.0);
result += mat4(-0.033325154, -0.08459969, 0.112720825, 0.00675488, 0.0040757647, -0.18720984, -0.031401563, 0.037159648, 0.1575527, -0.041114517, -0.17869847, 0.07061165, -0.04131886, 0.006737727, 0.07336905, -0.0008500361) * go_5(0.0, -1.0);
result += mat4(-0.07215131, 0.21968116, 0.059645798, 0.18761322, -0.07151226, -0.071514666, -0.08546688, -0.19312736, -0.017145814, 0.17245525, -0.1206946, -0.15861532, 0.013621306, -0.07887318, -0.14993054, -0.11080947) * go_5(0.0, 0.0);
result += mat4(0.017518861, 0.030952519, 0.016827656, -0.03837562, 0.07341383, -0.048610494, 0.050820123, 0.031829312, -0.10208572, 0.017096514, 0.011909018, 0.17583928, -0.1004084, 0.08367472, 0.087540604, 0.14205597) * go_5(0.0, 1.0);
result += mat4(0.061692897, -0.06249078, -0.07515134, 0.041771267, -0.02176024, -0.021748755, 0.048541967, 0.0799106, 0.004964116, -0.009022794, -0.090804085, 0.039782178, 0.14221238, 0.13084048, -0.02012579, 0.053085294) * go_5(1.0, -1.0);
result += mat4(0.073503084, 0.12030335, 0.016867403, -0.100202195, 0.08033366, 0.11290384, -0.024811089, 0.14120121, -0.029295236, 0.011535982, -0.009586436, 0.023111636, 0.11733249, -0.05684811, -0.021229435, -0.014981166) * go_5(1.0, 0.0);
result += mat4(-0.0028471397, -0.15393218, -0.03991392, -0.046677485, -0.034202207, 0.07922862, 0.024672583, -0.018478299, 0.10676781, 0.19975203, 0.09829708, 0.030875562, -0.08323281, 0.1287575, 0.007982256, 0.012422479) * go_5(1.0, 1.0);
result += mat4(0.00792915, 0.11354015, 0.017034046, -0.033009302, 0.07262295, 0.014038035, 0.027686022, -0.05569358, 0.04937052, -0.011838218, -0.017620115, -0.023960475, 0.089869, 0.12609829, -0.14517121, -0.009979609) * go_6(-1.0, -1.0);
result += mat4(0.019373287, 0.0037227296, 0.06739467, 0.0411633, -0.079600014, -0.20017749, -0.02489001, 0.038435437, -0.0169052, -0.076866195, -0.12707292, -0.013147386, 0.08209406, 0.06460137, 0.0038622238, 0.023936275) * go_6(-1.0, 0.0);
result += mat4(-0.026064714, 0.14228158, 0.02997548, 0.017698815, -0.05878976, -0.025017649, 0.04031136, -0.06725938, 0.07552142, -0.03974361, -0.045101356, -0.05215901, -0.08304946, -0.012352627, -0.005432024, -0.07347573) * go_6(-1.0, 1.0);
result += mat4(0.08631798, 0.0059085204, -0.000113723494, 0.0136576705, 0.04475684, -0.08430876, 0.1027275, -0.007361284, 0.041882366, 0.15399557, 0.04095392, 0.026290612, -0.0145415, -0.060129408, 0.008640187, 0.017547447) * go_6(0.0, -1.0);
result += mat4(-0.07755721, -0.023862703, -0.12206824, -0.07903689, 0.020078411, -0.18405053, -0.23792996, 0.082826346, -0.0028775565, 0.22255163, -0.0033731712, -0.070980065, -0.31968543, 0.19510844, -0.050848253, -0.030311922) * go_6(0.0, 0.0);
result += mat4(0.07346858, 0.051935203, -0.026379986, -0.024370745, 0.024842456, -0.061906833, 0.0648532, 0.07545226, -0.17644612, 0.13334613, -0.0035676474, 0.08756031, -0.0045107, 0.029391827, 0.09687544, -0.039636135) * go_6(0.0, 1.0);
