From 5a85bac45c012876bbcd984ce062abd3f4e44b51 Mon Sep 17 00:00:00 2001 From: Ondrej Jamriska Date: Wed, 21 Sep 2022 05:18:08 +0200 Subject: [PATCH] move unity package to the root --- .../README.md | 0 LICENSE | 337 ------ unity/LICENSE.md => LICENSE.md | 0 unity/LICENSE.md.meta => LICENSE.md.meta | 0 README.md | 407 ++----- unity/README.md.meta => README.md.meta | 0 unity/Runtime.meta => Runtime.meta | 0 {unity/Runtime => Runtime}/Mixbox.cs | 0 {unity/Runtime => Runtime}/Mixbox.cs.meta | 0 .../Scrtwpns.Mixbox.asmdef | 0 .../Scrtwpns.Mixbox.asmdef.meta | 0 .../SamplesBuiltin/Materials.meta | 0 .../Materials/MixboxSampleMaterial.mat | 0 .../Materials/MixboxSampleMaterial.mat.meta | 0 .../SamplesBuiltin/Scenes.meta | 0 .../SamplesBuiltin/Scenes/Scene.unity | 0 .../SamplesBuiltin/Scenes/Scene.unity.meta | 0 .../SamplesBuiltin/Shaders.meta | 0 .../Shaders/MixboxSampleShader.shader | 0 .../Shaders/MixboxSampleShader.shader.meta | 0 .../SamplesHDRP/Materials.meta | 0 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.../CustomFunctions/MixboxFunctions.hlsl | 0 .../CustomFunctions/MixboxFunctions.hlsl.meta | 0 .../MixboxLerp.shadersubgraph | 0 .../MixboxLerp.shadersubgraph.meta | 0 .../ShaderLibrary.meta => ShaderLibrary.meta | 0 .../Mixbox.cginc | 0 .../Mixbox.cginc.meta | 0 .../Mixbox.hlsl | 0 .../Mixbox.hlsl.meta | 0 unity/Textures.meta => Textures.meta | 0 {unity/Textures => Textures}/MixboxLUT.png | Bin .../Textures => Textures}/MixboxLUT.png.meta | 0 cpp/README.md | 56 - cpp/mixbox.cpp | 705 ------------ cpp/mixbox.h | 89 -- csharp/Mixbox.cs | 688 ------------ csharp/Mixbox.csproj | 10 - csharp/README.md | 62 - csharp/examples/HelloMixbox.cs | 16 - csharp/examples/HelloMixbox.csproj | 12 - godot/README.md | 90 -- godot/addons/mixbox/mixbox.gd | 198 ---- godot/addons/mixbox/mixbox.gdshader | 121 -- godot/addons/mixbox/mixbox.gdshaderinc | 110 -- godot/addons/mixbox/mixbox.res | Bin 791240 -> 0 bytes godot/addons/mixbox/mixbox_lerp_node.gd | 163 --- godot/addons/mixbox/mixbox_lut.png | Bin 176864 -> 0 bytes godot/addons/mixbox/mixbox_lut.png.import | 35 - java/README.md | 105 -- java/build.bat | 1 - java/examples/HelloMixbox.bat | 1 - java/examples/HelloMixbox.java | 14 - java/mixbox.jar | Bin 115200 -> 0 bytes java/pom.xml | 73 -- java/src/main/java/com/scrtwpns/Mixbox.java | 357 ------ .../resources/com/scrtwpns/mixbox_lut.dat | Bin 113551 -> 0 bytes javascript/README.md | 112 -- javascript/examples/canvas.html | 20 - javascript/examples/gradients.html | 30 - javascript/examples/gradients.js | 147 --- javascript/examples/hello.html | 26 - javascript/examples/mixer.html | 17 - javascript/examples/mixer.js | 133 --- javascript/examples/mountains.html | 17 - javascript/examples/mountains.js | 90 -- javascript/examples/p5js.html | 23 - javascript/examples/palette.html | 17 - javascript/examples/palette.js | 129 --- javascript/examples/splash.html | 162 --- javascript/examples/svg.html | 16 - javascript/examples/threejs.html | 44 - javascript/examples/webgl.html | 78 -- javascript/mixbox.esm.js | 996 ---------------- javascript/mixbox.js | 1000 ----------------- unity/package.json => package.json | 0 unity/package.json.meta => package.json.meta | 0 python/README.md | 55 - python/examples/blender.py | 12 - python/examples/hello.py | 9 - python/examples/npcv.py | 17 - python/examples/opengl.py | 29 - python/examples/pillow.py | 16 - python/mixbox.py | 246 ---- rust/Cargo.toml | 13 - rust/README.md | 56 - rust/src/lib.rs | 258 ----- rust/src/lut.dat | Bin 799107 -> 0 bytes shaders/README.md | 100 -- shaders/mixbox.glsl | 173 --- shaders/mixbox.hlsl | 155 --- shaders/mixbox_lut.png | Bin 176599 -> 0 bytes unity/README.md | 189 ---- webgl/README.md | 62 - webgl/example.html | 78 -- 118 files changed, 113 insertions(+), 8062 deletions(-) rename {unity/Documentation~ => Documentation~}/README.md (100%) delete mode 100644 LICENSE rename unity/LICENSE.md => LICENSE.md (100%) rename unity/LICENSE.md.meta => LICENSE.md.meta (100%) rename unity/README.md.meta => README.md.meta (100%) rename unity/Runtime.meta => Runtime.meta (100%) rename {unity/Runtime => Runtime}/Mixbox.cs (100%) rename {unity/Runtime => Runtime}/Mixbox.cs.meta (100%) rename {unity/Runtime => Runtime}/Scrtwpns.Mixbox.asmdef (100%) rename {unity/Runtime => Runtime}/Scrtwpns.Mixbox.asmdef.meta (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Materials.meta (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Materials/MixboxSampleMaterial.mat (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Materials/MixboxSampleMaterial.mat.meta (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Scenes.meta (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Scenes/Scene.unity (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Scenes/Scene.unity.meta (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Shaders.meta (100%) rename {unity/Samples~ => Samples~}/SamplesBuiltin/Shaders/MixboxSampleShader.shader (100%) rename {unity/Samples~ => 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Samples~}/SamplesURP/Shaders/MixboxSampleURPShader.shader.meta (100%) rename unity/ShaderGraph.meta => ShaderGraph.meta (100%) rename {unity/ShaderGraph => ShaderGraph}/CustomFunctions.meta (100%) rename {unity/ShaderGraph => ShaderGraph}/CustomFunctions/MixboxFunctions.hlsl (100%) rename {unity/ShaderGraph => ShaderGraph}/CustomFunctions/MixboxFunctions.hlsl.meta (100%) rename {unity/ShaderGraph => ShaderGraph}/MixboxLerp.shadersubgraph (100%) rename {unity/ShaderGraph => ShaderGraph}/MixboxLerp.shadersubgraph.meta (100%) rename unity/ShaderLibrary.meta => ShaderLibrary.meta (100%) rename {unity/ShaderLibrary => ShaderLibrary}/Mixbox.cginc (100%) rename {unity/ShaderLibrary => ShaderLibrary}/Mixbox.cginc.meta (100%) rename {unity/ShaderLibrary => ShaderLibrary}/Mixbox.hlsl (100%) rename {unity/ShaderLibrary => ShaderLibrary}/Mixbox.hlsl.meta (100%) rename unity/Textures.meta => Textures.meta (100%) rename {unity/Textures => Textures}/MixboxLUT.png (100%) rename {unity/Textures => Textures}/MixboxLUT.png.meta (100%) delete mode 100644 cpp/README.md delete mode 100644 cpp/mixbox.cpp delete mode 100644 cpp/mixbox.h delete mode 100644 csharp/Mixbox.cs delete mode 100644 csharp/Mixbox.csproj delete mode 100644 csharp/README.md delete mode 100644 csharp/examples/HelloMixbox.cs delete mode 100644 csharp/examples/HelloMixbox.csproj delete mode 100644 godot/README.md delete mode 100644 godot/addons/mixbox/mixbox.gd delete mode 100644 godot/addons/mixbox/mixbox.gdshader delete mode 100644 godot/addons/mixbox/mixbox.gdshaderinc delete mode 100644 godot/addons/mixbox/mixbox.res delete mode 100644 godot/addons/mixbox/mixbox_lerp_node.gd delete mode 100644 godot/addons/mixbox/mixbox_lut.png delete mode 100644 godot/addons/mixbox/mixbox_lut.png.import delete mode 100644 java/README.md delete mode 100644 java/build.bat delete mode 100644 java/examples/HelloMixbox.bat delete mode 100644 java/examples/HelloMixbox.java delete mode 100644 java/mixbox.jar delete mode 100644 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mode 100644 javascript/mixbox.js rename unity/package.json => package.json (100%) rename unity/package.json.meta => package.json.meta (100%) delete mode 100644 python/README.md delete mode 100644 python/examples/blender.py delete mode 100644 python/examples/hello.py delete mode 100644 python/examples/npcv.py delete mode 100644 python/examples/opengl.py delete mode 100644 python/examples/pillow.py delete mode 100644 python/mixbox.py delete mode 100644 rust/Cargo.toml delete mode 100644 rust/README.md delete mode 100644 rust/src/lib.rs delete mode 100644 rust/src/lut.dat delete mode 100644 shaders/README.md delete mode 100644 shaders/mixbox.glsl delete mode 100644 shaders/mixbox.hlsl delete mode 100644 shaders/mixbox_lut.png delete mode 100644 unity/README.md delete mode 100644 webgl/README.md delete mode 100644 webgl/example.html diff --git a/unity/Documentation~/README.md b/Documentation~/README.md similarity index 100% rename from unity/Documentation~/README.md rename to Documentation~/README.md diff --git a/LICENSE b/LICENSE deleted file mode 100644 index b239336..0000000 --- a/LICENSE +++ /dev/null @@ -1,337 +0,0 @@ -Mixbox is licensed for non-commercial use under the CC BY-NC 4.0 license below. - -If you want to obtain commercial license, please contact: mixbox@scrtwpns.com - -=============================================================================== - -Creative Commons Attribution-NonCommercial 4.0 International Public License - -By exercising the Licensed Rights (defined below), You accept and agree -to be bound by the terms and conditions of this Creative Commons -Attribution-NonCommercial 4.0 International Public License ("Public -License"). To the extent this Public License may be interpreted as a -contract, You are granted the Licensed Rights in consideration of Your -acceptance of these terms and conditions, and the Licensor grants You -such rights in consideration of benefits the Licensor receives from -making the Licensed Material available under these terms and -conditions. - - -Section 1 -- Definitions. - - a. Adapted Material means material subject to Copyright and Similar - Rights that is derived from or based upon the Licensed Material - and in which the Licensed Material is translated, altered, - arranged, transformed, or otherwise modified in a manner requiring - permission under the Copyright and Similar Rights held by the - Licensor. For purposes of this Public License, where the Licensed - Material is a musical work, performance, or sound recording, - Adapted Material is always produced where the Licensed Material is - synched in timed relation with a moving image. - - b. Adapter's License means the license You apply to Your Copyright - and Similar Rights in Your contributions to Adapted Material in - accordance with the terms and conditions of this Public License. - - c. Copyright and Similar Rights means copyright and/or similar rights - closely related to copyright including, without limitation, - performance, broadcast, sound recording, and Sui Generis Database - Rights, without regard to how the rights are labeled or - categorized. For purposes of this Public License, the rights - specified in Section 2(b)(1)-(2) are not Copyright and Similar - Rights. - d. Effective Technological Measures means those measures that, in the - absence of proper authority, may not be circumvented under laws - fulfilling obligations under Article 11 of the WIPO Copyright - Treaty adopted on December 20, 1996, and/or similar international - agreements. - - e. Exceptions and Limitations means fair use, fair dealing, and/or - any other exception or limitation to Copyright and Similar Rights - that applies to Your use of the Licensed Material. - - f. Licensed Material means the artistic or literary work, database, - or other material to which the Licensor applied this Public - License. - - g. Licensed Rights means the rights granted to You subject to the - terms and conditions of this Public License, which are limited to - all Copyright and Similar Rights that apply to Your use of the - Licensed Material and that the Licensor has authority to license. - - h. Licensor means the individual(s) or entity(ies) granting rights - under this Public License. - - i. NonCommercial means not primarily intended for or directed towards - commercial advantage or monetary compensation. 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Sections 1, 5, 6, 7, and 8 survive termination of this Public - License. - - -Section 7 -- Other Terms and Conditions. - - a. The Licensor shall not be bound by any additional or different - terms or conditions communicated by You unless expressly agreed. - - b. Any arrangements, understandings, or agreements regarding the - Licensed Material not stated herein are separate from and - independent of the terms and conditions of this Public License. - - -Section 8 -- Interpretation. - - a. For the avoidance of doubt, this Public License does not, and - shall not be interpreted to, reduce, limit, restrict, or impose - conditions on any use of the Licensed Material that could lawfully - be made without permission under this Public License. - - b. To the extent possible, if any provision of this Public License is - deemed unenforceable, it shall be automatically reformed to the - minimum extent necessary to make it enforceable. If the provision - cannot be reformed, it shall be severed from this Public License - without affecting the enforceability of the remaining terms and - conditions. - - c. No term or condition of this Public License will be waived and no - failure to comply consented to unless expressly agreed to by the - Licensor. - - d. Nothing in this Public License constitutes or may be interpreted - as a limitation upon, or waiver of, any privileges and immunities - that apply to the Licensor or You, including from the legal - processes of any jurisdiction or authority. - -=============================================================================== diff --git a/unity/LICENSE.md b/LICENSE.md similarity index 100% rename from unity/LICENSE.md rename to LICENSE.md diff --git a/unity/LICENSE.md.meta b/LICENSE.md.meta similarity index 100% rename from unity/LICENSE.md.meta rename to LICENSE.md.meta diff --git a/README.md b/README.md index 2b8c9f0..00f7610 100644 --- a/README.md +++ b/README.md @@ -1,212 +1,11 @@ -# Mixbox: Pigment-Based Color Mixing +# Mixbox for Unity -

- -

- -Mixbox is a new blending method for natural color mixing. It produces saturated gradients with hue shifts and natural secondary colors during blending. Yellow and blue make green. The interface is simple - RGB in, RGB out. Internally, Mixbox treats colors as real-life pigments using the Kubelka & Munk theory to predict realistic color behavior. That way, colors act like actual paints and bring more vibrance and intuition into digital painting. - -* Paper: https://scrtwpns.com/mixbox.pdf
-* Video: https://youtu.be/ATzVPVNp1qA
-* Talk: https://youtu.be/_qa5iWdfNKg
-* Demo: https://scrtwpns.com/mixbox/painter
- -Mixbox is shipping in Rebelle 5 Pro as the [Rebelle Pigments](https://www.escapemotions.com/products/rebelle/about) feature and in the [Flip Fluids](https://flipfluids.com/) addon for Blender. - -## Usage -- [C / C++](cpp): `#include "mixbox.h"` and build `mixbox.cpp` together with your project -- [C#](csharp): use Mixbox package from NuGet `https://www.nuget.org/packages/Mixbox/2.0.0` -- [Java](java): add `implementation 'com.scrtwpns:mixbox:2.0.0'` to your Gradle -- [JavaScript](javascript): ` - - - -``` -## Node -```javascript -import mixbox from 'mixbox'; - -let rgb1 = "rgb(0, 33, 133)"; // blue -let rgb2 = "rgb(252, 211, 0)"; // yellow -let t = 0.5; // mixing ratio - -let mixed = mixbox.lerp(rgb1, rgb2, t); - -console.log(mixed); -``` - -## Java -```java -import java.awt.Color; -import com.scrtwpns.Mixbox; - -class HelloMixbox { - public static void main(String[] args) { - Color color1 = new Color(0, 33, 133); // blue - Color color2 = new Color(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - Color colorMix = new Color(Mixbox.lerp(color1.getRGB(), color2.getRGB(), t)); - - System.out.print(colorMix); - } -} -``` - -## Android -```java -package com.example.hellomixbox; - -import android.app.Activity; -import android.os.Bundle; -import android.view.View; -import android.graphics.Color; - -import com.scrtwpns.Mixbox; - -public class MainActivity extends Activity { - @Override - protected void onCreate(Bundle savedInstanceState) { - super.onCreate(savedInstanceState); - - int color1 = Color.rgb(0, 33, 133); // blue - int color2 = Color.rgb(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - int colorMix = Mixbox.lerp(color1, color2, t); - - View view = new View(this); - view.setBackgroundColor(colorMix); - setContentView(view); - } -} -``` - -## C# -```csharp -using System.Drawing; -using Scrtwpns.Mixbox; - -public class HelloMixbox -{ - public static void Main(string[] args) - { - Color color1 = Color.FromArgb(0, 33, 133); // blue - Color color2 = Color.FromArgb(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - Color colorMix = Color.FromArgb(Mixbox.Lerp(color1.ToArgb(), color2.ToArgb(), t)); - - System.Console.WriteLine(colorMix); - } -} -``` - -## Unity +## Script ```csharp using UnityEngine; using Scrtwpns.Mixbox; @@ -225,14 +24,29 @@ public class NewBehaviourScript : MonoBehaviour } } ``` +```csharp +Color MixThree(Color color1, Color color2, Color color3) +{ + MixboxLatent z1 = Mixbox.RGBToLatent(color1); + MixboxLatent z2 = Mixbox.RGBToLatent(color2); + MixboxLatent z3 = Mixbox.RGBToLatent(color3); -## Unity Shader + // mix 30% of color1, 60% of color2, and 10% of color3 + MixboxLatent zMix = 0.3f*z1 + 0.6f*z2 + 0.1f*z3; + + Color colorMix = Mixbox.LatentToRGB(zMix); + + return colorMix; +} +``` + +## Shader ```ShaderLab Shader "MixboxHelloShader" { Properties { - _MixboxLUT ("Mixbox LUT", 2D) = "white" {} // assign "Packages/Mixbox/Textures/MixboxLUT.png" + [NoScaleOffset] _MixboxLUT ("Mixbox LUT", 2D) = "white" {} // assign "Packages/Mixbox/Textures/MixboxLUT.png" _Color1 ("Color 1", Color) = (0, 0.129, 0.522, 1) // blue _Color2 ("Color 2", Color) = (0.988, 0.827, 0, 1) // yellow @@ -266,103 +80,108 @@ Shader "MixboxHelloShader" fixed4 frag (v2f i) : SV_Target { - fixed4 mixedColor = MixboxLerp(_Color1, _Color2, i.uv.x); - return mixedColor; + return MixboxLerp(_Color1, _Color2, i.uv.x); } ENDCG } } } ``` +```hlsl +float3 MixThree(float3 rgb1, float3 rgb2, float3 rgb3) +{ + MixboxLatent z1 = MixboxRGBToLatent(rgb1); + MixboxLatent z2 = MixboxRGBToLatent(rgb2); + MixboxLatent z3 = MixboxRGBToLatent(rgb3); -## Unity Shader Graph + // mix together 30% of rgb1, 60% of rgb2, and 10% of rgb3 + MixboxLatent zMix = 0.3*z1 + 0.6*z2 + 0.1*z3; + + float3 rgbMix = MixboxLatentToRGB(zMix); + + return rgbMix; +} +``` +

+ +

+ +## URP Shader +```ShaderLab +Shader "Mixbox/Mixbox URP Sample Shader" +{ + Properties + { + [NoScaleOffset] _MixboxLUT ("Mixbox LUT", 2D) = "white" {} // assign "Packages/Mixbox/Textures/MixboxLUT.png" + + _Color1 ("Color 1", Color) = (0, 0.129, 0.522, 1) // blue + _Color2 ("Color 2", Color) = (0.988, 0.827, 0, 1) // yellow + } + + SubShader + { + Tags { "RenderType" = "Opaque" "RenderPipeline" = "UniversalRenderPipeline" } + + Pass + { + HLSLPROGRAM + #pragma vertex vert + #pragma fragment frag + + #include "Packages/com.unity.render-pipelines.universal/ShaderLibrary/Core.hlsl" + + TEXTURE2D(_MixboxLUT); + SAMPLER(sampler_MixboxLUT); + + #include "Packages/com.scrtwpns.mixbox/ShaderLibrary/Mixbox.hlsl" + + struct Attributes { float4 positionOS : POSITION; float2 uv : TEXCOORD0; }; + struct Varyings { float4 positionHCS : SV_POSITION; float2 uv : TEXCOORD0; }; + + CBUFFER_START(UnityPerMaterial) + half4 _Color1; + half4 _Color2; + CBUFFER_END + + Varyings vert(Attributes IN) + { + Varyings OUT; + OUT.positionHCS = TransformObjectToHClip(IN.positionOS.xyz); + OUT.uv = IN.uv; + return OUT; + } + + half4 frag(Varyings IN) : SV_Target + { + return MixboxLerp(_Color1, _Color2, IN.uv.x); + } + ENDHLSL + } + } +} +``` + +## Shader Graph

-## Godot -```gdscript -var Mixbox = preload("res://addons/mixbox/mixbox.gd") - -var color1 = Color(0.0, 0.129, 0.522) # blue -var color2 = Color(0.988, 0.827, 0.0) # yellow -var t = 0.5 # mixing ratio - -var color_mix = Mixbox.lerp(color1, color2, t) - -print(color_mix) -``` - -## Godot Shader -```glsl -shader_type canvas_item; - -uniform sampler2D mixbox_lut; // attach "addons/mixbox/mixbox_lut.png" here - -uniform vec4 color1 : hint_color = vec4(0.0, 0.129, 0.522, 1.0); // blue -uniform vec4 color2 : hint_color = vec4(0.988, 0.827, 0.0, 1.0); // yellow - -#include "addons/mixbox/mixbox.gdshaderinc" - -void fragment() { - COLOR = mixbox_lerp(color1, color2, UV.x); -} -``` - -## Godot VisualShader -

- -

- -## WebGL -```html - -``` -```javascript -var shader = ` - precision highp float; - - uniform sampler2D mixbox_lut; // bind mixbox.lutTexture(gl) here - - #include "mixbox.glsl" - - void main(void) { - vec3 rgb1 = vec3(0, 0.129, 0.522); // blue - vec3 rgb2 = vec3(0.988, 0.827, 0); // yellow - float t = 0.5; // mixing ratio - - vec3 rgb = mixbox_lerp(rgb1, rgb2, t); - - gl_FragColor = vec4(rgb, 1.0); - } -`; - -shader = shader.replace('#include "mixbox.glsl"', mixbox.glsl()); -``` -```javascript -gl.useProgram(shaderProgram); -gl.activeTexture(gl.TEXTURE0); -gl.bindTexture(gl.TEXTURE_2D, mixbox.lutTexture(gl)); -gl.uniform1i(gl.getUniformLocation(shaderProgram, "mixbox_lut"), 0); -``` - -## Examples - -| Gradients | Mountains | Palette Snakes | -|:---:|:---:|:---:| -| | | | -| [source code](javascript/examples/gradients.js) | [source code](javascript/examples/mountains.js) | [source code](javascript/examples/palette.js) | - -| Splash Art | Paint Mixer | Pigment Fluids | -|:---:|:---:|:---:| -| | | | -| [source code](javascript/examples/splash.html) | [source code](javascript/examples/mixer.js) | [source code](https://scrtwpns.com/mixbox/fluids/script.js) | - -## Painter -

- -

-This painting app runs two color mixing implementations in parallel: one based on Mixbox and the other that performs ordinary RGB mixing. The app allows switching between them on the fly, showing the differences between pigment-based mixing and the normal RGB mixing. To launch the painter in your browser, please click here. +## Pigment Colors +| Pigment | | RGB | Float RGB | Linear RGB | +| --- | --- |:----:|:----:|:----:| +| Cadmium Yellow | | 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | +| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | +| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | +| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | +| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | +| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | +| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | +| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | +| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | +| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | +| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | +| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | +| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | ## License Copyright (c) 2022, Secret Weapons. All rights reserved.