result += mat4(0.13012199, 0.11310699, 0.0153783355, 0.14073592, 0.1159848, 0.0032372207, 0.013842089, 0.11203719, 0.052464556, -0.038527843, 0.06364611, -0.0014865476, 0.17000985, -0.002907841, 0.002437505, -0.13002418) * go_6(1.0, -1.0);
result += mat4(-0.055245295, 0.04185124, 0.00037150137, -0.09770801, -0.05064562, -0.10450231, 0.12021894, -0.09199362, 0.07554563, -0.039503135, -0.033728927, -0.07260611, 0.0153599335, -0.08457373, -0.028576847, 0.042632796) * go_6(1.0, 0.0);
result += mat4(-0.044485796, 0.037724104, 0.041926168, 0.006704794, -0.07147152, 0.013727192, 0.011708799, -0.04588657, 0.066578485, -0.10720429, -0.0730237, 0.04708655, 0.052229885, -0.044047564, 0.07113318, -0.030633615) * go_6(1.0, 1.0);
result += mat4(0.07849379, -0.04046586, -0.07431907, -0.03731069, 0.0049431417, -0.0903937, 0.024687393, -0.017909456, 0.06637542, -0.16175899, -0.02460091, 0.05987552, 0.09738359, 0.0064948746, -0.0138260815, 0.049470525) * go_7(-1.0, -1.0);
result += mat4(-0.032993518, -0.018154949, 0.058810174, -0.016374158, 0.042725, 0.21160744, 0.097916126, 0.04984194, 0.01650177, 0.06883078, 0.1381874, -0.08069465, -0.13565733, 0.20012212, -0.022712095, -0.0380238) * go_7(-1.0, 0.0);
result += mat4(0.03148708, 0.0965706, -0.025645912, -0.023996383, -0.036854897, 0.054054458, -0.16218668, -0.00390272, -0.096665986, 0.07244674, -0.096268326, 0.12596634, -0.0054489775, 0.018738326, -0.051350895, -0.1423746) * go_7(-1.0, 1.0);
result += mat4(0.0489154, 0.034897592, 0.026298728, 0.1030706, 0.021691274, -0.13979298, -0.10044236, 0.09618537, -0.3756147, 0.19392237, 0.043701947, 0.0372157, -0.19100708, 0.03706645, -0.052757483, 0.011999661) * go_7(0.0, -1.0);
result += mat4(-0.26170048, 0.00018108879, -0.21298628, -0.03632615, 0.20709798, 0.06626491, -0.09643573, -0.07262732, 0.08431118, 0.13428009, 0.08195883, -0.013723568, -0.016745638, 0.007309863, 0.09061577, 0.13009012) * go_7(0.0, 0.0);
result += mat4(0.00415379, 0.006674434, 0.11022577, 0.106347226, -0.017565781, 0.047206245, 0.099264786, -0.15451689, 0.16980271, 0.001391259, -0.17169356, 0.028775409, -0.004397513, 0.077122204, 0.010226694, 0.023086183) * go_7(0.0, 1.0);
result += mat4(-0.023648756, 0.15455274, -0.11006288, -0.074025065, 0.0423713, -0.08764005, 0.055211913, 0.04732732, -0.0048447615, 0.3040946, 0.20046064, -0.10624875, -0.10706571, -0.0002826197, -0.06487796, -0.062007286) * go_7(1.0, -1.0);
result += mat4(0.017490221, 0.030333612, -0.0015039118, -0.039954375, -0.016329238, -0.04124172, 0.0694377, -0.029093096, 0.17286836, -0.18490317, -0.2606389, -0.13979673, 0.0012922491, 0.02181941, -0.023836609, -0.05584063) * go_7(1.0, 0.0);
result += mat4(0.099456415, -0.024694387, -0.00025692413, -0.070630156, -0.07398711, -0.008068556, 0.053319667, 0.102825016, -0.16989474, 0.10998221, -0.053715512, 0.27778512, 0.09010463, -0.033159524, -0.06116807, -0.086112395) * go_7(1.0, 1.0);
result += vec4(0.023720283, -0.050228078, 0.017233998, 0.0038643035);
return result;
}
//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-3x3x3x24
//!HOOK MAIN
//!BIND MAIN
//!BIND conv1ups
//!BIND conv1ups1
//!BIND conv1ups2
//!SAVE MAIN
//!WIDTH conv1ups.w
//!HEIGHT conv1ups.h
//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > *
#define go_0(x_off, y_off) (max((conv1ups_texOff(vec2(x_off, y_off))), 0.0))
#define go_1(x_off, y_off) (max((conv1ups1_texOff(vec2(x_off, y_off))), 0.0))
#define go_2(x_off, y_off) (max((conv1ups2_texOff(vec2(x_off, y_off))), 0.0))
#define go_3(x_off, y_off) (max(-(conv1ups_texOff(vec2(x_off, y_off))), 0.0))
#define go_4(x_off, y_off) (max(-(conv1ups1_texOff(vec2(x_off, y_off))), 0.0))
#define go_5(x_off, y_off) (max(-(conv1ups2_texOff(vec2(x_off, y_off))), 0.0))
vec4 hook() {
vec4 result = mat4(0.013777687, 0.008274202, 0.015532511, 0.0, 0.023658138, 0.021084072, 0.023679586, 0.0, -0.012574975, -0.0014938707, 0.00061928877, 0.0, -0.026688136, -0.0131240375, -0.029466102, 0.0) * go_0(-1.0, -1.0);
result += mat4(0.0075748703, 0.037946086, 0.049140524, 0.0, 0.010126231, 0.012523378, 0.0071613602, 0.0, 0.0047583925, -0.0031088165, 0.0036479481, 0.0, -0.009168726, -0.020650811, -0.016528934, 0.0) * go_0(-1.0, 0.0);
result += mat4(-0.008073782, -0.020479651, -0.022079756, 0.0, 0.01524409, 0.013631518, 0.004791737, 0.0, -0.003348518, -0.00012732612, -0.0032449244, 0.0, 0.032580297, 0.029008314, 0.029523863, 0.0) * go_0(-1.0, 1.0);
result += mat4(0.005337033, 0.024427935, 0.029425737, 0.0, 0.002468151, 0.0012733386, -0.0011684209, 0.0, 0.002045998, -0.007824469, -0.0075536054, 0.0, -0.0025498376, 0.00059123064, 0.010667408, 0.0) * go_0(0.0, -1.0);
result += mat4(0.07574702, 0.077039376, 0.07525205, 0.0, -0.018930318, -0.0210399, -0.007369101, 0.0, 0.0050703366, 0.009866225, 0.002731688, 0.0, 0.007364458, -0.012537245, -0.010698353, 0.0) * go_0(0.0, 0.0);
result += mat4(0.005033512, 0.0047755903, 0.015485579, 0.0, -0.0076447823, 0.0020293589, 0.00019690525, 0.0, -0.0046711015, -0.01096428, -0.003273942, 0.0, 0.011243453, 0.0026243145, -0.014977678, 0.0) * go_0(0.0, 1.0);
result += mat4(-0.017157702, -0.012480959, -0.014230813, 0.0, -0.006353115, -0.0144039225, -0.0072659636, 0.0, -0.0063480805, -0.0026584982, -0.0028146124, 0.0, -0.014504389, -0.00762131, -0.006355321, 0.0) * go_0(1.0, -1.0);
result += mat4(-0.010236374, 0.0015838058, -0.002143899, 0.0, -0.010755707, 0.0139974225, 0.01655249, 0.0, 0.00724032, 0.003991714, 0.0058728596, 0.0, 0.001585017, -0.005878744, -0.00640518, 0.0) * go_0(1.0, 0.0);
result += mat4(0.017572062, 0.003026812, 0.000502698, 0.0, 0.009834272, -0.0064451154, -0.0037888729, 0.0, 0.0045153787, -0.0040877387, -0.011132165, 0.0, -0.0068930765, 0.0060301176, 0.015776195, 0.0) * go_0(1.0, 1.0);
result += mat4(0.015143155, 0.022271771, 0.034353774, 0.0, 0.0500171, 0.008916114, -0.045639534, 0.0, 0.00028884446, 0.0017308572, 0.00027971982, 0.0, 0.018710924, 0.013322625, 0.013863731, 0.0) * go_1(-1.0, -1.0);