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b/ShaderLibrary/Mixbox.hlsl.meta similarity index 100% rename from unity/ShaderLibrary/Mixbox.hlsl.meta rename to ShaderLibrary/Mixbox.hlsl.meta diff --git a/unity/Textures.meta b/Textures.meta similarity index 100% rename from unity/Textures.meta rename to Textures.meta diff --git a/unity/Textures/MixboxLUT.png b/Textures/MixboxLUT.png similarity index 100% rename from unity/Textures/MixboxLUT.png rename to Textures/MixboxLUT.png diff --git a/unity/Textures/MixboxLUT.png.meta b/Textures/MixboxLUT.png.meta similarity index 100% rename from unity/Textures/MixboxLUT.png.meta rename to Textures/MixboxLUT.png.meta diff --git a/cpp/README.md b/cpp/README.md deleted file mode 100644 index 53c183e..0000000 --- a/cpp/README.md +++ /dev/null @@ -1,56 +0,0 @@ -## Usage -```c++ -#include -#include "mixbox.h" - -int main() { - unsigned char r1 = 0, g1 = 33, b1 = 133; // blue - unsigned char r2 = 252, g2 = 211, b2 = 0; // yellow - float t = 0.5; - unsigned char r, g, b; - - mixbox_lerp(r1, g1, b1, // first color - r2, g2, b2, // second color - t, // mixing ratio - &r, &g, &b); // result - - printf("%d %d %d\n", r, g, b); -} -``` -## Mixing Multiple Colors -```c++ -mixbox_latent z1, z2, z3, z_mix; - -mixbox_rgb_to_latent(r1, g1, b1, z1); -mixbox_rgb_to_latent(r2, g2, b2, z2); -mixbox_rgb_to_latent(r3, g3, b3, z3); - -for (int i = 0; i < MIXBOX_LATENT_SIZE; i++) { - // mix 30% of rgb1, 60% of rgb2, and 10% of rgb3 - z_mix[i] = 0.3f*z1[i] + 0.6f*z2[i] + 0.1f*z3[i]; -} - -mixbox_latent_to_rgb(z_mix, &r, &g, &b); -``` - -## Pigment Colors -| Pigment | | RGB | Float RGB | Linear RGB | -| --- | --- |:----:|:----:|:----:| -| Cadmium Yellow | | 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | -| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | -| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | -| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | -| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | -| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | -| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | -| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | -| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | -| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | -| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | -| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | -| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | - -## License -Copyright (c) 2022, Secret Weapons. All rights reserved.
-Mixbox is provided under the CC BY-NC 4.0 license for non-commercial use only.
-If you want to obtain commercial license, please contact: mixbox@scrtwpns.com diff --git a/cpp/mixbox.cpp b/cpp/mixbox.cpp deleted file mode 100644 index a213a7c..0000000 --- a/cpp/mixbox.cpp +++ /dev/null @@ -1,705 +0,0 @@ -// ========================================================== -// MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -// License: Creative Commons Attribution-NonCommercial 4.0 -// Authors: Sarka Sochorova and Ondrej Jamriska -// ========================================================== -// -// BASIC USAGE -// -// mixbox_lerp(r1, g1, b1, // 1st color -// r2, g2, b2, // 2nd color -// t, // mixing ratio -// &r, &g, &b); // result -// -// MULTI-COLOR MIXING -// -// mixbox_latent z1, z2, z3, z_mix; -// mixbox_rgb_to_latent(r1, g1, b1, z1); -// mixbox_rgb_to_latent(r2, g2, b2, z2); -// mixbox_rgb_to_latent(r3, g3, b3, z3); -// -// for (int i = 0; i < MIXBOX_LATENT_SIZE; i++) { -// // mix 30% of rgb1, 60% of rgb2, and 10% of rgb3 -// z_mix[i] = 0.3f*z1[i] + 0.6f*z2[i] + 0.1f*z3[i]; -// } -// -// mixbox_latent_to_rgb(z_mix, &r, &g, &b); -// -// PIGMENT COLORS -// -// Cadmium Yellow 254, 236, 0 -// Hansa Yellow 252, 211, 0 -// Cadmium Orange 255, 105, 0 -// Cadmium Red 255, 39, 2 -// Quinacridone Magenta 128, 2, 46 -// Cobalt Violet 78, 0, 66 -// Ultramarine Blue 25, 0, 89 -// Cobalt Blue 0, 33, 133 -// Phthalo Blue 13, 27, 68 -// Phthalo Green 0, 60, 50 -// Permanent Green 7, 109, 22 -// Sap Green 107, 148, 4 -// Burnt Sienna 123, 72, 0 -// -// LICENSING -// -// If you want to obtain commercial license, please -// contact us at: mixbox@scrtwpns.com -// - -#include "mixbox.h" - -#include - -#ifdef _MSC_VER - #define INLINE __forceinline -#elif defined(__GNUC__) - #define INLINE inline __attribute__((always_inline)) -#else - #define INLINE inline -#endif - -INLINE static float clamp01(float x) -{ - return x < 0.0f ? 0.0f : x > 1.0f ? 1.0f : x; -} - -INLINE static float srgb_to_linear(float x) -{ - return (x >= 0.04045f) ? std::pow((x + 0.055f) / 1.055f, 2.4f) : x/12.92f; -} - -INLINE static float linear_to_srgb(float x) -{ - return (x >= 0.0031308f) ? 1.055f*std::pow(x, 1.0f/2.4f) - 0.055f : 12.92f*x; -} - -INLINE static void eval_polynomial(float c0, float c1, float c2, float c3, float* rgb) -{ - float r = 0; - float g = 0; - float b = 0; - - const float c00 = c0 * c0; - const float c11 = c1 * c1; - const float c22 = c2 * c2; - const float c33 = c3 * c3; - const float c01 = c0 * c1; - const float c02 = c0 * c2; - const float c12 = c1 * c2; - - float w; - w = c0*c00; r += +0.07717053f*w; g += +0.02826978f*w; b += +0.24832992f*w; - w = c1*c11; r += +0.95912302f*w; g += +0.80256528f*w; b += +0.03561839f*w; - w = c2*c22; r += +0.74683774f*w; g += +0.04868586f*w; b += +0.00000000f*w; - w = c3*c33; r += +0.99518138f*w; g += +0.99978149f*w; b += +0.99704802f*w; - w = c00*c1; r += +0.04819146f*w; g += +0.83363781f*w; b += +0.32515377f*w; - w = c01*c1; r += -0.68146950f*w; g += +1.46107803f*w; b += +1.06980936f*w; - w = c00*c2; r += +0.27058419f*w; g += -0.15324870f*w; b += +1.98735057f*w; - w = c02*c2; r += +0.80478189f*w; g += +0.67093710f*w; b += +0.18424500f*w; - w = c00*c3; r += -0.35031003f*w; g += +1.37855826f*w; b += +3.68865000f*w; - w = c0*c33; r += +1.05128046f*w; g += +1.97815239f*w; b += +2.82989073f*w; - w = c11*c2; r += +3.21607125f*w; g += +0.81270228f*w; b += +1.03384539f*w; - w = c1*c22; r += +2.78893374f*w; g += +0.41565549f*w; b += -0.04487295f*w; - w = c11*c3; r += +3.02162577f*w; g += +2.55374103f*w; b += +0.32766114f*w; - w = c1*c33; r += +2.95124691f*w; g += +2.81201112f*w; b += +1.17578442f*w; - w = c22*c3; r += +2.82677043f*w; g += +0.79933038f*w; b += +1.81715262f*w; - w = c2*c33; r += +2.99691099f*w; g += +1.22593053f*w; b += +1.80653661f*w; - w = c01*c2; r += +1.87394106f*w; g += +2.05027182f*w; b += -0.29835996f*w; - w = c01*c3; r += +2.56609566f*w; g += +7.03428198f*w; b += +0.62575374f*w; - w = c02*c3; r += +4.08329484f*w; g += -1.40408358f*w; b += +2.14995522f*w; - w = c12*c3; r += +6.00078678f*w; g += +2.55552042f*w; b += +1.90739502f*w; - - rgb[0] = r; - rgb[1] = g; - rgb[2] = b; -} - -INLINE static const unsigned char* mixbox_lut(); - -INLINE static void float_rgb_to_latent(float r, float g, float b, mixbox_latent out_latent) -{ - r = clamp01(r); - g = clamp01(g); - b = clamp01(b); - - const float x = r * 63.0f; - const float y = g * 63.0f; - const float z = b * 63.0f; - - const int ix = int(x); - const int iy = int(y); - const int iz = int(z); - - const float tx = x - float(ix); - const float ty = y - float(iy); - const float tz = z - float(iz); - - const unsigned char* const lut_ptr = &(mixbox_lut()[((ix + iy*64 + iz*64*64) & 0x3FFFF) * 3]); - - float c0 = 0; - float c1 = 0; - float c2 = 0; - - float w; - w = (1.0f-tx)*(1.0f-ty)*(1.0f-tz); c0 += w*lut_ptr[ 192]; c1 += w*lut_ptr[ 193]; c2 += w*lut_ptr[ 194]; - w = ( tx)*(1.0f-ty)*(1.0f-tz); c0 += w*lut_ptr[ 195]; c1 += w*lut_ptr[ 196]; c2 += w*lut_ptr[ 197]; - w = (1.0f-tx)*( ty)*(1.0f-tz); c0 += w*lut_ptr[ 384]; c1 += w*lut_ptr[ 385]; c2 += w*lut_ptr[ 386]; - w = ( tx)*( ty)*(1.0f-tz); c0 += w*lut_ptr[ 387]; c1 += w*lut_ptr[ 388]; c2 += w*lut_ptr[ 389]; - w = (1.0f-tx)*(1.0f-ty)*( tz); c0 += w*lut_ptr[12480]; c1 += w*lut_ptr[12481]; c2 += w*lut_ptr[12482]; - w = ( tx)*(1.0f-ty)*( tz); c0 += w*lut_ptr[12483]; c1 += w*lut_ptr[12484]; c2 += w*lut_ptr[12485]; - w = (1.0f-tx)*( ty)*( tz); c0 += w*lut_ptr[12672]; c1 += w*lut_ptr[12673]; c2 += w*lut_ptr[12674]; - w = ( tx)*( ty)*( tz); c0 += w*lut_ptr[12675]; c1 += w*lut_ptr[12676]; c2 += w*lut_ptr[12677]; - - c0 *= (1.0f / 255.0f); - c1 *= (1.0f / 255.0f); - c2 *= (1.0f / 255.0f); - - const float c3 = 1.0f - (c0 + c1 + c2); - - float mixrgb[3]; - eval_polynomial(c0, c1, c2, c3, mixrgb); - - out_latent[0] = c0; - out_latent[1] = c1; - out_latent[2] = c2; - out_latent[3] = c3; - out_latent[4] = r - mixrgb[0]; - out_latent[5] = g - mixrgb[1]; - out_latent[6] = b - mixrgb[2]; -} - -INLINE static void latent_to_float_rgb(mixbox_latent latent, float* out_r, float* out_g, float* out_b) -{ - float rgb[3]; - eval_polynomial(latent[0], latent[1], latent[2], latent[3], rgb); - *out_r = clamp01(rgb[0] + latent[4]); - *out_g = clamp01(rgb[1] + latent[5]); - *out_b = clamp01(rgb[2] + latent[6]); -} - -INLINE static void latent_to_rgb(mixbox_latent latent, unsigned char* out_r, unsigned char* out_g, unsigned char* out_b) -{ - float r, g, b; - latent_to_float_rgb(latent, &r, &g, &b); - *out_r = (unsigned char)((int)(r*255.0f + 0.5f)); - *out_g = (unsigned char)((int)(g*255.0f + 0.5f)); - *out_b = (unsigned char)((int)(b*255.0f + 0.5f)); -} - -INLINE static void rgb_to_latent(unsigned char r, unsigned char g, unsigned char b, mixbox_latent out_latent) -{ - float_rgb_to_latent(float(r) / 255.0f, float(g) / 255.0f, float(b) / 255.0f, out_latent); -} - -INLINE static void linear_float_rgb_to_latent(float r, float g, float b, mixbox_latent out_latent) -{ - float_rgb_to_latent(linear_to_srgb(r), - linear_to_srgb(g), - linear_to_srgb(b), - out_latent); -} - -INLINE static void latent_to_linear_float_rgb(mixbox_latent latent, float* out_r, float* out_g, float* out_b) -{ - float rgb[3]; - latent_to_float_rgb(latent, &rgb[0], &rgb[1], &rgb[2]); - *out_r = srgb_to_linear(rgb[0]); - *out_g = srgb_to_linear(rgb[1]); - *out_b = srgb_to_linear(rgb[2]); -} - -void mixbox_rgb_to_latent(unsigned char r, unsigned char g, unsigned char b, mixbox_latent out_latent) -{ - rgb_to_latent(r, g, b, out_latent); -} - -void mixbox_latent_to_rgb(mixbox_latent latent, unsigned char* out_r, unsigned char* out_g, unsigned char* out_b) -{ - latent_to_rgb(latent, out_r, out_g, out_b); -} - -void mixbox_float_rgb_to_latent(float r, float g, float b, mixbox_latent out_latent) -{ - float_rgb_to_latent(r, g, b, out_latent); -} - -void mixbox_linear_float_rgb_to_latent(float r, float g, float b, mixbox_latent out_latent) -{ - linear_float_rgb_to_latent(r, g, b, out_latent); -} - -void mixbox_latent_to_float_rgb(mixbox_latent latent, float* out_r, float* out_g, float* out_b) -{ - latent_to_float_rgb(latent, out_r, out_g, out_b); -} - -void mixbox_latent_to_linear_float_rgb(mixbox_latent latent, float* out_r, float* out_g, float* out_b) -{ - latent_to_linear_float_rgb(latent, out_r, out_g, out_b); -} - -void mixbox_lerp(unsigned char r1, unsigned char g1, unsigned char b1, - unsigned char r2, unsigned char g2, unsigned char b2, - float t, - unsigned char* out_r, unsigned char* out_g, unsigned char* out_b) -{ - mixbox_latent latent1; - mixbox_latent latent2; - - rgb_to_latent(r1, g1, b1, latent1); - rgb_to_latent(r2, g2, b2, latent2); - - mixbox_latent latent_mix; - - for (int i = 0; i < MIXBOX_LATENT_SIZE; i++) - { - latent_mix[i] = (1.0f-t)*latent1[i] + t*latent2[i]; - } - - latent_to_rgb(latent_mix, out_r, out_g, out_b); -} - -void mixbox_lerp_float(float r1, float g1, float b1, - float r2, float g2, float b2, - float t, - float* out_r, float* out_g, float* out_b) -{ - mixbox_latent latent1; - mixbox_latent latent2; - - float_rgb_to_latent(r1, g1, b1, latent1); - float_rgb_to_latent(r2, g2, b2, latent2); - - mixbox_latent latent_mix; - - for (int i = 0; i < MIXBOX_LATENT_SIZE; i++) - { - latent_mix[i] = (1.0f-t)*latent1[i] + t*latent2[i]; - } - - latent_to_float_rgb(latent_mix, out_r, out_g, out_b); -} - -void mixbox_lerp_linear_float(float r1, float g1, float b1, - float r2, float g2, float b2, - float t, - float* out_r, float* out_g, float* out_b) -{ - mixbox_latent latent1; - mixbox_latent latent2; - - linear_float_rgb_to_latent(r1, g1, b1, latent1); - linear_float_rgb_to_latent(r2, g2, b2, latent2); - - mixbox_latent latent_mix; - - for (int i = 0; i < MIXBOX_LATENT_SIZE; i++) - { - latent_mix[i] = (1.0f-t)*latent1[i] + t*latent2[i]; - } - - latent_to_linear_float_rgb(latent_mix, out_r, out_g, out_b); -} - -static const char* mixbox_lut_compressed[] = -{ - 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-}; - -#ifdef _MSC_VER -typedef unsigned short uint16; -typedef signed short int16; -typedef unsigned int uint32; -typedef signed int int32; -#else -#include -typedef uint16_t uint16; -typedef int16_t int16; -typedef uint32_t uint32; -typedef int32_t int32; -#endif - -#define ZFAST_BITS 9 -#define ZFAST_MASK ((1 << ZFAST_BITS) - 1) - -struct zhuffman -{ - uint16 fast[1 << ZFAST_BITS]; - uint16 firstcode[16]; - int maxcode[17]; - uint16 firstsymbol[16]; - unsigned char size[288]; - uint16 value[288]; -}; - -INLINE static int bitreverse16(int n) -{ - n = ((n & 0xAAAA) >> 1) | ((n & 0x5555) << 1); - n = ((n & 0xCCCC) >> 2) | ((n & 0x3333) << 2); - n = ((n & 0xF0F0) >> 4) | ((n & 0x0F0F) << 4); - n = ((n & 0xFF00) >> 8) | ((n & 0x00FF) << 8); - return n; -} - -INLINE static int bit_reverse(int v, int bits) -{ - return bitreverse16(v) >> (16-bits); -} - -static int zbuild_huffman(zhuffman* z, const unsigned char* sizelist, int num) -{ - int i,k=0; - int code, next_code[16], sizes[17]; - - for (i = 0; i < 17; i++) sizes[i] = 0; - for (i = 0; i < (1 << ZFAST_BITS); i++) z->fast[i] = 0; - - for (i = 0; i < num; i++) ++sizes[sizelist[i]]; - sizes[0] = 0; - - code = 0; - for (i = 1; i < 16; i++) { - next_code[i] = code; - z->firstcode[i] = (uint16)code; - z->firstsymbol[i] = (uint16)k; - code = (code + sizes[i]); - if (sizes[i]) - if (code-1 >= (1 << i)) return 0; - z->maxcode[i] = code << (16 - i); - code <<= 1; - k += sizes[i]; - } - z->maxcode[16] = 0x10000; - for (i = 0; i < num; i++) { - int s = sizelist[i]; - if (s) { - int c = next_code[s] - z->firstcode[s] + z->firstsymbol[s]; - uint16 fastv = (uint16)((s << 9) | i); - z->size[c] = (unsigned char)s; - z->value[c] = (uint16)i; - if (s <= ZFAST_BITS) { - int j = bit_reverse(next_code[s],s); - while (j < (1 << ZFAST_BITS)) { - z->fast[j] = fastv; - j += (1 << s); - } - } - ++next_code[s]; - } - } - return 1; -} - -struct zbuf -{ - const char* b85_input; - int b85_row; - int b85_in_pos; - int b85_out_pos; - unsigned char b85_decode_buffer[4]; - - int num_bits; - uint32 code_buffer; - - char *zout; - char *zout_start; - char *zout_end; - int eof; - - zhuffman z_length, z_distance; -}; - -INLINE static unsigned char decode_b85_char(char c) -{ - return (c >= 92) ? c - 36 : c - 35; -} - -INLINE static unsigned char zget8(zbuf* z) -{ - const int num_rows = sizeof(mixbox_lut_compressed) / sizeof(mixbox_lut_compressed[0]); - - if ((z->b85_out_pos & 3) == 0) - { - if (z->b85_input[z->b85_in_pos] == 0) - { - z->b85_row += 1; - if (z->b85_row >= num_rows) { z->eof = 1; return 0; } - z->b85_input = mixbox_lut_compressed[z->b85_row]; - z->b85_in_pos = 0; - } - - const unsigned int block = decode_b85_char(z->b85_input[z->b85_in_pos + 0]) + - 85*(decode_b85_char(z->b85_input[z->b85_in_pos + 1]) + - 85*(decode_b85_char(z->b85_input[z->b85_in_pos + 2]) + - 85*(decode_b85_char(z->b85_input[z->b85_in_pos + 3]) + - 85*decode_b85_char(z->b85_input[z->b85_in_pos + 4])))); - - z->b85_decode_buffer[0] = (block & 0xFF); - z->b85_decode_buffer[1] = ((block >> 8) & 0xFF); - z->b85_decode_buffer[2] = ((block >> 16) & 0xFF); - z->b85_decode_buffer[3] = ((block >> 24) & 0xFF); - - z->b85_in_pos += 5; - } - - const unsigned char val = z->b85_decode_buffer[z->b85_out_pos & 3]; - z->b85_out_pos++; - - return val; -} - -static void fill_bits(zbuf* z) -{ - do { - if (z->code_buffer >= (1U << z->num_bits)) { - z->eof = 1; - return; - } - z->code_buffer |= (unsigned int)zget8(z) << z->num_bits; - z->num_bits += 8; - } while (z->num_bits <= 24); -} - -INLINE static unsigned int zreceive(zbuf* z, int n) -{ - unsigned int k; - if (z->num_bits < n) fill_bits(z); - k = z->code_buffer & ((1 << n) - 1); - z->code_buffer >>= n; - z->num_bits -= n; - return k; -} - -static int zhuffman_decode_slowpath(zbuf* a, zhuffman* z) -{ - int b,s,k; - k = bit_reverse(a->code_buffer, 16); - for (s = ZFAST_BITS+1; ; ++s) - if (k < z->maxcode[s]) - break; - if (s >= 16) return -1; - b = (k >> (16-s)) - z->firstcode[s] + z->firstsymbol[s]; - if (b >= 288) return -1; - if (z->size[b] != s) return -1; - a->code_buffer >>= s; - a->num_bits -= s; - return z->value[b]; -} - -INLINE static int zhuffman_decode(zbuf* a, zhuffman* z) -{ - int b,s; - if (a->num_bits < 16) { - if (a->eof) { - return -1; - } - fill_bits(a); - } - b = z->fast[a->code_buffer & ZFAST_MASK]; - if (b) { - s = b >> 9; - a->code_buffer >>= s; - a->num_bits -= s; - return b & 511; - } - return zhuffman_decode_slowpath(a, z); -} - -static const int zlength_base[31] = -{ - 3, 4, 5, 6, 7, 8, 9, 10, 11, 13, - 15, 17, 19, 23, 27, 31, 35, 43, 51, 59, - 67, 83, 99, 115, 131, 163, 195, 227, 258, 0, 0 -}; - -static const int zlength_extra[31] = -{ - 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 0, 0, 0 -}; - -static const int zdist_base[32] = -{ - 1, 2, 3, 4, 5, 7, 9, 13, 17, 25, 33, 49, 65, 97, 129, 193, 257, 385, 513, 769, - 1025, 1537, 2049, 3073, 4097, 6145, 8193, 12289, 16385, 24577, 0, 0 -}; - -static const int zdist_extra[32] = -{ - 0, 0, 0, 0, 1, 1, 2, 2, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13 -}; - -static int parse_huffman_block(zbuf* a) -{ - char* zout = a->zout; - for(;;) { - int z = zhuffman_decode(a, &a->z_length); - if (z < 256) { - if (z < 0) return 0; - if (zout >= a->zout_end) return 0; - *zout++ = (char) z; - } else { - unsigned char* p; - int len,dist; - if (z == 256) { - a->zout = zout; - return 1; - } - z -= 257; - len = zlength_base[z]; - if (zlength_extra[z]) len += zreceive(a, zlength_extra[z]); - z = zhuffman_decode(a, &a->z_distance); - if (z < 0) return 0; - dist = zdist_base[z]; - if (zdist_extra[z]) dist += zreceive(a, zdist_extra[z]); - if (zout - a->zout_start < dist) return 0; - if (zout + len > a->zout_end) return 0; - p = (unsigned char *)(zout - dist); - if (dist == 1) { - unsigned char v = *p; - if (len) { do *zout++ = v; while (--len); } - } else { - if (len) { do *zout++ = *p++; while (--len); } - } - } - } -} - -static int compute_huffman_codes(zbuf* a) -{ - static const unsigned char length_dezigzag[19] = { 16, 17, 18, 0, 8, 7, 9, 6, 10, 5, 11, 4, 12, 3, 13, 2, 14, 1, 15 }; - zhuffman z_codelength; - unsigned char lencodes[286 + 32 + 137]; - unsigned char codelength_sizes[19]; - int i,n; - - int hlit = zreceive(a, 5) + 257; - int hdist = zreceive(a, 5) + 1; - int hclen = zreceive(a, 4) + 4; - int ntot = hlit + hdist; - - for (i = 0; i < 19; i++) codelength_sizes[i] = 0; - - for (i = 0; i < hclen; i++) { - int s = zreceive(a, 3); - codelength_sizes[length_dezigzag[i]] = (unsigned char) s; - } - - if (!zbuild_huffman(&z_codelength, codelength_sizes, 19)) return 0; - - n = 0; - while (n < ntot) { - int c = zhuffman_decode(a, &z_codelength); - if (c < 0 || c >= 19) return 0; - if (c < 16) - lencodes[n++] = (unsigned char) c; - else { - unsigned char fill = 0; - if (c == 16) { - c = zreceive(a, 2) + 3; - if (n == 0) return 0; - fill = lencodes[n-1]; - } else if (c == 17) { - c = zreceive(a, 3) + 3; - } else if (c == 18) { - c = zreceive(a, 7) + 11; - } else { - return 0; - } - if (ntot - n < c) return 0; - for (i = 0; i < c; i++) lencodes[n + i] = fill; - n += c; - } - } - - if (n != ntot) return 0; - if (!zbuild_huffman(&a->z_length, lencodes, hlit)) return 0; - if (!zbuild_huffman(&a->z_distance, lencodes+hlit, hdist)) return 0; - - return 1; -} - -static int decompress(char* obuffer, int olen) -{ - zbuf a; - a.b85_input = mixbox_lut_compressed[0]; - a.b85_row = 0; - a.b85_in_pos = 0; - a.b85_out_pos = 0; - a.zout_start = obuffer; - a.zout = obuffer; - a.zout_end = obuffer + olen; - a.eof = 0; - - int final, type; - a.num_bits = 0; - a.code_buffer = 0; - do { - final = zreceive(&a, 1); - type = zreceive(&a, 2); - if (type != 2) return 0; - if (!compute_huffman_codes(&a)) return 0; - if (!parse_huffman_block(&a)) return 0; - } while (!final); - - for(int i = 0; i < olen/3; i++) - for(int c = 0; c < 3; c++) - { - obuffer[i*3 + c] = ((i & 63) ? obuffer[(i-1)*3 + c] : 127) + (obuffer[i*3 + c] - 127); - } - - return 1; -} - -INLINE static const unsigned char* mixbox_lut() -{ - struct mixbox_init_t - { - unsigned char lut[64*64*64*3 + 12675]; - mixbox_init_t() { decompress((char*)lut, sizeof(lut)); } - }; - - static const mixbox_init_t decompressed; - - return decompressed.lut; -} diff --git a/cpp/mixbox.h b/cpp/mixbox.h deleted file mode 100644 index 97d2a5b..0000000 --- a/cpp/mixbox.h +++ /dev/null @@ -1,89 +0,0 @@ -// ========================================================== -// MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -// License: Creative Commons Attribution-NonCommercial 4.0 -// Authors: Sarka Sochorova and Ondrej Jamriska -// ========================================================== -// -// BASIC USAGE -// -// mixbox_lerp(r1, g1, b1, // 1st color -// r2, g2, b2, // 2nd color -// t, // mixing ratio -// &r, &g, &b); // result -// -// MULTI-COLOR MIXING -// -// mixbox_latent z1, z2, z3, z_mix; -// mixbox_rgb_to_latent(r1, g1, b1, z1); -// mixbox_rgb_to_latent(r2, g2, b2, z2); -// mixbox_rgb_to_latent(r3, g3, b3, z3); -// -// for (int i = 0; i < MIXBOX_LATENT_SIZE; i++) { -// // mix 30% of rgb1, 60% of rgb2, and 10% of rgb3 -// z_mix[i] = 0.3f*z1[i] + 0.6f*z2[i] + 0.1f*z3[i]; -// } -// -// mixbox_latent_to_rgb(z_mix, &r, &g, &b); -// -// PIGMENT COLORS -// -// Cadmium Yellow 254, 236, 0 -// Hansa Yellow 252, 211, 0 -// Cadmium Orange 255, 105, 0 -// Cadmium Red 255, 39, 2 -// Quinacridone Magenta 128, 2, 46 -// Cobalt Violet 78, 0, 66 -// Ultramarine Blue 25, 0, 89 -// Cobalt Blue 0, 33, 133 -// Phthalo Blue 13, 27, 68 -// Phthalo Green 0, 60, 50 -// Permanent Green 7, 109, 22 -// Sap Green 107, 148, 4 -// Burnt Sienna 123, 72, 0 -// -// LICENSING -// -// If you want to obtain commercial license, please -// contact us at: mixbox@scrtwpns.com -// - -#ifndef MIXBOX_H_ -#define MIXBOX_H_ - -#ifdef __cplusplus -extern "C" { -#endif - -#define MIXBOX_LATENT_SIZE 7 - -typedef float mixbox_latent[MIXBOX_LATENT_SIZE]; - -void mixbox_lerp(unsigned char r1, unsigned char g1, unsigned char b1, - unsigned char r2, unsigned char g2, unsigned char b2, - float t, - unsigned char* out_r, unsigned char* out_g, unsigned char* out_b); - -void mixbox_lerp_float(float r1, float g1, float b1, - float