result += mat4(-0.0098540895, 0.009972838, 0.019292414, 0.0, 0.13954006, 0.029867204, 0.042765502, 0.0, -0.014894827, -0.015658824, -0.012828792, 0.0, -0.011597975, -0.011326242, -0.010546538, 0.0) * go_1(-1.0, 0.0);
result += mat4(0.057973996, 0.045629892, 0.035723437, 0.0, -0.03996296, -0.034121662, -0.021559378, 0.0, 0.0015233392, 0.0056360536, 0.005471655, 0.0, 0.015035284, 0.014042433, 0.004807508, 0.0) * go_1(-1.0, 1.0);
result += mat4(-0.019333394, 0.00010878696, 0.020713285, 0.0, 0.067461416, 0.07469616, 0.021785917, 0.0, 0.009209406, -0.00040594328, 0.004494759, 0.0, -0.014130696, 0.0034270098, 0.009287614, 0.0) * go_1(0.0, -1.0);
result += mat4(-0.1766193, -0.13014358, -0.13271952, 0.0, -0.18652712, -0.1799382, -0.19059698, 0.0, 0.008356371, -0.0005271801, -0.0013760106, 0.0, -0.026972191, -0.0041560223, 0.005715922, 0.0) * go_1(0.0, 0.0);
result += mat4(-0.029307544, -0.022682507, -0.027960105, 0.0, 0.10883932, 0.04878273, 0.091446914, 0.0, 0.0020139932, -0.008916592, -0.016010206, 0.0, -0.017582655, -0.011510589, -0.007895361, 0.0) * go_1(0.0, 1.0);
result += mat4(0.078397095, 0.024916336, -0.0019469182, 0.0, -0.10098231, 0.020777855, 0.018642282, 0.0, -0.02282252, 0.001186239, 0.0019293322, 0.0, 0.040787082, 0.020173319, 0.0023912336, 0.0) * go_1(1.0, -1.0);
result += mat4(0.0013556932, 0.015377351, 0.006556408, 0.0, -0.05026192, 0.065591745, 0.11644179, 0.0, -0.0014394359, -0.0027219045, -0.0041813366, 0.0, -0.011724467, -0.003224058, 0.0052535357, 0.0) * go_1(1.0, 0.0);
result += mat4(0.0043969746, -0.0119146835, -0.003386241, 0.0, 0.0020662902, -0.014350566, 0.008487526, 0.0, 0.01943664, 0.0066225696, 0.0050567226, 0.0, 0.004659311, -0.01749611, -0.015248497, 0.0) * go_1(1.0, 1.0);
result += mat4(-0.1691309, 0.010184013, 0.11859181, 0.0, 0.003958968, 0.008296091, -0.0017165234, 0.0, 0.004227455, 0.0044524195, 0.009051095, 0.0, 0.005324176, -0.008613206, -0.021459484, 0.0) * go_2(-1.0, -1.0);
result += mat4(-0.058296386, 0.07744043, -0.13526013, 0.0, -0.0008796793, -0.007680745, -0.0008189206, 0.0, -0.018601, -0.0026164774, 0.0061028446, 0.0, 0.034066506, 0.015997633, 0.015659299, 0.0) * go_2(-1.0, 0.0);
result += mat4(-0.013752101, 0.062634215, 0.082755044, 0.0, 0.005145167, 0.006077453, 0.008487249, 0.0, 0.07188091, 0.06469806, 0.086508684, 0.0, 0.013405896, 0.012214205, 0.02304606, 0.0) * go_2(-1.0, 1.0);
result += mat4(-0.0905373, 0.1511149, 0.0710771, 0.0, 0.0005157405, -0.0008491397, 0.0013561217, 0.0, 0.028786302, 0.010717526, -0.0022970343, 0.0, 0.062324964, 0.044271976, 0.030260865, 0.0) * go_2(0.0, -1.0);
result += mat4(0.30492926, -0.069422945, -0.16390763, 0.0, -0.0043285103, -0.0072050295, -0.0108781895, 0.0, 0.048721083, -0.0105444575, -0.0027602906, 0.0, 0.09317285, 0.053365745, 0.03376728, 0.0) * go_2(0.0, 0.0);
result += mat4(-0.002269356, -0.09357455, -0.0555731, 0.0, 0.009376811, -0.0018466613, -0.004391423, 0.0, -0.07394368, -0.065170325, -0.08395192, 0.0, 0.03500888, 0.01081305, 0.0066718487, 0.0) * go_2(0.0, 1.0);
result += mat4(0.09021336, -0.16636552, 0.025003932, 0.0, 0.01079389, 0.010327037, 0.0060891113, 0.0, -0.017556215, -0.0056941574, -0.005190358, 0.0, -0.041544978, -0.021641703, -0.005560567, 0.0) * go_2(1.0, -1.0);
result += mat4(-0.06582341, 0.032331508, 0.023025641, 0.0, -0.006888802, -0.007366109, -0.009622778, 0.0, 0.057611454, 0.06791491, 0.03548702, 0.0, 0.029741313, -0.02115072, -0.041671865, 0.0) * go_2(1.0, 0.0);
result += mat4(0.07574974, 0.016732352, 0.01046223, 0.0, -0.015716823, -0.0028920243, 0.0018390373, 0.0, -0.18389195, -0.11441643, -0.1055075, 0.0, -0.0729001, -0.03686565, -0.030215835, 0.0) * go_2(1.0, 1.0);
result += mat4(-0.018894525, -0.004167179, -0.014972926, 0.0, 0.012092344, 0.008401433, 0.026395475, 0.0, -0.11119941, -0.012245911, 0.31127214, 0.0, 0.032960866, 0.06049577, 0.08025499, 0.0) * go_3(-1.0, -1.0);
result += mat4(0.017033277, 0.01354686, 0.024140825, 0.0, -0.066371396, -0.035490133, -0.044400524, 0.0, 0.10403552, -0.27156168, 0.18912019, 0.0, 0.017874612, 0.041612815, 0.052246477, 0.0) * go_3(-1.0, 0.0);
result += mat4(-0.014946708, -0.02429106, -0.030985888, 0.0, -0.03691934, -0.042938504, -0.02929483, 0.0, -0.0012160494, 0.13540258, -0.2758294, 0.0, -0.0603928, -0.07772998, -0.09162849, 0.0) * go_3(-1.0, 1.0);
result += mat4(-0.0004002234, -0.0044219927, -0.002135395, 0.0, 0.010293526, 0.027578928, 0.026176201, 0.0, 0.11936805, 0.023629628, -0.28300223, 0.0, 0.017478058, 0.03140593, 0.0192762, 0.0) * go_3(0.0, -1.0);
result += mat4(0.003015146, 0.004462068, 0.0019783478, 0.0, -0.12165661, -0.14695118, -0.09602592, 0.0, -0.027736675, 0.012857005, 0.03344232, 0.0, 0.023552643, 0.027601821, 0.03182792, 0.0) * go_3(0.0, 0.0);
result += mat4(-0.01145948, -0.015722467, -0.02066646, 0.0, 0.02099096, 0.0214942, 0.013058587, 0.0, -0.043419342, 0.18987817, 0.00077238097, 0.0, -0.012187362, -0.01101818, -0.009512806, 0.0) * go_3(0.0, 1.0);
result += mat4(-0.01003496, -0.000550755, 0.012151708, 0.0, -0.016100012, 0.022148406, -0.009785452, 0.0, 0.012985429, -0.042074054, 0.15150712, 0.0, 0.00041122726, -0.009237617, -0.012009606, 0.0) * go_3(1.0, -1.0);
result += mat4(0.016514922, -0.0015444864, 0.0012712386, 0.0, 0.034776885, 0.010597218, -0.0040258956, 0.0, -0.08650466, 0.12591134, -0.08671136, 0.0, -0.004304329, 0.0016138474, 0.0059207603, 0.0) * go_3(1.0, 0.0);
result += mat4(-0.006018593, 0.007623802, 0.0071857506, 0.0, 0.07065304, 0.073321074, 0.04883848, 0.0, 0.079749525, -0.095305495, -0.036576286, 0.0, 0.0053027375, -0.01600088, -0.020379763, 0.0) * go_3(1.0, 1.0);
result += mat4(0.0014353278, 0.009906914, 0.00056570594, 0.0, -0.021885807, -0.008028124, -0.001742557, 0.0, 0.08700665, 0.095830224, 0.10490807, 0.0, -0.0048933295, -0.07625389, -0.061595775, 0.0) * go_4(-1.0, -1.0);