r2, float g2, float b2, - float t, - float* out_r, float* out_g, float* out_b); - -void mixbox_lerp_linear_float(float r1, float g1, float b1, - float r2, float g2, float b2, - float t, - float* out_r, float* out_g, float* out_b); - -void mixbox_rgb_to_latent(unsigned char r, unsigned char g, unsigned char b, mixbox_latent out_latent); -void mixbox_latent_to_rgb(mixbox_latent latent, unsigned char* out_r, unsigned char* out_g, unsigned char* out_b); - -void mixbox_float_rgb_to_latent(float r, float g, float b, mixbox_latent out_latent); -void mixbox_latent_to_float_rgb(mixbox_latent latent, float* out_r, float* out_g, float* out_b); - -void mixbox_linear_float_rgb_to_latent(float r, float g, float b, mixbox_latent out_latent); -void mixbox_latent_to_linear_float_rgb(mixbox_latent latent, float* out_r, float* out_g, float* out_b); - -#ifdef __cplusplus -} -#endif - -#endif diff --git a/csharp/Mixbox.cs b/csharp/Mixbox.cs deleted file mode 100644 index 135dac0..0000000 --- a/csharp/Mixbox.cs +++ /dev/null @@ -1,688 +0,0 @@ -// ========================================================== -// MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -// License: Creative Commons Attribution-NonCommercial 4.0 -// Authors: Sarka Sochorova and Ondrej Jamriska -// ========================================================== -// -// BASIC USAGE -// -// int colorMix = Mixbox.Lerp(color1, color2, t); -// -// MULTI-COLOR MIXING -// -// MixboxLatent z1 = Mixbox.RGBToLatent(color1); -// MixboxLatent z2 = Mixbox.RGBToLatent(color2); -// MixboxLatent z3 = Mixbox.RGBToLatent(color3); -// -// MixboxLatent zMix = (0.3f*z1 + // 30% of color1 -// 0.6f*z2 + // 60% of color2 -// 0.1f*z3); // 10% of color3 -// -// int colorMix = Mixbox.LatentToRGB(zMix); -// -// PIGMENT COLORS -// -// Cadmium Yellow 254, 236, 0 -// Hansa Yellow 252, 211, 0 -// Cadmium Orange 255, 105, 0 -// Cadmium Red 255, 39, 2 -// Quinacridone Magenta 128, 2, 46 -// Cobalt Violet 78, 0, 66 -// Ultramarine Blue 25, 0, 89 -// Cobalt Blue 0, 33, 133 -// Phthalo Blue 13, 27, 68 -// Phthalo Green 0, 60, 50 -// Permanent Green 7, 109, 22 -// Sap Green 107, 148, 4 -// Burnt Sienna 123, 72, 0 -// -// LICENSING -// -// If you want to obtain commercial license, please -// contact us at: mixbox@scrtwpns.com -// - -using System; -using System.Globalization; -using System.Collections.Generic; -using System.Runtime.CompilerServices; - -namespace Scrtwpns.Mixbox -{ - public static class Mixbox - { - public static int Lerp(int color1, int color2, float t) - { - int colorMix = LatentToRGB((1.0f-t)*RGBToLatent(color1) + t*RGBToLatent(color2)); - - float alpha1 = (color1 >> 24) & 0xFF; - float alpha2 = (color2 >> 24) & 0xFF; - int alphaMix = Clamp0255((int)Math.Round((1.0f-t)*alpha1 + t*alpha2)); - - return (alphaMix << 24) | (colorMix & 0xFFFFFF); - } - - public static int[] Lerp(int[] color1, int[] color2, float t) - { - int colorMix = LatentToRGB((1.0f-t)*RGBToLatent(color1) + t*RGBToLatent(color2)); - - if (color1.Length == 3 && color2.Length == 3) - { - return new int[] { (colorMix >> 16) & 0xFF, (colorMix >> 8) & 0xFF, colorMix & 0xFF }; - } - - int alpha1 = color1.Length > 3 ? color1[3] : 255; - int alpha2 = color2.Length > 3 ? color2[3] : 255; - int alphaMix = Clamp0255((int)Math.Round((1.0f-t)*alpha1 + t*alpha2)); - - return new int[] { (colorMix >> 16) & 0xFF, (colorMix >> 8) & 0xFF, colorMix & 0xFF, alphaMix }; - } - - public static float[] LerpFloat(float[] color1, float[] color2, float t) - { - float[] colorMix = LatentToFloatRGB((1.0f-t)*FloatRGBToLatent(color1) + t*FloatRGBToLatent(color2)); - - if (color1.Length == 3 && color2.Length == 3) return colorMix; - - float alpha1 = color1.Length > 3 ? color1[3] : 1.0f; - float alpha2 = color2.Length > 3 ? color2[3] : 1.0f; - float alphaMix = (1.0f-t)*alpha1 + t*alpha2; - - return new float[] { colorMix[0], colorMix[1], colorMix[2], alphaMix }; - } - - public static float[] LerpLinearFloat(float[] color1, float[] color2, float t) - { - float[] colorMix = LatentToLinearFloatRGB((1.0f-t)*LinearFloatRGBToLatent(color1) + t*LinearFloatRGBToLatent(color2)); - - if (color1.Length == 3 && color2.Length == 3) return colorMix; - - float alpha1 = color1.Length > 3 ? color1[3] : 1.0f; - float alpha2 = color2.Length > 3 ? color2[3] : 1.0f; - float alphaMix = (1.0f-t)*alpha1 + t*alpha2; - - return new float[] { colorMix[0], colorMix[1], colorMix[2], alphaMix }; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent RGBToLatent(int r, int g, int b) - { - return FloatRGBToLatent(((float)r) / 255.0f, ((float)g) / 255.0f, ((float)b) / 255.0f); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent RGBToLatent(int[] rgb) - { - return RGBToLatent(rgb[0], rgb[1], rgb[2]); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent RGBToLatent(int color) - { - return RGBToLatent((color >> 16) & 0xFF, (color >> 8) & 0xFF, color & 0xFF); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static int LatentToRGB(MixboxLatent latent) - { - float[] rgb = EvalPolynomial(latent.c0, latent.c1, latent.c2, latent.c3); - return (int)(0xFF000000 | - (((uint)Math.Round(Clamp01(rgb[0] + latent.rR) * 255.0f)) << 16) | - (((uint)Math.Round(Clamp01(rgb[1] + latent.rG) * 255.0f)) << 8) | - (((uint)Math.Round(Clamp01(rgb[2] + latent.rB) * 255.0f)) )); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent FloatRGBToLatent(float r, float g, float b) - { - r = Clamp01(r); - g = Clamp01(g); - b = Clamp01(b); - - float x = r * 63.0f; - float y = g * 63.0f; - float z = b * 63.0f; - - int ix = (int)x; - int iy = (int)y; - int iz = (int)z; - - float tx = x - (float)ix; - float ty = y - (float)iy; - float tz = z - (float)iz; - - int xyz = (ix + iy * 64 + iz * 64 * 64) & 0x3FFFF; - - float c0 = 0.0f; - float c1 = 0.0f; - float c2 = 0.0f; - - float w = 0.0f; - w = (1.0f-tx)*(1.0f-ty)*(1.0f-tz); c0 += w*Lut[xyz+ 192]; c1 += w*Lut[xyz+262336]; c2 += w*Lut[xyz+524480]; - w = ( tx)*(1.0f-ty)*(1.0f-tz); c0 += w*Lut[xyz+ 193]; c1 += w*Lut[xyz+262337]; c2 += w*Lut[xyz+524481]; - w = (1.0f-tx)*( ty)*(1.0f-tz); c0 += w*Lut[xyz+ 256]; c1 += w*Lut[xyz+262400]; c2 += w*Lut[xyz+524544]; - w = ( tx)*( ty)*(1.0f-tz); c0 += w*Lut[xyz+ 257]; c1 += w*Lut[xyz+262401]; c2 += w*Lut[xyz+524545]; - w = (1.0f-tx)*(1.0f-ty)*( tz); c0 += w*Lut[xyz+4288]; c1 += w*Lut[xyz+266432]; c2 += w*Lut[xyz+528576]; - w = ( tx)*(1.0f-ty)*( tz); c0 += w*Lut[xyz+4289]; c1 += w*Lut[xyz+266433]; c2 += w*Lut[xyz+528577]; - w = (1.0f-tx)*( ty)*( tz); c0 += w*Lut[xyz+4352]; c1 += w*Lut[xyz+266496]; c2 += w*Lut[xyz+528640]; - w = ( tx)*( ty)*( tz); c0 += w*Lut[xyz+4353]; c1 += w*Lut[xyz+266497]; c2 += w*Lut[xyz+528641]; - - c0 /= 255.0f; - c1 /= 255.0f; - c2 /= 255.0f; - - float c3 = 1.0f - (c0 + c1 + c2); - - float[] rgbMix = EvalPolynomial(c0, c1, c2, c3); - - return new MixboxLatent( - c0, - c1, - c2, - c3, - r - rgbMix[0], - g - rgbMix[1], - b - rgbMix[2] - ); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent FloatRGBToLatent(float[] rgb) - { - return FloatRGBToLatent(rgb[0], rgb[1], rgb[2]); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static float[] LatentToFloatRGB(MixboxLatent latent) - { - float[] rgb = EvalPolynomial(latent.c0, latent.c1, latent.c2, latent.c3); - return new float[] - { - Clamp01(rgb[0] + latent.rR), - Clamp01(rgb[1] + latent.rG), - Clamp01(rgb[2] + latent.rB), - }; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent LinearFloatRGBToLatent(float r, float g, float b) - { - return FloatRGBToLatent(LinearToSRGB(r), - LinearToSRGB(g), - LinearToSRGB(b)); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent LinearFloatRGBToLatent(float[] rgb) - { - return LinearFloatRGBToLatent(rgb[0], rgb[1], rgb[2]); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static float[] LatentToLinearFloatRGB(MixboxLatent latent) - { - float[] rgb = LatentToFloatRGB(latent); - return new float[] - { - SRGBToLinear(rgb[0]), - SRGBToLinear(rgb[1]), - SRGBToLinear(rgb[2]), - }; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static float Clamp01(float x) - { - return x < 0.0f ? 0.0f : x > 1.0f ? 1.0f : x; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static int Clamp0255(int x) - { - return x < 0 ? 0 : x > 255 ? 255 : x; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static float SRGBToLinear(float x) - { - return (x >= 0.04045f) ? (float)Math.Pow((x + 0.055f) / 1.055f, 2.4f) : x / 12.92f; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static float LinearToSRGB(float x) - { - return (x >= 0.0031308f) ? 1.055f * ((float)Math.Pow(x,1.0f / 2.4f)) - 0.055f : 12.92f * x; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static float[] EvalPolynomial(float c0, float c1, float c2, float c3) - { - float r = 0.0f; - float g = 0.0f; - float b = 0.0f; - - float c00 = c0 * c0; - float c11 = c1 * c1; - float c22 = c2 * c2; - float c33 = c3 * c3; - float c01 = c0 * c1; - float c02 = c0 * c2; - float c12 = c1 * c2; - - float w = 0.0f; - w = c0 * c00; r += +0.07717053f * w; g += +0.02826978f * w; b += +0.24832992f * w; - w = c1 * c11; r += +0.95912302f * w; g += +0.80256528f * w; b += +0.03561839f * w; - w = c2 * c22; r += +0.74683774f * w; g += +0.04868586f * w; b += +0.00000000f * w; - w = c3 * c33; r += +0.99518138f * w; g += +0.99978149f * w; b += +0.99704802f * w; - w = c00 * c1; r += +0.04819146f * w; g += +0.83363781f * w; b += +0.32515377f * w; - w = c01 * c1; r += -0.68146950f * w; g += +1.46107803f * w; b += +1.06980936f * w; - w = c00 * c2; r += +0.27058419f * w; g += -0.15324870f * w; b += +1.98735057f * w; - w = c02 * c2; r += +0.80478189f * w; g += +0.67093710f * w; b += +0.18424500f * w; - w = c00 * c3; r += -0.35031003f * w; g += +1.37855826f * w; b += +3.68865000f * w; - w = c0 * c33; r += +1.05128046f * w; g += +1.97815239f * w; b += +2.82989073f * w; - w = c11 * c2; r += +3.21607125f * w; g += +0.81270228f * w; b += +1.03384539f * w; - w = c1 * c22; r += +2.78893374f * w; g += +0.41565549f * w; b += -0.04487295f * w; - w = c11 * c3; r += +3.02162577f * w; g += +2.55374103f * w; b += +0.32766114f * w; - w = c1 * c33; r += +2.95124691f * w; g += +2.81201112f * w; b += +1.17578442f * w; - w = c22 * c3; r += +2.82677043f * w; g += +0.79933038f * w; b += +1.81715262f * w; - w = c2 * c33; r += +2.99691099f * w; g += +1.22593053f * w; b += +1.80653661f * w; - w = c01 * c2; r += +1.87394106f * w; g += +2.05027182f * w; b += -0.29835996f * w; - w = c01 * c3; r += +2.56609566f * w; g += +7.03428198f * w; b += +0.62575374f * w; - w = c02 * c3; r += +4.08329484f * w; g += -1.40408358f * w; b += +2.14995522f * w; - w = c12 * c3; r += +6.00078678f * w; g += +2.55552042f * w; b += +1.90739502f * w; - - return new float[] { r, g, b }; - } - - private static readonly byte[] Lut; - - static Mixbox() - { - Lut = ZlibDecoder.Inflate(Convert.FromBase64String("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")).ToArray(); - - for (int i = 0; i < Lut.Length; i++) - { - Lut[i] = (byte)((((i & 63) != 0) ? Lut[i - 1] : 127) + (Lut[i] - 127)); - } - } - } - - public partial struct MixboxLatent : IEquatable, IFormattable - { - public float c0; - public float c1; - public float c2; - public float c3; - public float rR; - public float rG; - public float rB; - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public MixboxLatent(float c0, float c1, float c2, float c3, float rR, float rG, float rB) - { - this.c0 = c0; this.c1 = c1; this.c2 = c2; this.c3 = c3; this.rR = rR; this.rG = rG; this.rB = rB; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent Lerp(MixboxLatent a, MixboxLatent b, float t) - { - return (1.0f-t)*a + t*b; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent operator+(MixboxLatent a, MixboxLatent b) - { - return new MixboxLatent(a.c0 + b.c0, a.c1 + b.c1, a.c2 + b.c2, a.c3 + b.c3, a.rR + b.rR, a.rG + b.rG, a.rB + b.rB); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent operator-(MixboxLatent a, MixboxLatent b) - { - return new MixboxLatent(a.c0 - b.c0, a.c1 - b.c1, a.c2 - b.c2, a.c3 - b.c3, a.rR - b.rR, a.rG - b.rG, a.rB - b.rB); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent operator-(MixboxLatent a) - { - return new MixboxLatent(-a.c0, -a.c1, -a.c2, -a.c3, -a.rR, -a.rG, -a.rB); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent operator*(MixboxLatent a, float d) - { - return new MixboxLatent(a.c0 * d, a.c1 * d, a.c2 * d, a.c3 * d, a.rR * d, a.rG * d, a.rB * d); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent operator*(float d, MixboxLatent a) - { - return new MixboxLatent(a.c0 * d, a.c1 * d, a.c2 * d, a.c3 * d, a.rR * d, a.rG * d, a.rB * d); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public static MixboxLatent operator/(MixboxLatent a, float d) - { - return new MixboxLatent(a.c0 / d, a.c1 / d, a.c2 / d, a.c3 / d, a.rR / d, a.rG / d, a.rB / d); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public override int GetHashCode() - { - return (c0.GetHashCode() ^ (c1.GetHashCode() << 2) ^ (c2.GetHashCode() >> 2) ^ (c3.GetHashCode() >> 1)) ^ - ((rR.GetHashCode() ^ (rG.GetHashCode() << 2) ^ (rB.GetHashCode() >> 2)) << 2); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public override bool Equals(object other) - { - if (!(other is MixboxLatent)) return false; - - return Equals((MixboxLatent)other); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public bool Equals(MixboxLatent other) - { - return c0.Equals(other.c0) && c1.Equals(other.c1) && c2.Equals(other.c2) && c3.Equals(other.c3) && - rR.Equals(other.rR) && rG.Equals(other.rG) && rB.Equals(other.rB); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public override string ToString() - { - return ToString(null, null); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public string ToString(string format) - { - return ToString(format, null); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - public string ToString(string format, IFormatProvider formatProvider) - { - if (string.IsNullOrEmpty(format)) { format = "F2"; } - if (formatProvider == null) { formatProvider = CultureInfo.InvariantCulture.NumberFormat; } - return String.Format( - CultureInfo.InvariantCulture.NumberFormat, - "({0}, {1}, {2}, {3}, {4}, {5}, {6})", - c0.ToString(format, formatProvider), - c1.ToString(format, formatProvider), - c2.ToString(format, formatProvider), - c3.ToString(format, formatProvider), - rR.ToString(format, formatProvider), - rG.ToString(format, formatProvider), - rB.ToString(format, formatProvider) - ); - } - } - - internal class ZlibDecoder - { - public static List Inflate(IList compressed) - { - return new ZlibDecoder { input = compressed }.Inflate(); - } - - private const int fastBits = 9; - private const int fastMask = ((1 << fastBits) - 1); - - private static readonly int[] DistExtra = new[] - { - 0, 0, 0, 0, 1, 1, 2, 2, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, - 10, 10, 11, 11, 12, 12, 13, 13 - }; - - private static readonly int[] LengthBase = new[] - { - 3, 4, 5, 6, 7, 8, 9, 10, 11, 13, - 15, 17, 19, 23, 27, 31, 35, 43, 51, 59, - 67, 83, 99, 115, 131, 163, 195, 227, 258, 0, 0 - }; - - private static readonly int[] LengthExtra = new[] - { - 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, - 4, 4, 4, 5, 5, 5, 5, 0, 0, 0 - }; - - private static readonly int[] DistBase = new[] - { - 1, 2, 3, 4, 5, 7, 9, 13, 17, 25, 33, 49, 65, 97, 129, 193, - 257, 385, 513, 769, 1025, 1537, 2049, 3073, 4097, 6145, 8193, - 12289, 16385, 24577, 0, 0 - }; - - private static readonly int[] LengthDezigzag = new[] - { - 16, 17, 18, 0, 8, 7, 9, 6, 10, 5, 11, 4, 12, 3, 13, 2, 14, 1, 15 - }; - - private List output; - private UInt32 codeBuffer; - private int numBits; - - private Huffman distance; - private Huffman length; - - private int inPos; - private IList input; - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static int BitReverse16(int n) - { - n = ((n & 0xAAAA) >> 1) | ((n & 0x5555) << 1); - n = ((n & 0xCCCC) >> 2) | ((n & 0x3333) << 2); - n = ((n & 0xF0F0) >> 4) | ((n & 0x0F0F) << 4); - n = ((n & 0xFF00) >> 8) | ((n & 0x00FF) << 8); - return n; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static int BitReverse(int v, int bits) - { - return BitReverse16(v) >> (16 - bits); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private int Get8() - { - return inPos >= input.Count ? 0 : input[inPos++]; - } - - private void FillBits() - { - do - { - codeBuffer |= (uint)(Get8() << numBits); - numBits += 8; - } while (numBits <= 24); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private uint Receive(int n) - { - if (numBits < n) FillBits(); - var k = (uint)(codeBuffer & ((1 << n) - 1)); - codeBuffer >>= n; - numBits -= n; - return k; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private int HuffmanDecode(Huffman z) - { - int s; - if (numBits < 16) FillBits(); - int b = z.Fast[codeBuffer & fastMask]; - if (b < 0xFFFF) - { - s = z.Size[b]; - codeBuffer >>= s; - numBits -= s; - return z.Value[b]; - } - - int k = BitReverse((int) codeBuffer, 16); - for (s = fastBits + 1;; ++s) - { - if (k < z.MaxCode[s]) break; - } - if (s == 16) return -1; - - b = (k >> (16 - s)) - z.FirstCode[s] + z.FirstSymbol[s]; - - codeBuffer >>= s; - numBits -= s; - return z.Value[b]; - } - - private void ParseHuffmanBlock() - { - for (;;) - { - int z = HuffmanDecode(length); - if (z < 256) - { - output.Add((byte)z); - } - else - { - if (z == 256) return; - z -= 257; - int len = LengthBase[z]; - if (LengthExtra[z] != 0) { len += (int)Receive(LengthExtra[z]); } - z = HuffmanDecode(distance); - int dist = DistBase[z]; - if (DistExtra[z] != 0) { dist += (int)Receive(DistExtra[z]); } - dist = output.Count - dist; - for (int i = 0; i < len; i++, dist++) { output.Add(output[dist]); } - } - } - } - - private void ComputeHuffmanCodes() - { - var lenCodes = new byte[286 + 32 + 137]; - var codeLengthSizes = new byte[19]; - - uint hlit = Receive(5) + 257; - uint hdist = Receive(5) + 1; - uint hclen = Receive(4) + 4; - - for (int i = 0; i < hclen; i++) - { - codeLengthSizes[LengthDezigzag[i]] = (byte)Receive(3); - } - - var codeLength = new Huffman(new ArraySegment(codeLengthSizes)); - - int n = 0; - while (n < hlit + hdist) - { - int c = HuffmanDecode(codeLength); - if (c < 16) - { - lenCodes[n++] = (byte)c; - } - else if (c == 16) - { - c = (int)Receive(2) + 3; - for (int i = 0; i < c; i++) lenCodes[n + i] = lenCodes[n - 1]; - n += c; - } - else if (c == 17) - { - c = (int)Receive(3) + 3; - for (int i = 0; i < c; i++) lenCodes[n + i] = 0; - n += c; - } - else - { - c = (int)Receive(7) + 11; - for (int i = 0; i < c; i++) lenCodes[n + i] = 0; - n += c; - } - } - - length = new Huffman(new ArraySegment(lenCodes, 0, (int)hlit)); - distance = new Huffman(new ArraySegment(lenCodes, (int)hlit, (int)hdist)); - } - - private List Inflate() - { - output = new List(); - numBits = 0; - codeBuffer = 0; - - bool final; - do - { - final = Receive(1) != 0; - var type = (int)Receive(2); - ComputeHuffmanCodes(); - ParseHuffmanBlock(); - } while (!final); - - for (int i = 0; i < 4161; i++) { output.Add(0); } - - return output; - } - - private class Huffman - { - public readonly UInt16[] Fast = new UInt16[1 << fastBits]; - public readonly UInt16[] FirstCode = new UInt16[16]; - public readonly UInt16[] FirstSymbol = new UInt16[16]; - public readonly int[] MaxCode = new int[17]; - public readonly Byte[] Size = new Byte[288]; - public readonly UInt16[] Value = new UInt16[288]; - - public Huffman(ArraySegment sizeList) - { - var nextCode = new int[16]; - var sizes = new int[17]; - - for (int i = 0; i < Fast.Length; i++) { Fast[i] = 0xFFFF; } - for (int i = 0; i < sizeList.Count; i++) { ++sizes[sizeList.Array[i + sizeList.Offset]]; } - - sizes[0] = 0; - int code = 0; - int k = 0; - for (int i = 1; i < 16; i++) - { - nextCode[i] = code; - FirstCode[i] = (UInt16)code; - FirstSymbol[i] = (UInt16)k; - code = (code + sizes[i]); - MaxCode[i] = code << (16 - i); - code <<= 1; - k += sizes[i]; - } - MaxCode[16] = 0x10000; - - for (int i = 0; i < sizeList.Count; i++) - { - int s = sizeList.Array[i + sizeList.Offset]; - if (s != 0) - { - int c = nextCode[s] - FirstCode[s] + FirstSymbol[s]; - Size[c] = (byte)s; - Value[c] = (UInt16)i; - if (s <= fastBits) - { - int j = BitReverse(nextCode[s], s); - while (j < (1 << fastBits)) - { - Fast[j] = (UInt16)c; - j += (1 << s); - } - } - ++nextCode[s]; - } - } - } - } - } -} diff --git a/csharp/Mixbox.csproj b/csharp/Mixbox.csproj deleted file mode 100644 index c711d09..0000000 --- a/csharp/Mixbox.csproj +++ /dev/null @@ -1,10 +0,0 @@ - - - netstandard2.0 - Mixbox - 2.0.0 - Pigment-Based Color Mixing - Secret Weapons - Copyright (c) Secret Weapons 2022 - - diff --git a/csharp/README.md b/csharp/README.md deleted file mode 100644 index 1539581..0000000 --- a/csharp/README.md +++ /dev/null @@ -1,62 +0,0 @@ -# Mixbox for C# - -Install Mixbox from the NuGet package: [`https://www.nuget.org/packages/Mixbox/2.0.0`](https://www.nuget.org/packages/Mixbox/2.0.0) - -## Usage - -```csharp -using System.Drawing; -using Scrtwpns.Mixbox; - -public class HelloMixbox -{ - public static void Main(string[] args) - { - Color color1 = Color.FromArgb(0, 33, 133); // blue - Color color2 = Color.FromArgb(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - Color colorMix = Color.FromArgb(Mixbox.Lerp(color1.ToArgb(), color2.ToArgb(), t)); - - System.Console.WriteLine(colorMix); - } -} -``` - -## Mixing Multiple Colors - -```csharp -Color MixThree(Color color1, Color color2, Color color3) -{ - MixboxLatent z1 = Mixbox.RGBToLatent(color1.ToArgb()); - MixboxLatent z2 = Mixbox.RGBToLatent(color2.ToArgb()); - MixboxLatent z3 = Mixbox.RGBToLatent(color3.ToArgb()); - - // mix 30% of color1, 60% of color2, and 10% of color3 - MixboxLatent zMix = 0.3f*z1 + 0.6f*z2 + 0.1f*z3; - - return Color.FromArgb(Mixbox.LatentToRGB(zMix)); -} -``` - -## Pigment Colors -| Pigment | | RGB | Float RGB | Linear RGB | -| --- | --- |:----:|:----:|:----:| -| Cadmium Yellow | | 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | -| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | -| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | -| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | -| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | -| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | -| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | -| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | -| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | -| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | -| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | -| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | -| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | - -## License -Copyright (c) 2022, Secret Weapons. All rights reserved.