result += mat4(0.02125275, 0.0009857428, -0.00137735, 0.0, 0.005915497, 0.013772777, 0.004539148, 0.0, -0.035443936, -0.02961302, -0.04131401, 0.0, -0.12169936, -0.14949232, -0.20689055, 0.0) * go_4(-1.0, 0.0);
result += mat4(-0.015341744, -0.0077026743, -0.0043482906, 0.0, -0.007135568, -0.0022823443, 0.007329001, 0.0, -0.038207117, -1.8806717e-05, 0.012055219, 0.0, 0.05211687, 0.025196811, 0.034190442, 0.0) * go_4(-1.0, 1.0);
result += mat4(0.01798635, 0.0043349164, 0.00976957, 0.0, 0.008667596, 0.0094013205, -0.0047210143, 0.0, -0.13027216, -0.27572915, -0.21776466, 0.0, 0.04239217, 0.026833871, 0.0053331805, 0.0) * go_4(0.0, -1.0);
result += mat4(-0.018382292, -0.028467784, -0.02948458, 0.0, 0.01504672, 0.009915386, 0.00028620457, 0.0, 0.01925864, 0.17856085, 0.15902345, 0.0, 0.072817296, 0.01202625, 0.016523099, 0.0) * go_4(0.0, 0.0);
result += mat4(0.014461806, 0.018162472, 0.004939947, 0.0, 0.00433307, -0.0029751821, 0.014063162, 0.0, -0.0105967205, 0.023450457, 0.007284629, 0.0, 0.015260132, 0.058815423, 0.032865442, 0.0) * go_4(0.0, 1.0);
result += mat4(-0.034523435, -0.0019650368, 0.010286419, 0.0, 0.0155394105, -0.012441901, 0.003655187, 0.0, 0.21727616, 0.04665747, 0.064619154, 0.0, -0.0538197, -0.016603155, 0.010483863, 0.0) * go_4(1.0, -1.0);
result += mat4(0.0066596246, 0.012407015, 0.010662054, 0.0, 0.015415189, -0.0072234455, -0.016844045, 0.0, -0.018253447, -0.04539969, -0.022777706, 0.0, 0.014921062, 0.01025331, 0.00094767904, 0.0) * go_4(1.0, 0.0);
result += mat4(0.007963999, 0.024802163, 0.0329328, 0.0, -0.028856168, -0.0024038341, -0.008221548, 0.0, -0.050274983, -0.019204216, -0.014420987, 0.0, -0.0041100523, 0.02075305, 0.019369813, 0.0) * go_4(1.0, 1.0);
result += mat4(0.012030763, -0.013472043, -0.0071379403, 0.0, 0.044592608, 0.059628505, 0.0329532, 0.0, -0.0048840884, -0.009070825, -0.004406241, 0.0, -0.015029522, -0.03341599, -0.014973638, 0.0) * go_5(-1.0, -1.0);
result += mat4(0.0030182474, 0.012553184, -0.00084614486, 0.0, -0.19833973, -0.18672052, -0.1924494, 0.0, -0.008076828, -0.005522177, 0.0037198463, 0.0, -0.021098163, -0.010991954, -0.007342273, 0.0) * go_5(-1.0, 0.0);
result += mat4(-0.008302836, -0.014168788, -0.0098180575, 0.0, -0.072220005, -0.08414496, -0.05447282, 0.0, -0.0056090043, -0.00043765904, -0.004061556, 0.0, 0.02473498, 0.00803538, -0.002803184, 0.0) * go_5(-1.0, 1.0);
result += mat4(-0.001754513, -0.00034364086, 0.0016426432, 0.0, -0.14016317, -0.13971362, -0.13603266, 0.0, -0.013788346, 0.0017337386, -0.001026224, 0.0, -0.009110686, -0.006945973, 0.0063988715, 0.0) * go_5(0.0, -1.0);
result += mat4(0.0129916025, 0.025389163, 0.026781, 0.0, 0.39451644, 0.37229872, 0.35705563, 0.0, -0.0039658905, 0.0058225365, 0.0032569862, 0.0, -0.016056878, 0.0051228474, 0.008477073, 0.0) * go_5(0.0, 0.0);
result += mat4(-0.0077641252, 0.010979285, 0.016919322, 0.0, 0.06312053, 0.10244354, 0.09649355, 0.0, -0.0041987957, -0.0001676132, 0.01052944, 0.0, -0.035134792, -0.011132374, -0.008417525, 0.0) * go_5(0.0, 1.0);