-Mixbox is provided under the CC BY-NC 4.0 license for non-commercial use only.
-If you want to obtain commercial license, please contact: mixbox@scrtwpns.com diff --git a/csharp/examples/HelloMixbox.cs b/csharp/examples/HelloMixbox.cs deleted file mode 100644 index 9efaa56..0000000 --- a/csharp/examples/HelloMixbox.cs +++ /dev/null @@ -1,16 +0,0 @@ -using System.Drawing; -using Scrtwpns.Mixbox; - -public class HelloMixbox -{ - public static void Main(string[] args) - { - Color color1 = Color.FromArgb(0, 33, 133); // blue - Color color2 = Color.FromArgb(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - Color colorMix = Color.FromArgb(Mixbox.Lerp(color1.ToArgb(), color2.ToArgb(), t)); - - System.Console.WriteLine(colorMix); - } -} diff --git a/csharp/examples/HelloMixbox.csproj b/csharp/examples/HelloMixbox.csproj deleted file mode 100644 index af772fd..0000000 --- a/csharp/examples/HelloMixbox.csproj +++ /dev/null @@ -1,12 +0,0 @@ - - - - Exe - net5.0 - - - - - - - diff --git a/godot/README.md b/godot/README.md deleted file mode 100644 index 6784d78..0000000 --- a/godot/README.md +++ /dev/null @@ -1,90 +0,0 @@ -# Mixbox for Godot -```gdscript -var Mixbox = preload("res://addons/mixbox/mixbox.gd") - -var color1 = Color(0.0, 0.129, 0.522) # blue -var color2 = Color(0.988, 0.827, 0.0) # yellow -var t = 0.5 # mixing ratio - -var color_mix = Mixbox.lerp(color1, color2, t) - -print(color_mix) -``` - -## Mixing Multiple Colors -```gdscript -var z1 = Mixbox.rgb_to_latent(color1) -var z2 = Mixbox.rgb_to_latent(color2) -var z3 = Mixbox.rgb_to_latent(color3) - -var z_mix = [] -z_mix.resize(Mixbox.LATENT_SIZE) - -for i in z_mix.size(): # mix together: - z_mix[i] = (0.3*z1[i] + # 30% of color1 - 0.6*z2[i] + # 60% of color2 - 0.1*z3[i]) # 10% of color3 - -var color_mix = Mixbox.latent_to_rgb(z_mix) -``` - -# Shader -```c++ -shader_type canvas_item; - -uniform sampler2D mixbox_lut; // attach "addons/mixbox/mixbox_lut.png" here - -uniform vec4 color1 : hint_color = vec4(0.0, 0.129, 0.522, 1.0); // blue -uniform vec4 color2 : hint_color = vec4(0.988, 0.827, 0.0, 1.0); // yellow - -// #include only works in Godot 4, if you are on Godot 3.X -// you will need to paste the Mixbox code here manually. -#include "addons/mixbox/mixbox.gdshaderinc" - -void fragment() { - COLOR = mixbox_lerp(color1, color2, UV.x); -} -``` -

- -

- -## Mixing Multiple Colors - -```glsl -mat3 z1 = mixbox_rgb_to_latent(color1.rgb); -mat3 z2 = mixbox_rgb_to_latent(color2.rgb); -mat3 z3 = mixbox_rgb_to_latent(color3.rgb); - -// mix together 30% of color1, 60% of color2, and 10% of color3 -mat3 z_mix = 0.3*z1 + 0.6*z2 + 0.1*z3; - -vec3 rgb_mix = mixbox_latent_to_rgb(z_mix); -``` - -# VisualShader -

- -

- -## Pigment Colors -| Pigment | | RGB | Float RGB | Linear RGB | -| --- | --- |:----:|:----:|:----:| -| Cadmium Yellow | | 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | -| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | -| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | -| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | -| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | -| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | -| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | -| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | -| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | -| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | -| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | -| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | -| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | - -## License -Copyright (c) 2022, Secret Weapons. All rights reserved.
-Mixbox is provided under the CC BY-NC 4.0 license for non-commercial use only.
-If you want to obtain commercial license, please contact: mixbox@scrtwpns.com diff --git a/godot/addons/mixbox/mixbox.gd b/godot/addons/mixbox/mixbox.gd deleted file mode 100644 index e1ead2b..0000000 --- a/godot/addons/mixbox/mixbox.gd +++ /dev/null @@ -1,198 +0,0 @@ -# ========================================================== -# MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -# License: Creative Commons Attribution-NonCommercial 4.0 -# Authors: Sarka Sochorova and Ondrej Jamriska -# ========================================================== -# -# BASIC USAGE -# -# var color_mix = Mixbox.lerp(color1, color2, t) -# -# MULTI-COLOR MIXING -# -# var z1 = Mixbox.rgb_to_latent(color1) -# var z2 = Mixbox.rgb_to_latent(color2) -# var z3 = Mixbox.rgb_to_latent(color3) -# -# var z_mix = [] -# z_mix.resize(Mixbox.LATENT_SIZE) -# -# for i in z_mix.size(): # mix together: -# z_mix[i] = (0.3*z1[i] + # 30% of color1 -# 0.6*z2[i] + # 60% of color2 -# 0.1*z3[i]) # 10% of color3 -# -# var color_mix = Mixbox.latent_to_rgb(z_mix) -# -# PIGMENT COLORS -# -# Cadmium Yellow 0.996, 0.925, 0.000 -# Hansa Yellow 0.988, 0.827, 0.000 -# Cadmium Orange 1.000, 0.412, 0.000 -# Cadmium Red 1.000, 0.153, 0.008 -# Quinacridone Magenta 0.502, 0.008, 0.180 -# Cobalt Violet 0.306, 0.000, 0.259 -# Ultramarine Blue 0.098, 0.000, 0.349 -# Cobalt Blue 0.000, 0.129, 0.522 -# Phthalo Blue 0.051, 0.106, 0.267 -# Phthalo Green 0.000, 0.235, 0.196 -# Permanent Green 0.027, 0.427, 0.086 -# Sap Green 0.420, 0.580, 0.016 -# Burnt Sienna 0.482, 0.282, 0.000 -# -# LICENSING -# -# If you want to obtain commercial license, please -# contact us at: mixbox@scrtwpns.com -# - -const lut = preload("mixbox.res").__data__ - -const LATENT_SIZE = 7 - -static func clamp01(value : float) -> float: - return clamp(value, 0.0, 1.0) - -static func eval_polynomial(c0 : float, c1 : float, c2 : float, c3 : float) -> Color: - var r = 0.0 - var g = 0.0 - var b = 0.0 - - var c00 = c0 * c0 - var c11 = c1 * c1 - var c22 = c2 * c2 - var c33 = c3 * c3 - var c01 = c0 * c1 - var c02 = c0 * c2 - var c12 = c1 * c2 - - var w = 0.0 - w = c0*c00; r += +0.07717053*w; g += +0.02826978*w; b += +0.24832992*w; - w = c1*c11; r += +0.95912302*w; g += +0.80256528*w; b += +0.03561839*w; - w = c2*c22; r += +0.74683774*w; g += +0.04868586*w; b += +0.00000000*w; - w = c3*c33; r += +0.99518138*w; g += +0.99978149*w; b += +0.99704802*w; - w = c00*c1; r += +0.04819146*w; g += +0.83363781*w; b += +0.32515377*w; - w = c01*c1; r += -0.68146950*w; g += +1.46107803*w; b += +1.06980936*w; - w = c00*c2; r += +0.27058419*w; g += -0.15324870*w; b += +1.98735057*w; - w = c02*c2; r += +0.80478189*w; g += +0.67093710*w; b += +0.18424500*w; - w = c00*c3; r += -0.35031003*w; g += +1.37855826*w; b += +3.68865000*w; - w = c0*c33; r += +1.05128046*w; g += +1.97815239*w; b += +2.82989073*w; - w = c11*c2; r += +3.21607125*w; g += +0.81270228*w; b += +1.03384539*w; - w = c1*c22; r += +2.78893374*w; g += +0.41565549*w; b += -0.04487295*w; - w = c11*c3; r += +3.02162577*w; g += +2.55374103*w; b += +0.32766114*w; - w = c1*c33; r += +2.95124691*w; g += +2.81201112*w; b += +1.17578442*w; - w = c22*c3; r += +2.82677043*w; g += +0.79933038*w; b += +1.81715262*w; - w = c2*c33; r += +2.99691099*w; g += +1.22593053*w; b += +1.80653661*w; - w = c01*c2; r += +1.87394106*w; g += +2.05027182*w; b += -0.29835996*w; - w = c01*c3; r += +2.56609566*w; g += +7.03428198*w; b += +0.62575374*w; - w = c02*c3; r += +4.08329484*w; g += -1.40408358*w; b += +2.14995522*w; - w = c12*c3; r += +6.00078678*w; g += +2.55552042*w; b += +1.90739502*w; - - return Color(r, g, b) - -static func rgb_to_latent(color : Color) -> Array: - var r = clamp01(color.r) - var g = clamp01(color.g) - var b = clamp01(color.b) - - var x = r * 63.0 - var y = g * 63.0 - var z = b * 63.0 - - var ix = int(x) - var iy = int(y) - var iz = int(z) - - var tx = x - ix - var ty = y - iy - var tz = z - iz - - var xyz = ix + iy*64 + iz*64*64 - - var c0 = 0.0 - var c1 = 0.0 - var c2 = 0.0 - - var w = 0.0 - w = (1.0-tx)*(1.0-ty)*(1.0-tz); c0 += w*lut[xyz+ 192]; c1 += w*lut[xyz+262336]; c2 += w*lut[xyz+524480]; - w = ( tx)*(1.0-ty)*(1.0-tz); c0 += w*lut[xyz+ 193]; c1 += w*lut[xyz+262337]; c2 += w*lut[xyz+524481]; - w = (1.0-tx)*( ty)*(1.0-tz); c0 += w*lut[xyz+ 256]; c1 += w*lut[xyz+262400]; c2 += w*lut[xyz+524544]; - w = ( tx)*( ty)*(1.0-tz); c0 += w*lut[xyz+ 257]; c1 += w*lut[xyz+262401]; c2 += w*lut[xyz+524545]; - w = (1.0-tx)*(1.0-ty)*( tz); c0 += w*lut[xyz+4288]; c1 += w*lut[xyz+266432]; c2 += w*lut[xyz+528576]; - w = ( tx)*(1.0-ty)*( tz); c0 += w*lut[xyz+4289]; c1 += w*lut[xyz+266433]; c2 += w*lut[xyz+528577]; - w = (1.0-tx)*( ty)*( tz); c0 += w*lut[xyz+4352]; c1 += w*lut[xyz+266496]; c2 += w*lut[xyz+528640]; - w = ( tx)*( ty)*( tz); c0 += w*lut[xyz+4353]; c1 += w*lut[xyz+266497]; c2 += w*lut[xyz+528641]; - - c0 /= 255.0 - c1 /= 255.0 - c2 /= 255.0 - - var c3 = 1.0 - (c0 + c1 + c2) - - var c00 = c0 * c0 - var c11 = c1 * c1 - var c22 = c2 * c2 - var c33 = c3 * c3 - var c01 = c0 * c1 - var c02 = c0 * c2 - var c12 = c1 * c2 - - var rmix = 0.0 - var gmix = 0.0 - var bmix = 0.0 - - w = c0*c00; rmix += +0.07717053*w; gmix += +0.02826978*w; bmix += +0.24832992*w; - w = c1*c11; rmix += +0.95912302*w; gmix += +0.80256528*w; bmix += +0.03561839*w; - w = c2*c22; rmix += +0.74683774*w; gmix += +0.04868586*w; bmix += +0.00000000*w; - w = c3*c33; rmix += +0.99518138*w; gmix += +0.99978149*w; bmix += +0.99704802*w; - w = c00*c1; rmix += +0.04819146*w; gmix += +0.83363781*w; bmix += +0.32515377*w; - w = c01*c1; rmix += -0.68146950*w; gmix += +1.46107803*w; bmix += +1.06980936*w; - w = c00*c2; rmix += +0.27058419*w; gmix += -0.15324870*w; bmix += +1.98735057*w; - w = c02*c2; rmix += +0.80478189*w; gmix += +0.67093710*w; bmix += +0.18424500*w; - w = c00*c3; rmix += -0.35031003*w; gmix += +1.37855826*w; bmix += +3.68865000*w; - w = c0*c33; rmix += +1.05128046*w; gmix += +1.97815239*w; bmix += +2.82989073*w; - w = c11*c2; rmix += +3.21607125*w; gmix += +0.81270228*w; bmix += +1.03384539*w; - w = c1*c22; rmix += +2.78893374*w; gmix += +0.41565549*w; bmix += -0.04487295*w; - w = c11*c3; rmix += +3.02162577*w; gmix += +2.55374103*w; bmix += +0.32766114*w; - w = c1*c33; rmix += +2.95124691*w; gmix += +2.81201112*w; bmix += +1.17578442*w; - w = c22*c3; rmix += +2.82677043*w; gmix += +0.79933038*w; bmix += +1.81715262*w; - w = c2*c33; rmix += +2.99691099*w; gmix += +1.22593053*w; bmix += +1.80653661*w; - w = c01*c2; rmix += +1.87394106*w; gmix += +2.05027182*w; bmix += -0.29835996*w; - w = c01*c3; rmix += +2.56609566*w; gmix += +7.03428198*w; bmix += +0.62575374*w; - w = c02*c3; rmix += +4.08329484*w; gmix += -1.40408358*w; bmix += +2.14995522*w; - w = c12*c3; rmix += +6.00078678*w; gmix += +2.55552042*w; bmix += +1.90739502*w; - - return [ - c0, - c1, - c2, - c3, - r - rmix, - g - gmix, - b - bmix, - ] - -static func latent_to_rgb(latent) -> Color: - var rgb = eval_polynomial(latent[0], latent[1], latent[2], latent[3]) - return Color( - clamp01(rgb.r + latent[4]), - clamp01(rgb.g + latent[5]), - clamp01(rgb.b + latent[6]) - ); - -static func lerp(color1 : Color, color2 : Color, t : float) -> Color: - var latent1 = rgb_to_latent(color1) - var latent2 = rgb_to_latent(color2) - - var latent_mix = [] - - latent_mix.resize(LATENT_SIZE) - - for i in latent_mix.size(): - latent_mix[i] = (1.0-t)*latent1[i] + t*latent2[i] - - var color_mix = latent_to_rgb(latent_mix) - - color_mix.a = (1.0-t)*color1.a + t*color2.a - - return color_mix diff --git a/godot/addons/mixbox/mixbox.gdshader b/godot/addons/mixbox/mixbox.gdshader deleted file mode 100644 index d28ed5e..0000000 --- a/godot/addons/mixbox/mixbox.gdshader +++ /dev/null @@ -1,121 +0,0 @@ -// ========================================================== -// MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -// License: Creative Commons Attribution-NonCommercial 4.0 -// Authors: Sarka Sochorova and Ondrej Jamriska -// ========================================================== -// -// BASIC USAGE -// -// vec3 rgb = mixbox_lerp(rgb1, rgb2, t); -// -// MULTI-COLOR MIXING -// -// mat3 z1 = mixbox_rgb_to_latent(rgb1); -// mat3 z2 = mixbox_rgb_to_latent(rgb2); -// mat3 z3 = mixbox_rgb_to_latent(rgb3); -// -// // mix 30% of rgb1, 60% of rgb2, and 10% of rgb3 -// mat3 z_mix = 0.3*z1 + 0.6*z2 + 0.1*z3; -// -// vec3 rgb_mix = mixbox_latent_to_rgb(z_mix); -// -// PIGMENT COLORS -// -// Cadmium Yellow 0.996, 0.925, 0.000 -// Hansa Yellow 0.988, 0.827, 0.000 -// Cadmium Orange 1.000, 0.412, 0.000 -// Cadmium Red 1.000, 0.153, 0.008 -// Quinacridone Magenta 0.502, 0.008, 0.180 -// Cobalt Violet 0.306, 0.000, 0.259 -// Ultramarine Blue 0.098, 0.000, 0.349 -// Cobalt Blue 0.000, 0.129, 0.522 -// Phthalo Blue 0.051, 0.106, 0.267 -// Phthalo Green 0.000, 0.235, 0.196 -// Permanent Green 0.027, 0.427, 0.086 -// Sap Green 0.420, 0.580, 0.016 -// Burnt Sienna 0.482, 0.282, 0.000 -// -// LICENSING -// -// If you want to obtain commercial license, please -// contact us at: mixbox@scrtwpns.com -// - -shader_type canvas_item; - -uniform sampler2D mixbox_lut; // attach "addons/mixbox/mixbox_lut.png" here - -uniform vec4 color1 : hint_color = vec4(0.0, 0.129, 0.522, 1.0); // blue -uniform vec4 color2 : hint_color = vec4(0.988, 0.827, 0.0, 1.0); // yellow - -vec3 _mixbox_eval_polynomial(vec3 _mixbox_c) { - float _mixbox_c0 = _mixbox_c[0]; - float _mixbox_c1 = _mixbox_c[1]; - float _mixbox_c2 = _mixbox_c[2]; - float _mixbox_c3 = 1.0 - (_mixbox_c0 + _mixbox_c1 + _mixbox_c2); - - float _mixbox_c00 = _mixbox_c0 * _mixbox_c0; - float _mixbox_c11 = _mixbox_c1 * _mixbox_c1; - float _mixbox_c22 = _mixbox_c2 * _mixbox_c2; - float _mixbox_c01 = _mixbox_c0 * _mixbox_c1; - float _mixbox_c02 = _mixbox_c0 * _mixbox_c2; - float _mixbox_c12 = _mixbox_c1 * _mixbox_c2; - float _mixbox_c33 = _mixbox_c3 * _mixbox_c3; - - return ( - (_mixbox_c0 * _mixbox_c00) * vec3(+0.07717053, +0.02826978, +0.24832992) + - (_mixbox_c1 * _mixbox_c11) * vec3(+0.95912302, +0.80256528, +0.03561839) + - (_mixbox_c2 * _mixbox_c22) * vec3(+0.74683774, +0.04868586, +0.00000000) + - (_mixbox_c3 * _mixbox_c33) * vec3(+0.99518138, +0.99978149, +0.99704802) + - (_mixbox_c00 * _mixbox_c1) * vec3(+0.04819146, +0.83363781, +0.32515377) + - (_mixbox_c01 * _mixbox_c1) * vec3(-0.68146950, +1.46107803, +1.06980936) + - (_mixbox_c00 * _mixbox_c2) * vec3(+0.27058419, -0.15324870, +1.98735057) + - (_mixbox_c02 * _mixbox_c2) * vec3(+0.80478189, +0.67093710, +0.18424500) + - (_mixbox_c00 * _mixbox_c3) * vec3(-0.35031003, +1.37855826, +3.68865000) + - (_mixbox_c0 * _mixbox_c33) * vec3(+1.05128046, +1.97815239, +2.82989073) + - (_mixbox_c11 * _mixbox_c2) * vec3(+3.21607125, +0.81270228, +1.03384539) + - (_mixbox_c1 * _mixbox_c22) * vec3(+2.78893374, +0.41565549, -0.04487295) + - (_mixbox_c11 * _mixbox_c3) * vec3(+3.02162577, +2.55374103, +0.32766114) + - (_mixbox_c1 * _mixbox_c33) * vec3(+2.95124691, +2.81201112, +1.17578442) + - (_mixbox_c22 * _mixbox_c3) * vec3(+2.82677043, +0.79933038, +1.81715262) + - (_mixbox_c2 * _mixbox_c33) * vec3(+2.99691099, +1.22593053, +1.80653661) + - (_mixbox_c01 * _mixbox_c2) * vec3(+1.87394106, +2.05027182, -0.29835996) + - (_mixbox_c01 * _mixbox_c3) * vec3(+2.56609566, +7.03428198, +0.62575374) + - (_mixbox_c02 * _mixbox_c3) * vec3(+4.08329484, -1.40408358, +2.14995522) + - (_mixbox_c12 * _mixbox_c3) * vec3(+6.00078678, +2.55552042, +1.90739502)); -} - -mat3 mixbox_rgb_to_latent(vec3 _mixbox_rgb) { - _mixbox_rgb = clamp(_mixbox_rgb, 0.0, 1.0); - - float _mixbox_x = _mixbox_rgb.r * 63.0; - float _mixbox_y = _mixbox_rgb.g * 63.0; - float _mixbox_z = _mixbox_rgb.b * 63.0; - - float _mixbox_iz = floor(_mixbox_z); - - float _mixbox_x0 = mod(_mixbox_iz, 8.0) * 64.0; - float _mixbox_y0 = floor(_mixbox_iz / 8.0) * 64.0; - - float _mixbox_x1 = mod(_mixbox_iz + 1.0, 8.0) * 64.0; - float _mixbox_y1 = floor((_mixbox_iz + 1.0) / 8.0) * 64.0; - - vec2 _mixbox_uv0 = vec2(_mixbox_x0 + _mixbox_x + 0.5, _mixbox_y0 + _mixbox_y + 0.5) / 512.0; - vec2 _mixbox_uv1 = vec2(_mixbox_x1 + _mixbox_x + 0.5, _mixbox_y1 + _mixbox_y + 0.5) / 512.0; - - vec3 _mixbox_c = mix(textureLod(mixbox_lut, _mixbox_uv0, 0.0).rgb, textureLod(mixbox_lut, _mixbox_uv1, 0.0).rgb, _mixbox_z - _mixbox_iz); - - return mat3(_mixbox_c, _mixbox_rgb - _mixbox_eval_polynomial(_mixbox_c), vec3(0.0)); -} - -vec3 mixbox_latent_to_rgb(mat3 _mixbox_latent) { - return clamp(_mixbox_eval_polynomial(_mixbox_latent[0]) + _mixbox_latent[1], 0.0, 1.0); -} - -vec4 mixbox_lerp(vec4 _mixbox_color1, vec4 _mixbox_color2, float _mixbox_t) { - return vec4(mixbox_latent_to_rgb((1.0-_mixbox_t)*mixbox_rgb_to_latent(_mixbox_color1.rgb) + _mixbox_t*mixbox_rgb_to_latent(_mixbox_color2.rgb)), mix(_mixbox_color1.a, _mixbox_color2.a, _mixbox_t)); -} - -void fragment() { - COLOR = mixbox_lerp(color1, color2, UV.x); -} diff --git a/godot/addons/mixbox/mixbox.gdshaderinc b/godot/addons/mixbox/mixbox.gdshaderinc deleted file mode 100644 index dc7c607..0000000 --- a/godot/addons/mixbox/mixbox.gdshaderinc +++ /dev/null @@ -1,110 +0,0 @@ -// ========================================================== -// MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -// License: Creative Commons Attribution-NonCommercial 4.0 -// Authors: Sarka Sochorova and Ondrej Jamriska -// ========================================================== -// -// BASIC USAGE -// -// vec3 rgb = mixbox_lerp(rgb1, rgb2, t); -// -// MULTI-COLOR MIXING -// -// mat3 z1 = mixbox_rgb_to_latent(rgb1); -// mat3 z2 = mixbox_rgb_to_latent(rgb2); -// mat3 z3 = mixbox_rgb_to_latent(rgb3); -// -// // mix 30% of rgb1, 60% of rgb2, and 10% of rgb3 -// mat3 z_mix = 0.3*z1 + 0.6*z2 + 0.1*z3; -// -// vec3 rgb_mix = mixbox_latent_to_rgb(z_mix); -// -// PIGMENT COLORS -// -// Cadmium Yellow 0.996, 0.925, 0.000 -// Hansa Yellow 0.988, 0.827, 0.000 -// Cadmium Orange 1.000, 0.412, 0.000 -// Cadmium Red 1.000, 0.153, 0.008 -// Quinacridone Magenta 0.502, 0.008, 0.180 -// Cobalt Violet 0.306, 0.000, 0.259 -// Ultramarine Blue 0.098, 0.000, 0.349 -// Cobalt Blue 0.000, 0.129, 0.522 -// Phthalo Blue 0.051, 0.106, 0.267 -// Phthalo Green 0.000, 0.235, 0.196 -// Permanent Green 0.027, 0.427, 0.086 -// Sap Green 0.420, 0.580, 0.016 -// Burnt Sienna 0.482, 0.282, 0.000 -// -// LICENSING -// -// If you want to obtain commercial license, please -// contact us at: mixbox@scrtwpns.com -// - -vec3 _mixbox_eval_polynomial(vec3 _mixbox_c) { - float _mixbox_c0 = _mixbox_c[0]; - float _mixbox_c1 = _mixbox_c[1]; - float _mixbox_c2 = _mixbox_c[2]; - float _mixbox_c3 = 1.0 - (_mixbox_c0 + _mixbox_c1 + _mixbox_c2); - - float _mixbox_c00 = _mixbox_c0 * _mixbox_c0; - float _mixbox_c11 = _mixbox_c1 * _mixbox_c1; - float _mixbox_c22 = _mixbox_c2 * _mixbox_c2; - float _mixbox_c01 = _mixbox_c0 * _mixbox_c1; - float _mixbox_c02 = _mixbox_c0 * _mixbox_c2; - float _mixbox_c12 = _mixbox_c1 * _mixbox_c2; - float _mixbox_c33 = _mixbox_c3 * _mixbox_c3; - - return ( - (_mixbox_c0 * _mixbox_c00) * vec3(+0.07717053, +0.02826978, +0.24832992) + - (_mixbox_c1 * _mixbox_c11) * vec3(+0.95912302, +0.80256528, +0.03561839) + - (_mixbox_c2 * _mixbox_c22) * vec3(+0.74683774, +0.04868586, +0.00000000) + - (_mixbox_c3 * _mixbox_c33) * vec3(+0.99518138, +0.99978149, +0.99704802) + - (_mixbox_c00 * _mixbox_c1) * vec3(+0.04819146, +0.83363781, +0.32515377) + - (_mixbox_c01 * _mixbox_c1) * vec3(-0.68146950, +1.46107803, +1.06980936) + - (_mixbox_c00 * _mixbox_c2) * vec3(+0.27058419, -0.15324870, +1.98735057) + - (_mixbox_c02 * _mixbox_c2) * vec3(+0.80478189, +0.67093710, +0.18424500) + - (_mixbox_c00 * _mixbox_c3) * vec3(-0.35031003, +1.37855826, +3.68865000) + - (_mixbox_c0 * _mixbox_c33) * vec3(+1.05128046, +1.97815239, +2.82989073) + - (_mixbox_c11 * _mixbox_c2) * vec3(+3.21607125, +0.81270228, +1.03384539) + - (_mixbox_c1 * _mixbox_c22) * vec3(+2.78893374, +0.41565549, -0.04487295) + - (_mixbox_c11 * _mixbox_c3) * vec3(+3.02162577, +2.55374103, +0.32766114) + - (_mixbox_c1 * _mixbox_c33) * vec3(+2.95124691, +2.81201112, +1.17578442) + - (_mixbox_c22 * _mixbox_c3) * vec3(+2.82677043, +0.79933038, +1.81715262) + - (_mixbox_c2 * _mixbox_c33) * vec3(+2.99691099, +1.22593053, +1.80653661) + - (_mixbox_c01 * _mixbox_c2) * vec3(+1.87394106, +2.05027182, -0.29835996) + - (_mixbox_c01 * _mixbox_c3) * vec3(+2.56609566, +7.03428198, +0.62575374) + - (_mixbox_c02 * _mixbox_c3) * vec3(+4.08329484, -1.40408358, +2.14995522) + - (_mixbox_c12 * _mixbox_c3) * vec3(+6.00078678, +2.55552042, +1.90739502)); -} - -mat3 mixbox_rgb_to_latent(vec3 _mixbox_rgb) { - _mixbox_rgb = clamp(_mixbox_rgb, 0.0, 1.0); - - float _mixbox_x = _mixbox_rgb.r * 63.0; - float _mixbox_y = _mixbox_rgb.g * 63.0; - float _mixbox_z = _mixbox_rgb.b * 63.0; - - float _mixbox_iz = floor(_mixbox_z); - - float _mixbox_x0 = mod(_mixbox_iz, 8.0) * 64.0; - float _mixbox_y0 = floor(_mixbox_iz / 8.0) * 64.0; - - float _mixbox_x1 = mod(_mixbox_iz + 1.0, 8.0) * 64.0; - float _mixbox_y1 = floor((_mixbox_iz + 1.0) / 8.0) * 64.0; - - vec2 _mixbox_uv0 = vec2(_mixbox_x0 + _mixbox_x + 0.5, _mixbox_y0 + _mixbox_y + 0.5) / 512.0; - vec2 _mixbox_uv1 = vec2(_mixbox_x1 + _mixbox_x + 0.5, _mixbox_y1 + _mixbox_y + 0.5) / 512.0; - - vec3 _mixbox_c = mix(textureLod(mixbox_lut, _mixbox_uv0, 0.0).rgb, textureLod(mixbox_lut, _mixbox_uv1, 0.0).rgb, _mixbox_z - _mixbox_iz); - - return mat3(_mixbox_c, _mixbox_rgb - _mixbox_eval_polynomial(_mixbox_c), vec3(0.0)); -} - -vec3 mixbox_latent_to_rgb(mat3 _mixbox_latent) { - return clamp(_mixbox_eval_polynomial(_mixbox_latent[0]) + _mixbox_latent[1], 0.0, 1.0); -} - -vec4 mixbox_lerp(vec4 _mixbox_color1, vec4 _mixbox_color2, float _mixbox_t) { - return vec4(mixbox_latent_to_rgb((1.0-_mixbox_t)*mixbox_rgb_to_latent(_mixbox_color1.rgb) + _mixbox_t*mixbox_rgb_to_latent(_mixbox_color2.rgb)), mix(_mixbox_color1.a, _mixbox_color2.a, _mixbox_t)); -} diff --git a/godot/addons/mixbox/mixbox.res b/godot/addons/mixbox/mixbox.res deleted file mode 100644 index 64ea5d5ffea751bf6cf461f070a62d794df14ea3..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 791240 zcmc${2h^Tbl{WmoZ$Lz`V4JZGv5cc*8~do^C}J5$q$o;JN=O0(LIO$Xgb*MJ0YV@l 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file mode 100644 index 3156b1a..0000000 --- a/godot/addons/mixbox/mixbox_lerp_node.gd +++ /dev/null @@ -1,163 +0,0 @@ -# ========================================================== -# MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -# License: Creative Commons Attribution-NonCommercial 4.0 -# Authors: Sarka Sochorova and Ondrej Jamriska -# ========================================================== -# -# USAGE -# -# VisualShader: Add Node... > Mixbox > MixboxLerp -# -# Inspector: -# Drag file "res://addons/mixbox/mixbox_lut.png" -# to "Material > Shader Param > Mixbox Lut" slot. -# -# PIGMENT COLORS -# -# Cadmium Yellow 0.996, 0.925, 0.000 -# Hansa Yellow 0.988, 0.827, 0.000 -# Cadmium Orange 1.000, 0.412, 0.000 -# Cadmium Red 1.000, 0.153, 0.008 -# Quinacridone Magenta 0.502, 0.008, 0.180 -# Cobalt Violet 0.306, 0.000, 0.259 -# Ultramarine Blue 0.098, 0.000, 0.349 -# Cobalt Blue 0.000, 0.129, 0.522 -# Phthalo Blue 0.051, 0.106, 0.267 -# Phthalo Green 0.000, 0.235, 0.196 -# Permanent Green 0.027, 0.427, 0.086 -# Sap Green 0.420, 0.580, 0.016 -# Burnt Sienna 0.482, 0.282, 0.000 -# -# LICENSING -# -# If you want to obtain commercial license, please -# contact us at: mixbox@scrtwpns.com -# - -tool -extends VisualShaderNodeCustom -class_name VisualShaderNodeMixboxLerp - -func _init(): - set_input_port_default_value(0, Vector3(0.0, 0.129, 0.522)) - set_input_port_default_value(1, Vector3(0.988, 0.827, 0.0)) - set_input_port_default_value(2, 0.5) - -func _get_name(): - return "MixboxLerp" - -func _get_category(): - return "Mixbox" - -func _get_description(): - return "Mixbox" - -func _get_return_icon_type(): - return VisualShaderNode.PORT_TYPE_VECTOR - -func _get_input_port_count(): - return 3 - -func _get_input_port_name(port): - match port: - 0: - return "a" - 1: - return "b" - 2: - return "t" - -func _get_input_port_type(port): - match port: - 0: - return VisualShaderNode.PORT_TYPE_VECTOR - 1: - return VisualShaderNode.PORT_TYPE_VECTOR - 2: - return VisualShaderNode.PORT_TYPE_SCALAR - -func _get_output_port_count(): - return 1 - - -func _get_output_port_name(port): - return "result" - -func _get_output_port_type(port): - return VisualShaderNode.PORT_TYPE_VECTOR - -func _get_global_code(mode): - return """ -uniform sampler2D mixbox_lut; - -vec3 _mixbox_eval_polynomial(vec3 _mixbox_c) { - float _mixbox_c0 = _mixbox_c[0]; - float _mixbox_c1 = _mixbox_c[1]; - float _mixbox_c2 = _mixbox_c[2]; - float _mixbox_c3 = 1.0 - (_mixbox_c0 + _mixbox_c1 + _mixbox_c2); - - float _mixbox_c00 = _mixbox_c0 * _mixbox_c0; - float _mixbox_c11 = _mixbox_c1 * _mixbox_c1; - float _mixbox_c22 = _mixbox_c2 * _mixbox_c2; - float _mixbox_c01 = _mixbox_c0 * _mixbox_c1; - float _mixbox_c02 = _mixbox_c0 * _mixbox_c2; - float _mixbox_c12 = _mixbox_c1 * _mixbox_c2; - float _mixbox_c33 = _mixbox_c3 * _mixbox_c3; - - return ( - (_mixbox_c0 * _mixbox_c00) * vec3(+0.07717053, +0.02826978, +0.24832992) + - (_mixbox_c1 * _mixbox_c11) * vec3(+0.95912302, +0.80256528, +0.03561839) + - (_mixbox_c2 * _mixbox_c22) * vec3(+0.74683774, +0.04868586, +0.00000000) + - (_mixbox_c3 * _mixbox_c33) * vec3(+0.99518138, +0.99978149, +0.99704802) + - (_mixbox_c00 * _mixbox_c1) * vec3(+0.04819146, +0.83363781, +0.32515377) + - (_mixbox_c01 * _mixbox_c1) * vec3(-0.68146950, +1.46107803, +1.06980936) + - (_mixbox_c00 * _mixbox_c2) * vec3(+0.27058419, -0.15324870, +1.98735057) + - (_mixbox_c02 * _mixbox_c2) * vec3(+0.80478189, +0.67093710, +0.18424500) + - (_mixbox_c00 * _mixbox_c3) * vec3(-0.35031003, +1.37855826, +3.68865000) + - (_mixbox_c0 * _mixbox_c33) * vec3(+1.05128046, +1.97815239, +2.82989073) + - (_mixbox_c11 * _mixbox_c2) * vec3(+3.21607125, +0.81270228, +1.03384539) + - (_mixbox_c1 * _mixbox_c22) * vec3(+2.78893374, +0.41565549, -0.04487295) + - (_mixbox_c11 * _mixbox_c3) * vec3(+3.02162577, +2.55374103, +0.32766114) + - (_mixbox_c1 * _mixbox_c33) * vec3(+2.95124691, +2.81201112, +1.17578442) + - (_mixbox_c22 * _mixbox_c3) * vec3(+2.82677043, +0.79933038, +1.81715262) + - (_mixbox_c2 * _mixbox_c33) * vec3(+2.99691099, +1.22593053, +1.80653661) + - (_mixbox_c01 * _mixbox_c2) * vec3(+1.87394106, +2.05027182, -0.29835996) + - (_mixbox_c01 * _mixbox_c3) * vec3(+2.56609566, +7.03428198, +0.62575374) + - (_mixbox_c02 * _mixbox_c3) * vec3(+4.08329484, -1.40408358, +2.14995522) + - (_mixbox_c12 * _mixbox_c3) * vec3(+6.00078678, +2.55552042, +1.90739502)); -} - -mat3 _mixbox_rgb_to_latent(vec3 _mixbox_rgb) { - _mixbox_rgb = clamp(_mixbox_rgb, 0.0, 1.0); - - float _mixbox_x = _mixbox_rgb.r * 63.0; - float _mixbox_y = _mixbox_rgb.g * 63.0; - float _mixbox_z = _mixbox_rgb.b * 63.0; - - float _mixbox_iz = floor(_mixbox_z); - - float _mixbox_x0 = mod(_mixbox_iz, 8.0) * 64.0; - float _mixbox_y0 = floor(_mixbox_iz / 8.0) * 64.0; - - float _mixbox_x1 = mod(_mixbox_iz + 1.0, 8.0) * 64.0; - float _mixbox_y1 = floor((_mixbox_iz + 1.0) / 8.0) * 64.0; - - vec2 _mixbox_uv0 = vec2(_mixbox_x0 + _mixbox_x + 0.5, _mixbox_y0 + _mixbox_y + 0.5) / 512.0; - vec2 _mixbox_uv1 = vec2(_mixbox_x1 + _mixbox_x + 0.5, _mixbox_y1 + _mixbox_y + 0.5) / 512.0; - - vec3 _mixbox_c = mix(textureLod(mixbox_lut, _mixbox_uv0, 0.0).rgb, textureLod(mixbox_lut, _mixbox_uv1, 0.0).rgb, _mixbox_z - _mixbox_iz); - - return mat3(_mixbox_c, _mixbox_rgb - _mixbox_eval_polynomial(_mixbox_c), vec3(0.0)); -} - -vec3 _mixbox_latent_to_rgb(mat3 _mixbox_latent) { - return clamp(_mixbox_eval_polynomial(_mixbox_latent[0]) + _mixbox_latent[1], 0.0, 1.0); -} - -vec3 _mixbox_lerp(vec3 _mixbox_color1, vec3 _mixbox_color2, float _mixbox_t) { - return _mixbox_latent_to_rgb((1.0-_mixbox_t)*_mixbox_rgb_to_latent(_mixbox_color1.rgb) + _mixbox_t*_mixbox_rgb_to_latent(_mixbox_color2.rgb)); -} - """ - -func _get_code(input_vars, output_vars, mode, type): - return output_vars[0] + " = _mixbox_lerp(%s, %s, %s);" % [input_vars[0], input_vars[1], input_vars[2]] diff --git a/godot/addons/mixbox/mixbox_lut.png b/godot/addons/mixbox/mixbox_lut.png deleted file mode 100644 index db1286f50cb9beaa4cd7eb20ea992a8c42e620d0..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 176864 zcmWh!c{J4T7yis*#+rQznXyDghO%#CizHMEC1xx|sq9;r8M`b|Dzaph(zg^+)|io9 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zBBDCxKRrv@nk*io`iu<@-nvXM)Xt3Hcqq`IVVxi{6{Hha<8^5Re)2z4pHf@NlmIjW z^*>uLM9VH=%}g?xhFG5gnu0%&iZYN;uQ+LGK@Gq_@!h~ciZZ|;Xh3K{P*6}n?PP3f zK>rfRe~Nzz8VKxvRsN@x6H^tUlad!__?`m#|44-#F2_XwHT_RU`ya`FDt!O)|48M8 zd z9**`d|0VtJJN-{EqXx1P1q2`jy&IPk9k`hNhv`{Jbl diff --git a/java/pom.xml b/java/pom.xml deleted file mode 100644 index 87fdcf0..0000000 --- a/java/pom.xml +++ /dev/null @@ -1,73 +0,0 @@ - - - 4.0.0 - - com.scrtwpns - mixbox - 2.0.0 - jar - - mixbox - Pigment-Based Color Mixing - https://scrtwpns.com/mixbox - - - - CC-BY-NC-4.0 - https://creativecommons.org/licenses/by-nc/4.0/legalcode - If you want to obtain commercial license, please contact: mixbox@scrtwpns.com - - - - - - Secret Weapons - mixbox@scrtwpns.com - Secret Weapons - https://scrtwpns.com - - - - - scm:git:git://github.com/scrtwpns/mixbox.git - http://github.com/scrtwpns/mixbox - - - - UTF-8 - 1.7 - 1.7 - - - - - - org.apache.maven.plugins - maven-source-plugin - 2.2.1 - - - attach-sources - - jar-no-fork - - - - - - org.apache.maven.plugins - maven-javadoc-plugin - 2.9.1 - - - attach-javadocs - - jar - - - - - - - diff --git a/java/src/main/java/com/scrtwpns/Mixbox.java b/java/src/main/java/com/scrtwpns/Mixbox.java deleted file mode 100644 index ab78096..0000000 --- a/java/src/main/java/com/scrtwpns/Mixbox.java +++ /dev/null @@ -1,357 +0,0 @@ -/* ========================================================== - * MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. - * License: Creative Commons Attribution-NonCommercial 4.0 - * Authors: Sarka Sochorova and Ondrej Jamriska - * ========================================================== - * - * BASIC USAGE - * - * int colorMix = Mixbox.lerp(color1, color2, t); - * - * MULTI-COLOR MIXING - * - * float[] z1 = Mixbox.rgbToLatent(color1); - * float[] z2 = Mixbox.rgbToLatent(color2); - * float[] z3 = Mixbox.rgbToLatent(color3); - * - * float[] zMix = new float[Mixbox.LATENT_SIZE]; - * - * for (int i = 0; i < zMix.length; i++) { // mix: - * zMix[i] = (0.3f*z1[i] + // 30% of color1 - * 0.6f*z2[i] + // 60% of color2 - * 0.1f*z3[i]); // 10% of color3 - * } - * - * int colorMix = Mixbox.latentToRgb(zMix); - * - * PIGMENT COLORS - * - * Cadmium Yellow 254, 236, 0 - * Hansa Yellow 252, 211, 0 - * Cadmium Orange 255, 105, 0 - * Cadmium Red 255, 39, 2 - * Quinacridone Magenta 128, 2, 46 - * Cobalt Violet 78, 0, 66 - * Ultramarine Blue 25, 0, 89 - * Cobalt Blue 0, 33, 133 - * Phthalo Blue 13, 27, 68 - * Phthalo Green 0, 60, 50 - * Permanent Green 7, 109, 22 - * Sap Green 107, 148, 4 - * Burnt Sienna 123, 72, 0 - * - * LICENSING - * - * If you want to obtain commercial license, please - * contact us at: mixbox@scrtwpns.com - * - */ - -package com.scrtwpns; - -import java.io.DataInputStream; -import java.util.zip.Inflater; - -public final class Mixbox { - - public static final int LATENT_SIZE = 7; - - public static int lerp(int color1, int color2, float t) { - final float[] latent1 = rgbToLatent(color1); - final float[] latent2 = rgbToLatent(color2); - - float[] latentMix = new float[LATENT_SIZE]; - - for (int i = 0; i < LATENT_SIZE; i++) { - latentMix[i] = (1.0f-t)*latent1[i] + t*latent2[i]; - } - - final float alpha1 = (color1 >> 24) & 0xFF; - final float alpha2 = (color2 >> 24) & 0xFF; - final int alphaMix = clamp0255(Math.round((1.0f-t)*alpha1 + t*alpha2)); - - return (alphaMix << 24) | (latentToRgb(latentMix) & 0xFFFFFF); - } - - public static int[] lerp(int[] color1, int[] color2, float t) { - final float[] latent1 = rgbToLatent(color1); - final float[] latent2 = rgbToLatent(color2); - - float[] latentMix = new float[LATENT_SIZE]; - - for (int i = 0; i < LATENT_SIZE; i++) { - latentMix[i] = (1.0f-t)*latent1[i] + t*latent2[i]; - } - - final int colorMix = latentToRgb(latentMix); - - if (color1.length == 3 && color2.length == 3) { - return new int[] { (colorMix >> 16) & 0xFF, (colorMix >> 8) & 0xFF, colorMix & 0xFF }; - } - - final int alpha1 = color1.length > 3 ? color1[3] : 255; - final int alpha2 = color2.length > 3 ? color2[3] : 255; - final int alphaMix = clamp0255(Math.round((1.0f-t)*alpha1 + t*alpha2)); - - return new int[] { (colorMix>>16) & 0xFF, (colorMix>>8) & 0xFF, colorMix & 0xFF, alphaMix }; - } - - public static float[] lerpFloat(float[] color1, float[] color2, float t) { - final float[] latent1 = floatRgbToLatent(color1[0], color1[1], color1[2]); - final float[] latent2 = floatRgbToLatent(color2[0], color2[1], color2[2]); - - float[] latentMix = new float[LATENT_SIZE]; - - for (int i = 0; i < LATENT_SIZE; i++) { - latentMix[i] = (1.0f - t)*latent1[i] + t*latent2[i]; - } - - final float[] colorMix = latentToFloatRgb(latentMix); - - if (color1.length == 3 && color2.length == 3) { return colorMix; } - - final float alpha1 = color1.length > 3 ? color1[3] : 1.0f; - final float alpha2 = color2.length > 3 ? color2[3] : 1.0f; - final float alphaMix = (1.0f-t)*alpha1 + t*alpha2; - - return new float[] { colorMix[0], colorMix[1], colorMix[2], alphaMix }; - } - - public static float[] lerpLinearFloat(float[] color1, float[] color2, float t) { - final float[] latent1 = linearFloatRgbToLatent(color1[0], color1[1], color1[2]); - final float[] latent2 = linearFloatRgbToLatent(color2[0], color2[1], color2[2]); - - float[] latentMix = new float[LATENT_SIZE]; - - for (int i = 0; i < LATENT_SIZE; i++) { - latentMix[i] = (1.0f-t)*latent1[i] + t*latent2[i]; - } - - final float[] colorMix = latentToLinearFloatRgb(latentMix); - - if (color1.length == 3 && color2.length == 3) { return colorMix; } - - final float alpha1 = color1.length > 3 ? color1[3] : 1.0f; - final float alpha2 = color2.length > 3 ? color2[3] : 1.0f; - final float alphaMix = (1.0f-t)*alpha1 + t*alpha2; - - return new float[] { colorMix[0], colorMix[1], colorMix[2], alphaMix }; - } - - public static float[] rgbToLatent(int r, int g, int b) { - return floatRgbToLatent(((float)r) / 255.0f, ((float)g) / 255.0f, ((float)b) / 255.0f); - } - - public static float[] rgbToLatent(int[] rgb) { - return rgbToLatent(rgb[0], rgb[1], rgb[2]); - } - - public static float[] rgbToLatent(int color) { - return rgbToLatent((color >> 16) & 0xFF, (color >> 8) & 0xFF, color & 0xFF); - } - - public static int latentToRgb(float[] latent) { - final float[] rgb = evalPolynomial(latent[0], latent[1], latent[2], latent[3]); - return (0xFF000000 | - (((int)Math.round(clamp01(rgb[0] + latent[4]) * 255.0f)) << 16) | - (((int)Math.round(clamp01(rgb[1] + latent[5]) * 255.0f)) << 8) | - (((int)Math.round(clamp01(rgb[2] + latent[6]) * 255.0f)) )); - } - - public static float[] floatRgbToLatent(float r, float g, float b) { - r = clamp01(r); - g = clamp01(g); - b = clamp01(b); - - final float x = r * 63.0f; - final float y = g * 63.0f; - final float z = b * 63.0f; - - final int ix = (int)x; - final int iy = (int)y; - final int iz = (int)z; - - final float tx = x - (float)ix; - final float ty = y - (float)iy; - final float tz = z - (float)iz; - - final int xyz = (ix + iy * 64 + iz * 64 * 64) & 0x3FFFF; - - float c0 = 0.0f; - float c1 = 0.0f; - float c2 = 0.0f; - - float w = 0.0f; - - w = (1.0f-tx)*(1.0f-ty)*(1.0f-tz); c0 += w*(((int)lut[xyz+ 192])&0xFF); c1 += w*(((int)lut[xyz+262336])&0xFF); c2 += w*(((int)lut[xyz+524480])&0xFF); - w = ( tx)*(1.0f-ty)*(1.0f-tz); c0 += w*(((int)lut[xyz+ 193])&0xFF); c1 += w*(((int)lut[xyz+262337])&0xFF); c2 += w*(((int)lut[xyz+524481])&0xFF); - w = (1.0f-tx)*( ty)*(1.0f-tz); c0 += w*(((int)lut[xyz+ 256])&0xFF); c1 += w*(((int)lut[xyz+262400])&0xFF); c2 += w*(((int)lut[xyz+524544])&0xFF); - w = ( tx)*( ty)*(1.0f-tz); c0 += w*(((int)lut[xyz+ 257])&0xFF); c1 += w*(((int)lut[xyz+262401])&0xFF); c2 += w*(((int)lut[xyz+524545])&0xFF); - w = (1.0f-tx)*(1.0f-ty)*( tz); c0 += w*(((int)lut[xyz+4288])&0xFF); c1 += w*(((int)lut[xyz+266432])&0xFF); c2 += w*(((int)lut[xyz+528576])&0xFF); - w = ( tx)*(1.0f-ty)*( tz); c0 += w*(((int)lut[xyz+4289])&0xFF); c1 += w*(((int)lut[xyz+266433])&0xFF); c2 += w*(((int)lut[xyz+528577])&0xFF); - w = (1.0f-tx)*( ty)*( tz); c0 += w*(((int)lut[xyz+4352])&0xFF); c1 += w*(((int)lut[xyz+266496])&0xFF); c2 += w*(((int)lut[xyz+528640])&0xFF); - w = ( tx)*( ty)*( tz); c0 += w*(((int)lut[xyz+4353])&0xFF); c1 += w*(((int)lut[xyz+266497])&0xFF); c2 += w*(((int)lut[xyz+528641])&0xFF); - - c0 /= 255.0f; - c1 /= 255.0f; - c2 /= 255.0f; - - final float c3 = 1.0f - (c0 + c1 + c2); - - float rmix = 0.0f; - float gmix = 0.0f; - float bmix = 0.0f; - - final float c00 = c0 * c0; - final float c11 = c1 * c1; - final float c22 = c2 * c2; - final float c33 = c3 * c3; - final float c01 = c0 * c1; - final float c02 = c0 * c2; - final float c12 = c1 * c2; - - w = c0 * c00; rmix += +0.07717053f * w; gmix += +0.02826978f * w; bmix += +0.24832992f * w; - w = c1 * c11; rmix += +0.95912302f * w; gmix += +0.80256528f * w; bmix += +0.03561839f * w; - w = c2 * c22; rmix += +0.74683774f * w; gmix += +0.04868586f * w; bmix += +0.00000000f * w; - w = c3 * c33; rmix += +0.99518138f * w; gmix += +0.99978149f * w; bmix += +0.99704802f * w; - w = c00 * c1; rmix += +0.04819146f * w; gmix += +0.83363781f * w; bmix += +0.32515377f * w; - w = c01 * c1; rmix += -0.68146950f * w; gmix += +1.46107803f * w; bmix += +1.06980936f * w; - w = c00 * c2; rmix += +0.27058419f * w; gmix += -0.15324870f * w; bmix += +1.98735057f * w; - w = c02 * c2; rmix += +0.80478189f * w; gmix += +0.67093710f * w; bmix += +0.18424500f * w; - w = c00 * c3; rmix += -0.35031003f * w; gmix += +1.37855826f * w; bmix += +3.68865000f * w; - w = c0 * c33; rmix += +1.05128046f * w; gmix += +1.97815239f * w; bmix += +2.82989073f * w; - w = c11 * c2; rmix += +3.21607125f * w; gmix += +0.81270228f * w; bmix += +1.03384539f * w; - w = c1 * c22; rmix += +2.78893374f * w; gmix += +0.41565549f * w; bmix += -0.04487295f * w; - w = c11 * c3; rmix += +3.02162577f * w; gmix += +2.55374103f * w; bmix += +0.32766114f * w; - w = c1 * c33; rmix += +2.95124691f * w; gmix += +2.81201112f * w; bmix += +1.17578442f * w; - w = c22 * c3; rmix += +2.82677043f * w; gmix += +0.79933038f * w; bmix += +1.81715262f * w; - w = c2 * c33; rmix += +2.99691099f * w; gmix += +1.22593053f * w; bmix += +1.80653661f * w; - w = c01 * c2; rmix += +1.87394106f * w; gmix += +2.05027182f * w; bmix += -0.29835996f * w; - w = c01 * c3; rmix += +2.56609566f * w; gmix += +7.03428198f * w; bmix += +0.62575374f * w; - w = c02 * c3; rmix += +4.08329484f * w; gmix += -1.40408358f * w; bmix += +2.14995522f * w; - w = c12 * c3; rmix += +6.00078678f * w; gmix += +2.55552042f * w; bmix += +1.90739502f * w; - - return new float[] { - c0, - c1, - c2, - c3, - r - rmix, - g - gmix, - b - bmix, - }; - } - - public static float[] floatRgbToLatent(float[] rgb) { - return floatRgbToLatent(rgb[0], rgb[1], rgb[2]); - } - - public static float[] latentToFloatRgb(float[] latent) { - final float[] rgb = evalPolynomial(latent[0], latent[1], latent[2], latent[3]); - return new float[] { - clamp01(rgb[0] + latent[4]), - clamp01(rgb[1] + latent[5]), - clamp01(rgb[2] + latent[6]), - }; - } - - public static float[] linearFloatRgbToLatent(float r, float g, float b) { - return floatRgbToLatent(linearToSrgb(r), - linearToSrgb(g), - linearToSrgb(b)); - } - - public static float[] linearFloatRgbToLatent(float[] rgb) { - return linearFloatRgbToLatent(rgb[0], rgb[1], rgb[2]); - } - - public static float[] latentToLinearFloatRgb(float[] latent) { - final float[] rgb = latentToFloatRgb(latent); - return new float[] { - srgbToLinear(rgb[0]), - srgbToLinear(rgb[1]), - srgbToLinear(rgb[2]), - }; - } - - private static float clamp01(float x) - { - return x < 0.0f ? 0.0f : x > 1.0f ? 1.0f : x; - } - - private static int clamp0255(int x) - { - return x < 0 ? 0 : x > 255 ? 255 : x; - } - - private static float srgbToLinear(float x) { - return (x >= 0.04045f) ? (float)Math.pow((x + 0.055f) / 1.055f,2.4f) : x / 12.92f; - } - - private static float linearToSrgb(float x) { - return (x >= 0.0031308f) ? 1.055f * ((float)Math.pow(x,1.0f / 2.4f)) - 0.055f : 12.92f * x; - } - - private static float[] evalPolynomial(float c0, float c1, float c2, float c3) - { - float r = 0.0f; - float g = 0.0f; - float b = 0.0f; - - final float c00 = c0 * c0; - final float c11 = c1 * c1; - final float c22 = c2 * c2; - final float c33 = c3 * c3; - final float c01 = c0 * c1; - final float c02 = c0 * c2; - final float c12 = c1 * c2; - - float w = 0.0f; - w = c0 * c00; r += +0.07717053f * w; g += +0.02826978f * w; b += +0.24832992f * w; - w = c1 * c11; r += +0.95912302f * w; g += +0.80256528f * w; b += +0.03561839f * w; - w = c2 * c22; r += +0.74683774f * w; g += +0.04868586f * w; b += +0.00000000f * w; - w = c3 * c33; r += +0.99518138f * w; g += +0.99978149f * w; b += +0.99704802f * w; - w = c00 * c1; r += +0.04819146f * w; g += +0.83363781f * w; b += +0.32515377f * w; - w = c01 * c1; r += -0.68146950f * w; g += +1.46107803f * w; b += +1.06980936f * w; - w = c00 * c2; r += +0.27058419f * w; g += -0.15324870f * w; b += +1.98735057f * w; - w = c02 * c2; r += +0.80478189f * w; g += +0.67093710f * w; b += +0.18424500f * w; - w = c00 * c3; r += -0.35031003f * w; g += +1.37855826f * w; b += +3.68865000f * w; - w = c0 * c33; r += +1.05128046f * w; g += +1.97815239f * w; b += +2.82989073f * w; - w = c11 * c2; r += +3.21607125f * w; g += +0.81270228f * w; b += +1.03384539f * w; - w = c1 * c22; r += +2.78893374f * w; g += +0.41565549f * w; b += -0.04487295f * w; - w = c11 * c3; r += +3.02162577f * w; g += +2.55374103f * w; b += +0.32766114f * w; - w = c1 * c33; r += +2.95124691f * w; g += +2.81201112f * w; b += +1.17578442f * w; - w = c22 * c3; r += +2.82677043f * w; g += +0.79933038f * w; b += +1.81715262f * w; - w = c2 * c33; r += +2.99691099f * w; g += +1.22593053f * w; b += +1.80653661f * w; - w = c01 * c2; r += +1.87394106f * w; g += +2.05027182f * w; b += -0.29835996f * w; - w = c01 * c3; r += +2.56609566f * w; g += +7.03428198f * w; b += +0.62575374f * w; - w = c02 * c3; r += +4.08329484f * w; g += -1.40408358f * w; b += +2.14995522f * w; - w = c12 * c3; r += +6.00078678f * w; g += +2.55552042f * w; b += +1.90739502f * w; - - return new float[] { r, g, b }; - } - - private static final byte lut[]; - - static { - lut = new byte[64 * 64 * 64 * 3 + 4353]; - - try { - byte[] deflatedBytes = new byte[113551 - 192]; - DataInputStream dis = new DataInputStream(Mixbox.class.getResourceAsStream("mixbox_lut.dat")); - dis.skipBytes(192); - dis.readFully(deflatedBytes); - dis.close(); - - Inflater inflater = new Inflater(true); - inflater.setInput(deflatedBytes); - inflater.inflate(lut); - - for (int i = 0; i < lut.length; i++) { - lut[i] = (byte)((((i & 63) != 0) ? lut[i - 1] : 127) + (lut[i] - 127)); - } - } catch (Exception e) { - - } - } -} diff --git a/java/src/main/resources/com/scrtwpns/mixbox_lut.dat 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zs(vNcoWCM)e^Jbasrqi%!to3rel4CH!1P^-g9YIx9}K!TQUGl)_>KyS0B3C2bM|(S z=lE(;e9REg_yx_nPOz_{QKr8Gflf#0#z81mq)JtQ(^TK1ILL5TGQivilu-T=z&uZ8 z=g%>qRhNz`Kps5t<6Z;YRc^MSo?vvgP*X<0dHWHia=CBNlz@NYC||vQ?!M2k{zkB` zB;*gb=prdEI-P{~p`dm}7tU=C8hd;hbgxc5UvsDO4dnk)_O_dd*Lh5xwg69 -``` -```javascript -import mixbox from 'https://scrtwpns.com/mixbox.esm.js'; // for ES6 module use this instead -``` - -### Node -``` -npm install mixbox -``` -```javascript -import mixbox from 'mixbox'; -``` - -## Usage -```javascript -var rgb1 = "rgb(0, 33, 133)"; // blue -var rgb2 = "rgb(252, 211, 0)"; // yellow -var t = 0.5; // mixing ratio - -var mixed = mixbox.lerp(rgb1, rgb2, t); - -console.log(mixed); -``` - -## Mixing Multiple Colors -```javascript -var z1 = mixbox.rgbToLatent(rgb1); -var z2 = mixbox.rgbToLatent(rgb2); -var z3 = mixbox.rgbToLatent(rgb3); - -var zMix = new Array(mixbox.LATENT_SIZE); - -for (var i = 0; i < zMix.length; i++) { // mix: - zMix[i] = (0.3*z1[i] + // 30% of rgb1 - 0.6*z2[i] + // 60% of rgb2 - 0.1*z3[i]); // 10% of rgb3 -} - -var rgbMix = mixbox.latentToRgb(zMix); -``` - -## Pigment Colors -| Pigment | | RGB | Float RGB | Linear RGB | -| --- | --- |:----:|:----:|:----:| -| Cadmium Yellow | | 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | -| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | -| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | -| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | -| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | -| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | -| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | -| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | -| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | -| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | -| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | -| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | -| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | - -## Mixbox in WebGL -```javascript -var shader = ` - precision highp float; - - // uncomment the following line if you work in linear space - // #define MIXBOX_COLORSPACE_LINEAR - - uniform sampler2D mixbox_lut; // bind mixbox.lutTexture(gl) here - - #include "mixbox.glsl" - - void main(void) { - vec3 rgb1 = vec3(0, 0.129, 0.522); // blue - vec3 rgb2 = vec3(0.988, 0.827, 0); // yellow - float t = 0.5; // mixing ratio - - vec3 rgb = mixbox_lerp(rgb1, rgb2, t); - - gl_FragColor = vec4(rgb, 1.0); - } -`; - -shader = shader.replace('#include "mixbox.glsl"', mixbox.glsl()); -``` - -```javascript -gl.useProgram(shaderProgram); -gl.activeTexture(gl.TEXTURE0); -gl.bindTexture(gl.TEXTURE_2D, mixbox.lutTexture(gl)); -gl.uniform1i(gl.getUniformLocation(shaderProgram, "mixbox_lut"), 0); -``` - -## Examples - -| Gradients | Mountains | Palette Snakes | -|:---:|:---:|:---:| -| | | | -| [source code](examples/gradients.js) | [source code](examples/mountains.js) | [source code](examples/palette.js) | - -| Splash Art | Paint Mixer | Pigment Fluids | -|:---:|:---:|:---:| -| | | | -| [source code](examples/splash.html) | [source code](examples/mixer.js) | [source code](https://scrtwpns.com/mixbox/fluids/script.js) | - - -## License -Copyright (c) 2022, Secret Weapons. All rights reserved.
-Mixbox is provided under the CC BY-NC 4.0 license for non-commercial use only.
-If you want to obtain commercial license, please contact: mixbox@scrtwpns.com diff --git a/javascript/examples/canvas.html b/javascript/examples/canvas.html deleted file mode 100644 index 73b616e..0000000 --- a/javascript/examples/canvas.html +++ /dev/null @@ -1,20 +0,0 @@ - - - - - - - - - - diff --git a/javascript/examples/gradients.html b/javascript/examples/gradients.html deleted file mode 100644 index b398073..0000000 --- a/javascript/examples/gradients.html +++ /dev/null @@ -1,30 +0,0 @@ - - - - - - - - - - - - - - - - -

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-
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- - diff --git a/javascript/examples/gradients.js b/javascript/examples/gradients.js deleted file mode 100644 index 57bc32b..0000000 --- a/javascript/examples/gradients.js +++ /dev/null @@ -1,147 +0,0 @@ -let colorPicker_A; -let colorPicker_B; -let color_A; -let color_B; - -function setup() { - createCanvas(650, 465); - background(255); - colorMode(RGB); - - colorPicker_A = createColorPicker('#002185'); - colorPicker_A.parent('picker-A'); - color_A = colorPicker_A.color(); - - colorPicker_B = createColorPicker('#fcd200'); - colorPicker_B.parent('picker-B'); - color_B = colorPicker_B.color(); - - drawGradient("Mixbox", color_A, color_B, 50, 200, 65, 465); - drawGradient("RGB", color_A, color_B, 250, 400, 65, 465); - drawGradient("OkLab", color_A, color_B, 450, 600, 65, 465); - -} - -function draw() { - - if(color_A.toString() != colorPicker_A.color().toString() || color_B.toString() != colorPicker_B.color().toString()) - { - background(255); - - color_A = colorPicker_A.color(); - color_B = colorPicker_B.color(); - - drawGradient("Mixbox", color_A, color_B, 50, 200, 65, 465); - drawGradient("RGB", color_A, color_B, 250, 400, 65, 465); - drawGradient("OkLab", color_A, color_B, 450, 600, 65, 465); - } - -} - -function drawGradient(method, color1, color2, x1, x2, y1, y2) -{ - textSize(28); - textStyle(BOLD); - fill(79, 118, 123); - text(method, x1 + (x2-x1)/2 - textWidth(method)/2, y1-30); - let mixedColor; - - for (let y = y1; y <= y2; y++) - { - let t = (y-y1)/(y2-y1); - if(match(method, 'Mixbox')) - { - mixedColor = mixbox.lerp(color1, color2, t); - } - else if(match(method, 'RGB')) - { - mixedColor = lerpColor(color1, color2, t); - } - else if(match(method, 'OkLab')) - { - let c1 = [red(color1), green(color1), blue(color1)]; - let c2 = [red(color2), green(color2), blue(color2)]; - let tmp = linear_to_rgb (oklab_to_linear_srgb(linearMix(linear_srgb_to_oklab(rgb_to_linear(c1)),linear_srgb_to_oklab(rgb_to_linear(c2)),t))); - mixedColor = color(tmp[0], tmp[1], tmp[2]); - } - strokeWeight(2); - stroke(mixedColor); - line(x1, y, x2, y); - noStroke(); - } -} - -/* THE FOLLOWING CODE IS HANDLING THE CONVERSION TO OkLAB SPACE */ -/* https://bottosson.github.io/posts/oklab/ */ - -function linear_srgb_to_oklab(c) -{ - let l = 0.4122214708 * c[0] + 0.5363325363 * c[1] + 0.0514459929 * c[2]; - let m = 0.2119034982 * c[0] + 0.6806995451 * c[1] + 0.1073969566 * c[2]; - let s = 0.0883024619 * c[0] + 0.2817188376 * c[1] + 0.6299787005 * c[2]; - - let l_ = Math.cbrt(l); - let m_ = Math.cbrt(m); - let s_ = Math.cbrt(s); - - var lab = [ 0.2104542553*l_ + 0.7936177850*m_ - 0.0040720468*s_, - 1.9779984951*l_ - 2.4285922050*m_ + 0.4505937099*s_, - 0.0259040371*l_ + 0.7827717662*m_ - 0.8086757660*s_ ]; - - return lab; -} - -function oklab_to_linear_srgb(c) -{ - let l_ = c[0] + 0.3963377774 * c[1] + 0.2158037573 * c[2]; - let m_ = c[0] - 0.1055613458 * c[1] - 0.0638541728 * c[2]; - let s_ = c[0] - 0.0894841775 * c[1] - 1.2914855480 * c[2]; - - let l = l_*l_*l_; - let m = m_*m_*m_; - let s = s_*s_*s_; - - var lrgb = [ 4.0767416621 * l - 3.3077115913 * m + 0.2309699292 * s, - -1.2684380046 * l + 2.6097574011 * m - 0.3413193965 * s, - -0.0041960863 * l - 0.7034186147 * m + 1.7076147010 * s]; - return lrgb; -} - -function rgb_to_linear(rgb) // receiving Color object, returning array of 3 linear RGB values in range 0-1 -{ - var res = [0,0,0]; - var float_rgb = [rgb[0]/255, rgb[1]/255, rgb[2]/255]; - for (let i = 0; i < 3; ++i) - { - let c = float_rgb[i]; - if (c >= 0.04045) - res[i] = pow((c + 0.055)/(1 + 0.055), 2.4); - else - res[i] = c / 12.92; - } - return res; -} - -function linear_to_rgb(lrgb) // receiving array of 3 linear RGB values, returning an array of gamma encoded RGB values in range 0-255 -{ - var res = [0,0,0]; - for (let i = 0; i < 3; ++i) - { - let c = lrgb[i]; - if (c >= 0.0031308) - res[i] = 1.055 * pow(c, 1.0/2.4) - 0.055; - else - res[i] = 12.92 * c; - } - return [round(res[0]*255), round(res[1]*255), round(res[2]*255)]; -} - -function linearMix (a, b, t) -{ - var res = [0,0,0]; - for(let i=0; i<3; i++) - { - res[i] = a[i] * (1-t) + b[i]*t; - } - return res; -} diff --git a/javascript/examples/hello.html b/javascript/examples/hello.html deleted file mode 100644 index 276f7be..0000000 --- a/javascript/examples/hello.html +++ /dev/null @@ -1,26 +0,0 @@ - - - - - -
BLUE
-
MIXED
-
YELLOW
- - - - - - - diff --git a/javascript/examples/mixer.html b/javascript/examples/mixer.html deleted file mode 100644 index bf2a0fe..0000000 --- a/javascript/examples/mixer.html +++ /dev/null @@ -1,17 +0,0 @@ - - - - - - - - - - - - -
-
-
- - \ No newline at end of file diff --git a/javascript/examples/mixer.js b/javascript/examples/mixer.js deleted file mode 100644 index 80053ba..0000000 --- a/javascript/examples/mixer.js +++ /dev/null @@ -1,133 +0,0 @@ -let width = 650; -let height = 650; -let center_x = width/2; -let center_y = height/2; -let outer_radius = 300; -let inner_radius = 100; -let circle_radius = 45; -var colors = []; -var centers_outside = []; -var centers_inside = []; -var sliders_pos = []; -var mix_t = []; -let numPigments = 0; -let step = 0; -let dragged = -1; - -function setup() { - createCanvas(650, 650); - background(255); - colorMode(RGB); - stroke(125); - strokeWeight(3); - - colors = [color( 255,236,4), color( 252,211,0), color( 255,105,0), color( 225,35,1), color( 191,0,18), color( 128,2,46), color( 78,1,66), color( 74,0,101), color( 16,31,61), color( 13, 27, 68), color( 25, 0, 89), color( 8,34,138), color( 12, 69,118), color( 6, 54, 51), color( 0,74,41), color( 84,50,36), color( 58,39,0), color( 13,9,1), color(249,250,249)]; - - numPigments = colors.length; - step = TWO_PI / numPigments; - - for(let i=0; i -1) - { - mix_t[dragged] = get_t(centers_outside[dragged].x, centers_outside[dragged].y, centers_inside[dragged].x, centers_inside[dragged].y, mouseX, mouseY); - sliders_pos[dragged] = createVector(centers_outside[dragged].x - sin(dragged * step) * mix_t[dragged] * (outer_radius-inner_radius), - centers_outside[dragged].y - cos(dragged * step) * mix_t[dragged] * (outer_radius-inner_radius)); - - background(255); - let weights = 0; - - for(let i=0; i 0.000001) - { - let latent_mix = [0,0,0,0,0,0,0]; - for(let j=0; j0.000001) - { - let latent = mixbox.rgbToLatent(colors[j]); - let t = mix_t[j]/weights; - for(let k=0; k sliders_pos[i].x - circle_radius/2 && - mouseX < sliders_pos[i].x + circle_radius/2 && - mouseY > sliders_pos[i].y - circle_radius/2 && - mouseY < sliders_pos[i].y + circle_radius/2) - { - dragged = i; - } - } -} - -function mouseReleased() -{ - dragged = -1; -} - -function get_t (ax, ay, bx, by, qx, qy) -{ - let u = createVector(bx-ax, by-ay); - let v = createVector(qx-ax, qy-ay); - - let d = (u.x*v.x + u.y*v.y) / u.mag(); - let t = d/u.mag(); - - return clamp(t, 0.0, 1.0); -} - -function clamp(x, lowerlimit, upperlimit) { - if (xupperlimit){return upperlimit;} - else {return x;} -} diff --git a/javascript/examples/mountains.html b/javascript/examples/mountains.html deleted file mode 100644 index a28c795..0000000 --- a/javascript/examples/mountains.html +++ /dev/null @@ -1,17 +0,0 @@ - - - - - - - - - - - - -
-
-
- - \ No newline at end of file diff --git a/javascript/examples/mountains.js b/javascript/examples/mountains.js deleted file mode 100644 index 5cf51f3..0000000 --- a/javascript/examples/mountains.js +++ /dev/null @@ -1,90 +0,0 @@ -let magenta, yellow, phthalo_blue, titanium_white, phthalo_medium; - -function setup() -{ - createCanvas(800, 650); - background(80); - colorMode(RGB); - strokeWeight(2); - - magenta = color(128,2,46); - yellow = color(255,236,4); - phthalo_blue = color(13,27,68); - titanium_white = color(249,251,249); - phthalo_medium = color(mixbox.lerp(phthalo_blue, titanium_white, 0.5)); -} - -function draw() -{ - for(let y=0; y - - - - - - - - - diff --git a/javascript/examples/palette.html b/javascript/examples/palette.html deleted file mode 100644 index 8d8d939..0000000 --- a/javascript/examples/palette.html +++ /dev/null @@ -1,17 +0,0 @@ - - - - - - - - - - - - -
-
-