result += mat4(-0.0019415376, -0.0018293947, -0.008222967, 0.0, -0.117868416, -0.12365001, -0.13046348, 0.0, 0.02347851, 0.004496424, 0.008431801, 0.0, 0.037196416, 0.020106586, 0.0046503455, 0.0) * go_5(1.0, -1.0);
result += mat4(-0.0072726808, -0.0011071735, 0.0008595847, 0.0, 0.03922388, 0.06798667, 0.067601055, 0.0, 0.008911351, 0.013739831, 0.011149478, 0.0, -0.03467258, -0.006161695, 0.008909844, 0.0) * go_5(1.0, 0.0);
result += mat4(0.003808606, -0.0035716828, -0.007037296, 0.0, -0.08564177, -0.11466893, -0.11467038, 0.0, -0.0020677918, 0.005138272, -0.0023557285, 0.0, 0.038220942, -0.00028315434, -0.005084889, 0.0) * go_5(1.0, 1.0);
result += vec4(0.0013754794, 0.0020187886, 0.001720279, 0.0);
return result + MAIN_tex(MAIN_pos);
}
| GLSL | 4 | dvdvideo1234/Anime4K | glsl/Upscale/Anime4K_Upscale_GAN_x4_UL.glsl | [
"MIT"
] |
scriptname SKI_ActiveEffectsWidget extends SKI_WidgetBase
; SCRIPT VERSION ----------------------------------------------------------------------------------
;
; History
;
; 1: - Initial version
;
; 2: - Updated hudModes
;
; 3: - Added MinimumTimeLeft
int function GetVersion()
return 3
endFunction
; PRIVATE VARIABLES -------------------------------------------------------------------------------
; -- Version 1 --
; Make sure defaults match those in ConfigMenuInstance
bool _enabled = false
float _effectSize = 48.0
int _groupEffectCount = 8
string _orientation = "vertical"
; -- Version 3 --
int _minimumTimeLeft = 180
; PROPERTIES --------------------------------------------------------------------------------------
bool Property Enabled
{Whether the active effects are displayed or not}
bool function get()
return _enabled
endFunction
function set(bool a_val)
_enabled = a_val
if (Ready)
UI.InvokeBool(HUD_MENU, WidgetRoot + ".setEnabled", _enabled)
endIf
endFunction
endProperty
float property EffectSize
{Size of each effect icon in pixels at a resolution of 1280x720}
float function get()
return _effectSize
endFunction
function set(float a_val)
_effectSize = a_val
if (Ready)
UI.InvokeFloat(HUD_MENU, WidgetRoot + ".setEffectSize", _effectSize)
endIf
endFunction
endProperty
int property GroupEffectCount
{Maximum number of widgets displayed until a new group (column, or row) is created}
int function get()
return _groupEffectCount
endFunction
function set(int a_val)
_groupEffectCount = a_val
if (Ready)
UI.InvokeInt(HUD_MENU, WidgetRoot + ".setGroupEffectCount", _groupEffectCount)
endIf
endFunction
endProperty
string property Orientation
{The axis in which new effects will be added to after the total number of effects > GroupEffectCount}
string function get()
return _orientation
endFunction
function set(string a_val)
_orientation = a_val
if (Ready)
UI.InvokeString(HUD_MENU, WidgetRoot + ".setOrientation", _orientation)
endIf
endFunction
endProperty
int property MinimumTimeLeft
{The minimum time left for an effect to be displayed}