- - \ No newline at end of file diff --git a/javascript/examples/palette.js b/javascript/examples/palette.js deleted file mode 100644 index 16db9b2..0000000 --- a/javascript/examples/palette.js +++ /dev/null @@ -1,129 +0,0 @@ -var visited = []; // coordinates of the boxes the mouse has visited while pressed once -var boxes = []; // all boxes that should be displayed and colored, item is an array [x, y, R, G, B] -let boxSize = 40; -let color1; -let color2; -let valid_start = false; -let valid_end = false; - -function setup() { - - createCanvas(800, 680); - background(80); - colorMode(RGB); - rectMode(CENTER); - - boxes.push([ 60, 60,[ 13, 27, 68]]); // phthalo blue - boxes.push([580, 180,[255, 236, 4]]); // bis yellow - boxes.push([420, 60,[255, 236, 4]]); // bis yellow - boxes.push([220, 300,[255, 208, 0]]); // hansa yellow - boxes.push([420, 380,[ 25, 0, 89]]); // ultramarine blue - boxes.push([500, 260,[ 25, 0, 89]]); // ultramarine blue - boxes.push([700, 380,[225, 35, 1]]); // cadmium red - boxes.push([580, 580,[128, 2, 46]]); // magenta - boxes.push([100, 580,[249, 250, 249]]); // white - boxes.push([260, 580,[249, 250, 249]]); // white - drawBoxes(); -} - -function draw() -{ - // record visited boxes - if(mouseIsPressed === true) - { - let x = snapToGrid(mouseX); - let y = snapToGrid(mouseY); - - let alreadyIn = false; - for(let v=0; v 0) - { - stroke(230); - noFill(); - setLineDash([5, 5]); - for(let v=0; v1 ? v * 1.0/(numVisited-1) : 1; - let mixedColor = mixbox.lerp(color1, color2, t); - boxes.push([visited[v][0], visited[v][1], mixedColor]); - } - } - else{alert("You must start and end inside colored squares.");} - } - - - // clear visited array - visited = []; - - // redraw screen to erase the overlay, clear background, draw boxes - background(80); - drawBoxes(); - -} - -function drawBoxes() -{ - noStroke(); - for(let b=0; b 0 && mouseX < width && mouseY > 0 && mouseY < height) {return true;} - else {return false}; -} diff --git a/javascript/examples/splash.html b/javascript/examples/splash.html deleted file mode 100644 index e83472d..0000000 --- a/javascript/examples/splash.html +++ /dev/null @@ -1,162 +0,0 @@ - - - - - - - - - - -
- - - - - diff --git a/javascript/examples/svg.html b/javascript/examples/svg.html deleted file mode 100644 index c262de7..0000000 --- a/javascript/examples/svg.html +++ /dev/null @@ -1,16 +0,0 @@ - - - - - - - - - - - - diff --git a/javascript/examples/threejs.html b/javascript/examples/threejs.html deleted file mode 100644 index be1b59f..0000000 --- a/javascript/examples/threejs.html +++ /dev/null @@ -1,44 +0,0 @@ - - - - - - - - diff --git a/javascript/examples/webgl.html b/javascript/examples/webgl.html deleted file mode 100644 index 20ac142..0000000 --- a/javascript/examples/webgl.html +++ /dev/null @@ -1,78 +0,0 @@ - - - - - - - - - - diff --git a/javascript/mixbox.esm.js b/javascript/mixbox.esm.js deleted file mode 100644 index eb643fe..0000000 --- a/javascript/mixbox.esm.js +++ /dev/null @@ -1,996 +0,0 @@ -// ========================================================== -// MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -// License: Creative Commons Attribution-NonCommercial 4.0 -// Authors: Sarka Sochorova and Ondrej Jamriska -// ========================================================== -// -// BASIC USAGE -// -// var rgb = mixbox.lerp(rgb1, rgb2, t); -// -// MULTI-COLOR MIXING -// -// var z1 = mixbox.rgbToLatent(rgb1); -// var z2 = mixbox.rgbToLatent(rgb2); -// var z3 = mixbox.rgbToLatent(rgb3); -// -// var zMix = new Array(mixbox.LATENT_SIZE); -// -// for (var i = 0; i < zMix.length; i++) { // mix: -// zMix[i] = (0.3*z1[i] + // 30% of rgb1 -// 0.6*z2[i] + // 60% of rgb2 -// 0.1*z3[i]); // 10% of rgb3 -// } -// -// var rgbMix = mixbox.latentToRgb(zMix); -// -// PIGMENT COLORS -// -// Cadmium Yellow 254, 236, 0 -// Hansa Yellow 252, 211, 0 -// Cadmium Orange 255, 105, 0 -// Cadmium Red 255, 39, 2 -// Quinacridone Magenta 128, 2, 46 -// Cobalt Violet 78, 0, 66 -// Ultramarine Blue 25, 0, 89 -// Cobalt Blue 0, 33, 133 -// Phthalo Blue 13, 27, 68 -// Phthalo Green 0, 60, 50 -// Permanent Green 7, 109, 22 -// Sap Green 107, 148, 4 -// Burnt Sienna 123, 72, 0 -// -// LICENSING -// -// If you want to obtain commercial license, please -// contact us at: mixbox@scrtwpns.com -// - -function lerp(color1, color2, t) { - color1 = unpackColor(color1); - color2 = unpackColor(color2); - - if (color1 !== undefined && color2 !== undefined) { - var latent1 = unpackedRgbToLatent(color1); - var latent2 = unpackedRgbToLatent(color2); - - var colorMix = latentToRgb(lerpLatent(latent1, latent2, t)); - - if (color1.length === 3 && color2.length === 3) return colorMix; - - var alpha1 = color1.length > 3 ? color1[3] : 255; - var alpha2 = color2.length > 3 ? color2[3] : 255; - colorMix[3] = (((1.0-t)*alpha1 + t*alpha2)+0.5) | 0; - - return colorMix; - } -} - -function lerpFloat(color1, color2, t) { - color1 = unpackFloatColor(color1); - color2 = unpackFloatColor(color2); - - if (color1 !== undefined && color2 !== undefined) { - var latent1 = unpackedFloatRgbToLatent(color1); - var latent2 = unpackedFloatRgbToLatent(color2); - - var colorMix = latentToFloatRgb(lerpLatent(latent1, latent2, t)); - - if (color1.length === 3 && color2.length === 3) return colorMix; - - var alpha1 = color1.length > 3 ? color1[3] : 1.0; - var alpha2 = color2.length > 3 ? color2[3] : 1.0; - colorMix[3] = (1.0-t)*alpha1 + t*alpha2; - - return colorMix; - } -} - -function lerpLinearFloat(color1, color2, t) { - color1 = unpackLinearFloatColor(color1); - color2 = unpackLinearFloatColor(color2); - - if (color1 !== undefined && color2 !== undefined) { - var latent1 = unpackedLinearFloatRgbToLatent(color1); - var latent2 = unpackedLinearFloatRgbToLatent(color2); - - var colorMix = latentToLinearFloatRgb(lerpLatent(latent1, latent2, t)); - - if (color1.length === 3 && color2.length === 3) return colorMix; - - var alpha1 = color1.length > 3 ? color1[3] : 1.0; - var alpha2 = color2.length > 3 ? color2[3] : 1.0; - colorMix[3] = (1.0-t)*alpha1 + t*alpha2; - - return colorMix; - } -} - -function rgbArray(r, g, b) { - var rgb = [r, g, b]; - rgb.toString = function() { - return this.length > 3 ? "rgba(" + this[0] + "," + this[1] + "," + this[2] + "," + (this[3]/255.0) + ")" : - "rgb(" + this[0] + "," + this[1] + "," + this[2] + ")"; - } - return rgb; -} - -function rgbToLatent(r, g, b) { - var rgb = unpackColor((g === undefined && b === undefined) ? (r) : [r, g, b]); - if (rgb !== undefined) return unpackedRgbToLatent(rgb); -} - -function latentToRgb(latent) { - if (Array.isArray(latent) && latent.length === 7) { - var rgb = evalPolynomial(latent[0], latent[1], latent[2], latent[3]); - return rgbArray((clamp01(rgb[0] + latent[4])*255.0 + 0.5) | 0, - (clamp01(rgb[1] + latent[5])*255.0 + 0.5) | 0, - (clamp01(rgb[2] + latent[6])*255.0 + 0.5) | 0); - } -} - -function floatRgbToLatent(r, g, b) { - var rgb = unpackFloatColor((g === undefined && b === undefined) ? r : [r, g, b]); - if (rgb !== undefined) return unpackedFloatRgbToLatent(rgb); -} - -function latentToFloatRgb(latent) { - if (Array.isArray(latent) && latent.length === 7) { - var rgb = evalPolynomial(latent[0], latent[1], latent[2], latent[3]); - return [ - clamp01(rgb[0] + latent[4]), - clamp01(rgb[1] + latent[5]), - clamp01(rgb[2] + latent[6]) - ]; - } -} - -function linearFloatRgbToLatent(r, g, b) { - var rgb = unpackLinearFloatColor((g === undefined && b === undefined) ? r : [r, g, b]); - if (rgb !== undefined) return unpackedLinearFloatRgbToLatent(rgb); -} - -function latentToLinearFloatRgb(latent) { - var rgb = latentToFloatRgb(latent); - if (rgb !== undefined) return [ - srgbToLinear(rgb[0]), - srgbToLinear(rgb[1]), - srgbToLinear(rgb[2]) - ]; -} - -function clamp(x, xmin, xmax) { - return Math.min(Math.max(x, xmin), xmax); -} - -function clamp01(x) { - return Math.min(Math.max(x, 0.0), 1.0); -} - -function srgbToLinear(x) { - return (x >= 0.04045) ? Math.pow((x + 0.055) / 1.055, 2.4) : x/12.92; -} - -function linearToSrgb(x) { - return (x >= 0.0031308) ? 1.055*Math.pow(x, 1.0/2.4) - 0.055 : 12.92*x; -} - -function lerpLatent(latent1, latent2, t) { - var latentMix = [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]; - - for (var i = 0; i < 7; i++) { - latentMix[i] = (1.0-t)*latent1[i] + t*latent2[i]; - } - - return latentMix; -} - -function unpackColor(color) { - if (Array.isArray(color) && color.length >= 3) { - return color; - } - if (typeof color === 'string') { - return parseColorString(color); - } - if (typeof color === 'object') { - if (typeof color.getHexString === 'function') { - return parseColorString(color.getHexString()); - } - if (!isNaN(color.r) && !isNaN(color.g) && !isNaN(color.b)) { - if (isNaN(color.a)) { return [color.r, color.g, color.b]; } - return [color.r, color.g, color.b, color.a]; - } - return parseColorString(color.toString()); - } - if (typeof color === 'number' && isFinite(color) && Math.floor(color) === color && color >= 0) { - return [ (color >>> 16) & 255, (color >>> 8) & 255, color & 255 ]; - } -} - -function unpackFloatColor(color) { - if (Array.isArray(color) && color.length >= 3) { - return color; - } - if (typeof color === 'object' && !isNaN(color.r) && !isNaN(color.g) && !isNaN(color.b)) { - if (isNaN(color.a)) { return [color.r, color.g, color.b]; } - return [color.r, color.g, color.b, color.a]; - } - if (color = unpackColor(color)) { - for (var i = 0; i < color.length; i++) { color[i] /= 255.0; } - return color; - } -} - -function unpackLinearFloatColor(color) { - if (Array.isArray(color) && color.length >= 3) { - return color; - } - if (typeof color === 'object' && !isNaN(color.r) && !isNaN(color.g) && !isNaN(color.b)) { - if (isNaN(color.a)) { return [color.r, color.g, color.b]; } - return [color.r, color.g, color.b, color.a]; - } - if (color = unpackColor(color)) { - for (var i = 0; i < 3; i++) { color[i] = srgbToLinear(color[i] / 255.0); } - if (color.length > 3) { color[3] /= 255.0; } - return color; - } -} - -function unpackedRgbToLatent(rgb) { - return unpackedFloatRgbToLatent([ - rgb[0] / 255.0, - rgb[1] / 255.0, - rgb[2] / 255.0 - ]); -} - -function unpackedFloatRgbToLatent(rgb) { - var r = clamp01(rgb[0]); - var g = clamp01(rgb[1]); - var b = clamp01(rgb[2]); - - var x = r * 63.0; - var y = g * 63.0; - var z = b * 63.0; - - var ix = x | 0; - var iy = y | 0; - var iz = z | 0; - - var tx = x - ix; - var ty = y - iy; - var tz = z - iz; - - var xyz = ix + iy*64 + iz*64*64; - - var c0 = 0.0; - var c1 = 0.0; - var c2 = 0.0; - - var w = 0.0; - w = (1.0-tx)*(1.0-ty)*(1.0-tz); c0 += w*lut[xyz+ 192]; c1 += w*lut[xyz+262336]; c2 += w*lut[xyz+524480]; - w = ( tx)*(1.0-ty)*(1.0-tz); c0 += w*lut[xyz+ 193]; c1 += w*lut[xyz+262337]; c2 += w*lut[xyz+524481]; - w = (1.0-tx)*( ty)*(1.0-tz); c0 += w*lut[xyz+ 256]; c1 += w*lut[xyz+262400]; c2 += w*lut[xyz+524544]; - w = ( tx)*( ty)*(1.0-tz); c0 += w*lut[xyz+ 257]; c1 += w*lut[xyz+262401]; c2 += w*lut[xyz+524545]; - w = (1.0-tx)*(1.0-ty)*( tz); c0 += w*lut[xyz+4288]; c1 += w*lut[xyz+266432]; c2 += w*lut[xyz+528576]; - w = ( tx)*(1.0-ty)*( tz); c0 += w*lut[xyz+4289]; c1 += w*lut[xyz+266433]; c2 += w*lut[xyz+528577]; - w = (1.0-tx)*( ty)*( tz); c0 += w*lut[xyz+4352]; c1 += w*lut[xyz+266496]; c2 += w*lut[xyz+528640]; - w = ( tx)*( ty)*( tz); c0 += w*lut[xyz+4353]; c1 += w*lut[xyz+266497]; c2 += w*lut[xyz+528641]; - - c0 /= 255.0; - c1 /= 255.0; - c2 /= 255.0; - - var c3 = 1.0 - (c0 + c1 + c2); - - var c00 = c0 * c0; - var c11 = c1 * c1; - var c22 = c2 * c2; - var c33 = c3 * c3; - var c01 = c0 * c1; - var c02 = c0 * c2; - var c12 = c1 * c2; - - var rmix = 0.0; - var gmix = 0.0; - var bmix = 0.0; - - var w = 0.0; - w = c0*c00; rmix += +0.07717053*w; gmix += +0.02826978*w; bmix += +0.24832992*w; - w = c1*c11; rmix += +0.95912302*w; gmix += +0.80256528*w; bmix += +0.03561839*w; - w = c2*c22; rmix += +0.74683774*w; gmix += +0.04868586*w; bmix += +0.00000000*w; - w = c3*c33; rmix += +0.99518138*w; gmix += +0.99978149*w; bmix += +0.99704802*w; - w = c00*c1; rmix += +0.04819146*w; gmix += +0.83363781*w; bmix += +0.32515377*w; - w = c01*c1; rmix += -0.68146950*w; gmix += +1.46107803*w; bmix += +1.06980936*w; - w = c00*c2; rmix += +0.27058419*w; gmix += -0.15324870*w; bmix += +1.98735057*w; - w = c02*c2; rmix += +0.80478189*w; gmix += +0.67093710*w; bmix += +0.18424500*w; - w = c00*c3; rmix += -0.35031003*w; gmix += +1.37855826*w; bmix += +3.68865000*w; - w = c0*c33; rmix += +1.05128046*w; gmix += +1.97815239*w; bmix += +2.82989073*w; - w = c11*c2; rmix += +3.21607125*w; gmix += +0.81270228*w; bmix += +1.03384539*w; - w = c1*c22; rmix += +2.78893374*w; gmix += +0.41565549*w; bmix += -0.04487295*w; - w = c11*c3; rmix += +3.02162577*w; gmix += +2.55374103*w; bmix += +0.32766114*w; - w = c1*c33; rmix += +2.95124691*w; gmix += +2.81201112*w; bmix += +1.17578442*w; - w = c22*c3; rmix += +2.82677043*w; gmix += +0.79933038*w; bmix += +1.81715262*w; - w = c2*c33; rmix += +2.99691099*w; gmix += +1.22593053*w; bmix += +1.80653661*w; - w = c01*c2; rmix += +1.87394106*w; gmix += +2.05027182*w; bmix += -0.29835996*w; - w = c01*c3; rmix += +2.56609566*w; gmix += +7.03428198*w; bmix += +0.62575374*w; - w = c02*c3; rmix += +4.08329484*w; gmix += -1.40408358*w; bmix += +2.14995522*w; - w = c12*c3; rmix += +6.00078678*w; gmix += +2.55552042*w; bmix += +1.90739502*w; - - return [ - c0, - c1, - c2, - c3, - r - rmix, - g - gmix, - b - bmix, - ]; -} - -function unpackedLinearFloatRgbToLatent(rgb) { - return unpackedFloatRgbToLatent([ - linearToSrgb(rgb[0]), - linearToSrgb(rgb[1]), - linearToSrgb(rgb[2]) - ]); -} - -function evalPolynomial(c0, c1, c2, c3) { - var r = 0.0; - var g = 0.0; - var b = 0.0; - - var c00 = c0 * c0; - var c11 = c1 * c1; - var c22 = c2 * c2; - var c33 = c3 * c3; - var c01 = c0 * c1; - var c02 = c0 * c2; - var c12 = c1 * c2; - - var w = 0.0; - w = c0*c00; r += +0.07717053*w; g += +0.02826978*w; b += +0.24832992*w; - w = c1*c11; r += +0.95912302*w; g += +0.80256528*w; b += +0.03561839*w; - w = c2*c22; r += +0.74683774*w; g += +0.04868586*w; b += +0.00000000*w; - w = c3*c33; r += +0.99518138*w; g += +0.99978149*w; b += +0.99704802*w; - w = c00*c1; r += +0.04819146*w; g += +0.83363781*w; b += +0.32515377*w; - w = c01*c1; r += -0.68146950*w; g += +1.46107803*w; b += +1.06980936*w; - w = c00*c2; r += +0.27058419*w; g += -0.15324870*w; b += +1.98735057*w; - w = c02*c2; r += +0.80478189*w; g += +0.67093710*w; b += +0.18424500*w; - w = c00*c3; r += -0.35031003*w; g += +1.37855826*w; b += +3.68865000*w; - w = c0*c33; r += +1.05128046*w; g += +1.97815239*w; b += +2.82989073*w; - w = c11*c2; r += +3.21607125*w; g += +0.81270228*w; b += +1.03384539*w; - w = c1*c22; r += +2.78893374*w; g += +0.41565549*w; b += -0.04487295*w; - w = c11*c3; r += +3.02162577*w; g += +2.55374103*w; b += +0.32766114*w; - w = c1*c33; r += +2.95124691*w; g += +2.81201112*w; b += +1.17578442*w; - w = c22*c3; r += +2.82677043*w; g += +0.79933038*w; b += +1.81715262*w; - w = c2*c33; r += +2.99691099*w; g += +1.22593053*w; b += +1.80653661*w; - w = c01*c2; r += +1.87394106*w; g += +2.05027182*w; b += -0.29835996*w; - w = c01*c3; r += +2.56609566*w; g += +7.03428198*w; b += +0.62575374*w; - w = c02*c3; r += +4.08329484*w; g += -1.40408358*w; b += +2.14995522*w; - w = c12*c3; r += +6.00078678*w; g += +2.55552042*w; b += +1.90739502*w; - - return [r, g, b]; -} - -function hexToUint8(str) { - if (str.length === 1) { str = str + str; } - return parseInt("0x" + str, 16); -} - -function strToUint8(str) { - var value = (str.charAt(str.length - 1) === '%') ? ((Number(str.slice(0, -1)) / 100.0) * 255.0) : Number(str); - return clamp(Math.round(value), 0, 255); -} - -var numRegex = /[+\-]?(?=\.\d|\d)(?:0|[1-9]\d*)?(?:\.\d*)?(?:\d[eE][+\-]?\d+)?%?/; -var rgbRegex = new RegExp('^rgb\\(('+numRegex.source+'),('+numRegex.source+'),('+numRegex.source+')\\)$','i'); -var rgbaRegex = new RegExp('^rgba\\(('+numRegex.source+'),('+numRegex.source+'),('+numRegex.source+'),('+numRegex.source+')\\)$','i'); -var hex3Regex = /^#?([a-f0-9])([a-f0-9])([a-f0-9])$/i; -var hex4Regex = /^#?([a-f0-9])([a-f0-9])([a-f0-9])([a-f0-9])$/i; -var hex6Regex = /^#?([a-f0-9]{2})([a-f0-9]{2})([a-f0-9]{2})$/i; -var hex8Regex = /^#?