int function get()
return _minimumTimeLeft
endFunction
function set(int a_val)
_minimumTimeLeft = a_val
if (Ready)
UI.InvokeInt(HUD_MENU, WidgetRoot + ".setMinTimeLeft", _minimumTimeLeft)
endIf
endFunction
endProperty
; INITIALIZATION ----------------------------------------------------------------------------------
; @implements SKI_QuestBase
event OnVersionUpdate(int a_version)
; Version 2
if (a_version >= 2 && CurrentVersion < 2)
Debug.Trace(self + ": Updating to script version 2")
string[] hudModes = new string[6]
hudModes[0] = "All"
hudModes[1] = "StealthMode"
hudModes[2] = "Favor"
hudModes[3] = "Swimming"
hudModes[4] = "HorseMode"
hudModes[5] = "WarHorseMode"
Modes = hudModes
endIf
endEvent
; EVENTS ------------------------------------------------------------------------------------------
; @override SKI_WidgetBase
event OnWidgetReset()
parent.OnWidgetReset()
; Init numbers
float[] numberArgs = new float[4]
numberArgs[0] = _enabled as float
numberArgs[1] = _effectSize
numberArgs[2] = _groupEffectCount as float
numberArgs[3] = _minimumTimeLeft as float
UI.InvokeFloatA(HUD_MENU, WidgetRoot + ".initNumbers", numberArgs)
; Init strings
string[] stringArgs = new string[1]
stringArgs[0] = _orientation
UI.InvokeStringA(HUD_MENU, WidgetRoot + ".initStrings", stringArgs)
; Init commit
UI.Invoke(HUD_MENU, WidgetRoot + ".initCommit")
endEvent
; FUNCTIONS ---------------------------------------------------------------------------------------
; @overrides SKI_WidgetBase
string function GetWidgetSource()
return "skyui/activeeffects.swf"
endFunction
; @overrides SKI_WidgetBase
string function GetWidgetType()
return "SKI_ActiveEffectsWidget"
endFunction | Papyrus | 5 | pragasette/skyui | dist/Data/Scripts/Source/SKI_ActiveEffectsWidget.psc | [
"Unlicense",
"MIT"
] |
/*---------------------------------------------------------------------------------------------
* Copyright (c) Microsoft Corporation. All rights reserved.
* Licensed under the MIT License. See License.txt in the project root for license information.
*--------------------------------------------------------------------------------------------*/
import { Color } from 'vs/base/common/color';
import { Registry } from 'vs/platform/registry/common/platform';
import { Extensions, IColorRegistry } from 'vs/platform/theme/common/colorRegistry';
suite('ColorRegistry', () => {
if (process.env.VSCODE_COLOR_REGISTRY_EXPORT) {
test('exports', () => {
const themingRegistry = Registry.as<IColorRegistry>(Extensions.ColorContribution);
const colors = themingRegistry.getColors();
const replacer = (_key: string, value: unknown) =>
value instanceof Color ? Color.Format.CSS.formatHexA(value) : value;
console.log(`#colors:${JSON.stringify(colors, replacer)}\n`);
});
}
});
| TypeScript | 4 | sbj42/vscode | src/vs/workbench/contrib/themes/test/electron-browser/colorRegistryExport.test.ts | [
"MIT"
] |
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