([a-f0-9]{2})([a-f0-9]{2})([a-f0-9]{2})([a-f0-9]{2})$/i; - -function parseColorString(string) { - string = string.replace(/\s/g, ''); - - var matches; - if (matches = rgbRegex.exec(string)) { return [ strToUint8(matches[1]), strToUint8(matches[2]), strToUint8(matches[3]) ]; } - if (matches = rgbaRegex.exec(string)) { return [ strToUint8(matches[1]), strToUint8(matches[2]), strToUint8(matches[3]), clamp(Number(matches[4]) * 255.0, 0, 255) ]; } - if (matches = hex6Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]) ]; } - if (matches = hex3Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]) ]; } - if (matches = hex8Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]), hexToUint8(matches[4]) ]; } - if (matches = hex4Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]), hexToUint8(matches[4]) ]; } - - var namedColors = { - aliceblue : [ 240, 248, 255 ], - antiquewhite : [ 250, 235, 215 ], - aqua : [ 0, 255, 255 ], - aquamarine : [ 127, 255, 212 ], - azure : [ 240, 255, 255 ], - beige : [ 245, 245, 220 ], - bisque : [ 255, 228, 196 ], - black : [ 0, 0, 0 ], - blanchedalmond : [ 255, 235, 205 ], - blue : [ 0, 0, 255 ], - blueviolet : [ 138, 43, 226 ], - brown : [ 165, 42, 42 ], - burlywood : [ 222, 184, 135 ], - cadetblue : [ 95, 158, 160 ], - chartreuse : [ 127, 255, 0 ], - chocolate : [ 210, 105, 30 ], - coral : [ 255, 127, 80 ], - cornflowerblue : [ 100, 149, 237 ], - cornsilk : [ 255, 248, 220 ], - crimson : [ 220, 20, 60 ], - cyan : [ 0, 255, 255 ], - darkblue : [ 0, 0, 139 ], - darkcyan : [ 0, 139, 139 ], - darkgoldenrod : [ 184, 134, 11 ], - darkgray : [ 169, 169, 169 ], - darkgreen : [ 0, 100, 0 ], - darkgrey : [ 169, 169, 169 ], - darkkhaki : [ 189, 183, 107 ], - darkmagenta : [ 139, 0, 139 ], - darkolivegreen : [ 85, 107, 47 ], - darkorange : [ 255, 140, 0 ], - darkorchid : [ 153, 50, 204 ], - darkred : [ 139, 0, 0 ], - darksalmon : [ 233, 150, 122 ], - darkseagreen : [ 143, 188, 143 ], - darkslateblue : [ 72, 61, 139 ], - darkslategray : [ 47, 79, 79 ], - darkslategrey : [ 47, 79, 79 ], - darkturquoise : [ 0, 206, 209 ], - darkviolet : [ 148, 0, 211 ], - deeppink : [ 255, 20, 147 ], - deepskyblue : [ 0, 191, 255 ], - dimgray : [ 105, 105, 105 ], - dimgrey : [ 105, 105, 105 ], - dodgerblue : [ 30, 144, 255 ], - firebrick : [ 178, 34, 34 ], - floralwhite : [ 255, 250, 240 ], - forestgreen : [ 34, 139, 34 ], - fuchsia : [ 255, 0, 255 ], - gainsboro : [ 220, 220, 220 ], - ghostwhite : [ 248, 248, 255 ], - gold : [ 255, 215, 0 ], - goldenrod : [ 218, 165, 32 ], - gray : [ 128, 128, 128 ], - green : [ 0, 128, 0 ], - greenyellow : [ 173, 255, 47 ], - grey : [ 128, 128, 128 ], - honeydew : [ 240, 255, 240 ], - hotpink : [ 255, 105, 180 ], - indianred : [ 205, 92, 92 ], - indigo : [ 75, 0, 130 ], - ivory : [ 255, 255, 240 ], - khaki : [ 240, 230, 140 ], - lavender : [ 230, 230, 250 ], - lavenderblush : [ 255, 240, 245 ], - lawngreen : [ 124, 252, 0 ], - lemonchiffon : [ 255, 250, 205 ], - lightblue : [ 173, 216, 230 ], - lightcoral : [ 240, 128, 128 ], - lightcyan : [ 224, 255, 255 ], - lightgoldenrodyellow : [ 250, 250, 210 ], - lightgray : [ 211, 211, 211 ], - lightgreen : [ 144, 238, 144 ], - lightgrey : [ 211, 211, 211 ], - lightpink : [ 255, 182, 193 ], - lightsalmon : [ 255, 160, 122 ], - lightseagreen : [ 32, 178, 170 ], - lightskyblue : [ 135, 206, 250 ], - lightslategray : [ 119, 136, 153 ], - lightslategrey : [ 119, 136, 153 ], - lightsteelblue : [ 176, 196, 222 ], - lightyellow : [ 255, 255, 224 ], - lime : [ 0, 255, 0 ], - limegreen : [ 50, 205, 50 ], - linen : [ 250, 240, 230 ], - magenta : [ 255, 0, 255 ], - maroon : [ 128, 0, 0 ], - mediumaquamarine : [ 102, 205, 170 ], - mediumblue : [ 0, 0, 205 ], - mediumorchid : [ 186, 85, 211 ], - mediumpurple : [ 147, 112, 219 ], - mediumseagreen : [ 60, 179, 113 ], - mediumslateblue : [ 123, 104, 238 ], - mediumspringgreen : [ 0, 250, 154 ], - mediumturquoise : [ 72, 209, 204 ], - mediumvioletred : [ 199, 21, 133 ], - midnightblue : [ 25, 25, 112 ], - mintcream : [ 245, 255, 250 ], - mistyrose : [ 255, 228, 225 ], - moccasin : [ 255, 228, 181 ], - navajowhite : [ 255, 222, 173 ], - navy : [ 0, 0, 128 ], - oldlace : [ 253, 245, 230 ], - olive : [ 128, 128, 0 ], - olivedrab : [ 107, 142, 35 ], - orange : [ 255, 165, 0 ], - orangered : [ 255, 69, 0 ], - orchid : [ 218, 112, 214 ], - palegoldenrod : [ 238, 232, 170 ], - palegreen : [ 152, 251, 152 ], - paleturquoise : [ 175, 238, 238 ], - palevioletred : [ 219, 112, 147 ], - papayawhip : [ 255, 239, 213 ], - peachpuff : [ 255, 218, 185 ], - peru : [ 205, 133, 63 ], - pink : [ 255, 192, 203 ], - plum : [ 221, 160, 221 ], - powderblue : [ 176, 224, 230 ], - purple : [ 128, 0, 128 ], - red : [ 255, 0, 0 ], - rosybrown : [ 188, 143, 143 ], - royalblue : [ 65, 105, 225 ], - saddlebrown : [ 139, 69, 19 ], - salmon : [ 250, 128, 114 ], - sandybrown : [ 244, 164, 96 ], - seagreen : [ 46, 139, 87 ], - seashell : [ 255, 245, 238 ], - sienna : [ 160, 82, 45 ], - silver : [ 192, 192, 192 ], - skyblue : [ 135, 206, 235 ], - slateblue : [ 106, 90, 205 ], - slategray : [ 112, 128, 144 ], - slategrey : [ 112, 128, 144 ], - snow : [ 255, 250, 250 ], - springgreen : [ 0, 255, 127 ], - steelblue : [ 70, 130, 180 ], - tan : [ 210, 180, 140 ], - teal : [ 0, 128, 128 ], - thistle : [ 216, 191, 216 ], - tomato : [ 255, 99, 71 ], - turquoise : [ 64, 224, 208 ], - violet : [ 238, 130, 238 ], - wheat : [ 245, 222, 179 ], - white : [ 255, 255, 255 ], - whitesmoke : [ 245, 245, 245 ], - yellow : [ 255, 255, 0 ], - yellowgreen : [ 154, 205, 50 ], - }; - - var name = string.toLowerCase(); - if (namedColors.hasOwnProperty(name)) return namedColors[name]; -} - -function glsl() { - return "#ifndef MIXBOX_INCLUDED\n" + - "#define MIXBOX_INCLUDED\n" + - "\n" + - "#ifndef MIXBOX_LUT\n" + - " #if __VERSION__ <= 120\n" + - " #define MIXBOX_LUT(UV) texture2D(mixbox_lut, UV)\n" + - " #else\n" + - " #define MIXBOX_LUT(UV) textureLod(mixbox_lut, UV, 0.0)\n" + - " #endif\n" + - "#endif\n" + - "\n" + - "#define mixbox_latent mat3\n" + - "\n" + - "vec3 mixbox_eval_polynomial(vec3 c)\n" + - "{\n" + - " float c0 = c[0];\n" + - " float c1 = c[1];\n" + - " float c2 = c[2];\n" + - " float c3 = 1.0 - (c0 + c1 + c2);\n" + - "\n" + - " float c00 = c0 * c0;\n" + - " float c11 = c1 * c1;\n" + - " float c22 = c2 * c2;\n" + - " float c01 = c0 * c1;\n" + - " float c02 = c0 * c2;\n" + - " float c12 = c1 * c2;\n" + - " float c33 = c3 * c3;\n" + - "\n" + - " return (c0*c00) * vec3(+0.07717053, +0.02826978, +0.24832992) +\n" + - " (c1*c11) * vec3(+0.95912302, +0.80256528, +0.03561839) +\n" + - " (c2*c22) * vec3(+0.74683774, +0.04868586, +0.00000000) +\n" + - " (c3*c33) * vec3(+0.99518138, +0.99978149, +0.99704802) +\n" + - " (c00*c1) * vec3(+0.04819146, +0.83363781, +0.32515377) +\n" + - " (c01*c1) * vec3(-0.68146950, +1.46107803, +1.06980936) +\n" + - " (c00*c2) * vec3(+0.27058419, -0.15324870, +1.98735057) +\n" + - " (c02*c2) * vec3(+0.80478189, +0.67093710, +0.18424500) +\n" + - " (c00*c3) * vec3(-0.35031003, +1.37855826, +3.68865000) +\n" + - " (c0*c33) * vec3(+1.05128046, +1.97815239, +2.82989073) +\n" + - " (c11*c2) * vec3(+3.21607125, +0.81270228, +1.03384539) +\n" + - " (c1*c22) * vec3(+2.78893374, +0.41565549, -0.04487295) +\n" + - " (c11*c3) * vec3(+3.02162577, +2.55374103, +0.32766114) +\n" + - " (c1*c33) * vec3(+2.95124691, +2.81201112, +1.17578442) +\n" + - " (c22*c3) * vec3(+2.82677043, +0.79933038, +1.81715262) +\n" + - " (c2*c33) * vec3(+2.99691099, +1.22593053, +1.80653661) +\n" + - " (c01*c2) * vec3(+1.87394106, +2.05027182, -0.29835996) +\n" + - " (c01*c3) * vec3(+2.56609566, +7.03428198, +0.62575374) +\n" + - " (c02*c3) * vec3(+4.08329484, -1.40408358, +2.14995522) +\n" + - " (c12*c3) * vec3(+6.00078678, +2.55552042, +1.90739502);\n" + - "}\n" + - "\n" + - "float mixbox_srgb_to_linear(float x)\n" + - "{\n" + - " return (x >= 0.04045) ? pow((x + 0.055) / 1.055, 2.4) : x/12.92;\n" + - "}\n" + - "\n" + - "float mixbox_linear_to_srgb(float x)\n" + - "{\n" + - " return (x >= 0.0031308) ? 1.055*pow(x, 1.0/2.4) - 0.055 : 12.92*x;\n" + - "}\n" + - "\n" + - "vec3 mixbox_srgb_to_linear(vec3 rgb)\n" + - "{\n" + - " return vec3(mixbox_srgb_to_linear(rgb.r),\n" + - " mixbox_srgb_to_linear(rgb.g),\n" + - " mixbox_srgb_to_linear(rgb.b));\n" + - "}\n" + - "\n" + - "vec3 mixbox_linear_to_srgb(vec3 rgb)\n" + - "{\n" + - " return vec3(mixbox_linear_to_srgb(rgb.r),\n" + - " mixbox_linear_to_srgb(rgb.g),\n" + - " mixbox_linear_to_srgb(rgb.b));\n" + - "}\n" + - "\n" + - "mixbox_latent mixbox_rgb_to_latent(vec3 rgb)\n" + - "{\n" + - "#ifdef MIXBOX_COLORSPACE_LINEAR\n" + - " rgb = mixbox_linear_to_srgb(clamp(rgb, 0.0, 1.0));\n" + - "#else\n" + - " rgb = clamp(rgb, 0.0, 1.0);\n" + - "#endif\n" + - "\n" + - " float x = rgb.r * 63.0;\n" + - " float y = rgb.g * 63.0;\n" + - " float z = rgb.b * 63.0;\n" + - "\n" + - " float iz = floor(z);\n" + - "\n" + - " float x0 = mod(iz, 8.0) * 64.0;\n" + - " float y0 = floor(iz / 8.0) * 64.0;\n" + - "\n" + - " float x1 = mod(iz + 1.0, 8.0) * 64.0;\n" + - " float y1 = floor((iz + 1.0) / 8.0) * 64.0;\n" + - "\n" + - " vec2 uv0 = vec2(x0 + x + 0.5, y0 + y + 0.5) / 512.0;\n" + - " vec2 uv1 = vec2(x1 + x + 0.5, y1 + y + 0.5) / 512.0;\n" + - "\n" + - " if (MIXBOX_LUT(vec2(0.5, 0.5) / 512.0).b < 0.1)\n" + - " {\n" + - " uv0.y = 1.0 - uv0.y;\n" + - " uv1.y = 1.0 - uv1.y;\n" + - " }\n" + - "\n" + - " vec3 c = mix(MIXBOX_LUT(uv0).rgb, MIXBOX_LUT(uv1).rgb, z - iz);\n" + - "\n" + - " return mixbox_latent(c, rgb - mixbox_eval_polynomial(c), vec3(0.0));\n" + - "}\n" + - "\n" + - "vec3 mixbox_latent_to_rgb(mixbox_latent latent)\n" + - "{\n" + - " vec3 rgb = clamp(mixbox_eval_polynomial(latent[0]) + latent[1], 0.0, 1.0);\n" + - "\n" + - "#ifdef MIXBOX_COLORSPACE_LINEAR\n" + - " return mixbox_srgb_to_linear(rgb);\n" + - "#else\n" + - " return rgb;\n" + - "#endif\n" + - "}\n" + - "\n" + - "vec3 mixbox_lerp(vec3 color1, vec3 color2, float t)\n" + - "{\n" + - " return mixbox_latent_to_rgb((1.0-t)*mixbox_rgb_to_latent(color1) + t*mixbox_rgb_to_latent(color2));\n" + - "}\n" + - "\n" + - "vec4 mixbox_lerp(vec4 color1, vec4 color2, float t)\n" + - "{\n" + - " return vec4(mixbox_lerp(color1.rgb, color2.rgb, t), mix(color1.a, color2.a, t));\n" + - "}\n" + - "\n" + - "#endif\n"; -} - -var texture; - -function lutTexture(gl) { - if (!texture) { - var pixels = new Uint8Array(512 * 512 * 4); - - for(var b = 0; b < 64; b++) - for(var g = 0; g < 64; g++) - for(var r = 0; r < 64; r++) - { - var x = (b % 8)*64 + r; - var y = ((b / 8) | 0)*64 + g; - var xyz = r + g*64 + b*64*64; - pixels[(x + y*512)*4 + 0] = lut[xyz+ 192]; - pixels[(x + y*512)*4 + 1] = lut[xyz+262336]; - pixels[(x + y*512)*4 + 2] = lut[xyz+524480]; - pixels[(x + y*512)*4 + 3] = 255; - } - - var textureState = gl.getParameter(gl.TEXTURE_BINDING_2D); - - texture = gl.createTexture(); - gl.bindTexture(gl.TEXTURE_2D, texture); - gl.texImage2D(gl.TEXTURE_2D, 0, gl.RGBA, 512, 512, 0, gl.RGBA, gl.UNSIGNED_BYTE, pixels); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_S, gl.CLAMP_TO_EDGE); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_T, gl.CLAMP_TO_EDGE); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MIN_FILTER, gl.LINEAR); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MAG_FILTER, gl.LINEAR); - - gl.bindTexture(gl.TEXTURE_2D, textureState); - } - - return texture; -} - -function decompress(input) { - var output = new Uint8Array(64*64*64*3 + 4353); - - var inPos = 0; - var outPos = 0; - var numBits = 0; - var codeBuffer = 0; - - var fastBits = 9; - var fastMask = ((1 << fastBits) - 1); - - var distExtra = [ - 0, 0, 0, 0, 1, 1, 2, 2, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, - 10, 10, 11, 11, 12, 12, 13, 13 - ]; - - var lenghtBase = [ - 3, 4, 5, 6, 7, 8, 9, 10, 11, 13, - 15, 17, 19, 23, 27, 31, 35, 43, 51, 59, - 67, 83, 99, 115, 131, 163, 195, 227, 258, 0, 0 - ]; - - var lengthExtra = [ - 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, - 4, 4, 4, 5, 5, 5, 5, 0, 0, 0 - ]; - - var distBase = [ - 1, 2, 3, 4, 5, 7, 9, 13, 17, 25, 33, 49, 65, 97, 129, 193, - 257, 385, 513, 769, 1025, 1537, 2049, 3073, 4097, 6145, 8193, - 12289, 16385, 24577, 0, 0 - ]; - - var lengthDezigzag = [ - 16, 17, 18, 0, 8, 7, 9, 6, 10, 5, 11, 4, 12, 3, 13, 2, - 14, - 1, 15 - ]; - - function Huffman(sizeListArray, sizeListOffset, sizeListCount) { - this.fast = new Uint16Array(1 << fastBits); - this.firstCode = new Uint16Array(16); - this.firstSymbol = new Uint16Array(16); - this.maxCode = new Int32Array(17); - this.size = new Uint8Array(288); - this.value = new Uint16Array(288); - - var i = 0; - var k = 0; - var nextCode = new Int32Array(16); - var sizes = new Int32Array(17); - - for (i = 0; i < this.fast.length; i++) this.fast[i] = 0xffff; - for (i = 0; i < sizeListCount; i++) { ++sizes[sizeListArray[i + sizeListOffset]]; } - - sizes[0] = 0; - var code = 0; - for (i = 1; i < 16; i++) { - nextCode[i] = code; - this.firstCode[i] = code; - this.firstSymbol[i] = k; - code = (code + sizes[i]); - this.maxCode[i] = code << (16 - i); - code <<= 1; - k += sizes[i]; - } - this.maxCode[16] = 0x10000; - - for (i = 0; i < sizeListCount; i++) { - var s = sizeListArray[i + sizeListOffset]; - if (s !== 0) { - var c = nextCode[s] - this.firstCode[s] + this.firstSymbol[s]; - this.size[c] = s; - this.value[c] = i; - if (s <= fastBits) { - var j = bitReverse(nextCode[s], s); - while (j < (1 << fastBits)) { - this.fast[j] = c; - j += (1 << s); - } - } - nextCode[s] += 1; - } - } - } - - var distance; - var length; - - function bitReverse16(n) { - n = ((n & 0xAAAA) >>> 1) | ((n & 0x5555) << 1); - n = ((n & 0xCCCC) >>> 2) | ((n & 0x3333) << 2); - n = ((n & 0xF0F0) >>> 4) | ((n & 0x0F0F) << 4); - n = ((n & 0xFF00) >>> 8) | ((n & 0x00FF) << 8); - return n; - } - - function bitReverse(v, bits) { - return bitReverse16(v) >>> (16 - bits); - } - - function get8() { - return inPos >= input.length ? 0 : input[inPos++]; - } - - function fillBits() { - do { - codeBuffer |= (get8() << numBits); - numBits += 8; - } while (numBits <= 24); - } - - function receive(n) { - if (numBits < n) fillBits(); - var k = (codeBuffer & ((1 << n) - 1)); - codeBuffer >>>= n; - numBits -= n; - return k; - } - - function huffmanDecode(z) { - var s; - if (numBits < 16) fillBits(); - var b = z.fast[codeBuffer & fastMask]; - if (b < 0xffff) { - s = z.size[b]; - codeBuffer >>>= s; - numBits -= s; - return z.value[b]; - } - - var k = bitReverse(codeBuffer, 16); - for (s = fastBits + 1;; ++s) - if (k < z.maxCode[s]) - break; - if (s === 16) return -1; - - b = (k >>> (16 - s)) - z.firstCode[s] + z.firstSymbol[s]; - codeBuffer >>>= s; - numBits -= s; - return z.value[b]; - } - - function parseHuffmanBlock() { - for (;;) { - var z = huffmanDecode(length); - if (z < 256) { - output[outPos++] = z; - } - else { - if (z === 256) return; - z -= 257; - var len = lenghtBase[z]; - if (lengthExtra[z] !== 0) len += receive(lengthExtra[z]); - z = huffmanDecode(distance); - var dist = distBase[z]; - if (distExtra[z] !== 0) dist += receive(distExtra[z]); - dist = outPos - dist; - for (var i = 0; i < len; i++, dist++) { output[outPos++] = output[dist]; } - } - } - } - - function computeHuffmanCodes() { - var lenCodes = new Uint8Array(286 + 32 + 137); - var codeLengthSizes = new Uint8Array(19); - - var hlit = receive(5) + 257; - var hdist = receive(5) + 1; - var hclen = receive(4) + 4; - - for (var i = 0; i < hclen; i++) { codeLengthSizes[lengthDezigzag[i]] = receive(3); } - - var codeLength = new Huffman(codeLengthSizes,0,codeLengthSizes.length); - - var n = 0; - while (n < hlit + hdist) { - var c = huffmanDecode(codeLength); - - if (c < 16) { lenCodes[n++] = c; } - else if (c === 16) { - c = receive(2) + 3; - for (var i = 0; i < c; i++) lenCodes[n + i] = lenCodes[n - 1]; - n += c; - } - else if (c === 17) { - c = receive(3) + 3; - for (var i = 0; i < c; i++) lenCodes[n + i] = 0; - n += c; - } - else { - c = receive(7) + 11; - for (var i = 0; i < c; i++) lenCodes[n + i] = 0; - n += c; - } - } - - length = new Huffman(lenCodes, 0, hlit); - distance = new Huffman(lenCodes, hlit, hdist); - } - - function decodeChar(c) { - return c >= 92 ? c-36 : c-35; - } - - function decodeBase85(input) { - var output = new Uint8Array((input.length * 4) / 5); - var inPos = 0; - var outPos = 0; - - while (input.charCodeAt(inPos)) { - var block = decodeChar(input.charCodeAt(inPos + 0)) + - 85*(decodeChar(input.charCodeAt(inPos + 1)) + - 85*(decodeChar(input.charCodeAt(inPos + 2)) + - 85*(decodeChar(input.charCodeAt(inPos + 3)) + - 85*decodeChar(input.charCodeAt(inPos + 4))))); - - output[outPos + 0] = (block & 0xFF); - output[outPos + 1] = ((block >>> 8) & 0xFF); - output[outPos + 2] = ((block >>> 16) & 0xFF); - output[outPos + 3] = ((block >>> 24) & 0xFF); - - inPos += 5; - outPos += 4; - } - - return output; - } - - input = decodeBase85(input); - - var final = false; - do { - final = receive(1) !== 0; - var type = receive(2); - computeHuffmanCodes(); - parseHuffmanBlock(); - } while (!final); - - for (var i = 0; i < output.length; i++) { - output[i] = ((i & 63) ? output[i - 1] : 127) + (output[i] - 127); - } - - return output; -} - -var lut = 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3 ? color1[3] : 255; - var alpha2 = color2.length > 3 ? color2[3] : 255; - colorMix[3] = (((1.0-t)*alpha1 + t*alpha2)+0.5) | 0; - - return colorMix; - } - } - - function lerpFloat(color1, color2, t) { - color1 = unpackFloatColor(color1); - color2 = unpackFloatColor(color2); - - if (color1 !== undefined && color2 !== undefined) { - var latent1 = unpackedFloatRgbToLatent(color1); - var latent2 = unpackedFloatRgbToLatent(color2); - - var colorMix = latentToFloatRgb(lerpLatent(latent1, latent2, t)); - - if (color1.length === 3 && color2.length === 3) return colorMix; - - var alpha1 = color1.length > 3 ? color1[3] : 1.0; - var alpha2 = color2.length > 3 ? color2[3] : 1.0; - colorMix[3] = (1.0-t)*alpha1 + t*alpha2; - - return colorMix; - } - } - - function lerpLinearFloat(color1, color2, t) { - color1 = unpackLinearFloatColor(color1); - color2 = unpackLinearFloatColor(color2); - - if (color1 !== undefined && color2 !== undefined) { - var latent1 = unpackedLinearFloatRgbToLatent(color1); - var latent2 = unpackedLinearFloatRgbToLatent(color2); - - var colorMix = latentToLinearFloatRgb(lerpLatent(latent1, latent2, t)); - - if (color1.length === 3 && color2.length === 3) return colorMix; - - var alpha1 = color1.length > 3 ? color1[3] : 1.0; - var alpha2 = color2.length > 3 ? color2[3] : 1.0; - colorMix[3] = (1.0-t)*alpha1 + t*alpha2; - - return colorMix; - } - } - - function rgbArray(r, g, b) { - var rgb = [r, g, b]; - rgb.toString = function() { - return this.length > 3 ? "rgba(" + this[0] + "," + this[1] + "," + this[2] + "," + (this[3]/255.0) + ")" : - "rgb(" + this[0] + "," + this[1] + "," + this[2] + ")"; - } - return rgb; - } - - function rgbToLatent(r, g, b) { - var rgb = unpackColor((g === undefined && b === undefined) ? (r) : [r, g, b]); - if (rgb !== undefined) return unpackedRgbToLatent(rgb); - } - - function latentToRgb(latent) { - if (Array.isArray(latent) && latent.length === 7) { - var rgb = evalPolynomial(latent[0], latent[1], latent[2], latent[3]); - return rgbArray((clamp01(rgb[0] + latent[4])*255.0 + 0.5) | 0, - (clamp01(rgb[1] + latent[5])*255.0 + 0.5) | 0, - (clamp01(rgb[2] + latent[6])*255.0 + 0.5) | 0); - } - } - - function floatRgbToLatent(r, g, b) { - var rgb = unpackFloatColor((g === undefined && b === undefined) ? r : [r, g, b]); - if (rgb !== undefined) return unpackedFloatRgbToLatent(rgb); - } - - function latentToFloatRgb(latent) { - if (Array.isArray(latent) && latent.length === 7) { - var rgb = evalPolynomial(latent[0], latent[1], latent[2], latent[3]); - return [ - clamp01(rgb[0] + latent[4]), - clamp01(rgb[1] + latent[5]), - clamp01(rgb[2] + latent[6]) - ]; - } - } - - function linearFloatRgbToLatent(r, g, b) { - var rgb = unpackLinearFloatColor((g === undefined && b === undefined) ? r : [r, g, b]); - if (rgb !== undefined) return unpackedLinearFloatRgbToLatent(rgb); - } - - function latentToLinearFloatRgb(latent) { - var rgb = latentToFloatRgb(latent); - if (rgb !== undefined) return [ - srgbToLinear(rgb[0]), - srgbToLinear(rgb[1]), - srgbToLinear(rgb[2]) - ]; - } - - function clamp(x, xmin, xmax) { - return Math.min(Math.max(x, xmin), xmax); - } - - function clamp01(x) { - return Math.min(Math.max(x, 0.0), 1.0); - } - - function srgbToLinear(x) { - return (x >= 0.04045) ? Math.pow((x + 0.055) / 1.055, 2.4) : x/12.92; - } - - function linearToSrgb(x) { - return (x >= 0.0031308) ? 1.055*Math.pow(x, 1.0/2.4) - 0.055 : 12.92*x; - } - - function lerpLatent(latent1, latent2, t) { - var latentMix = [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]; - - for (var i = 0; i < 7; i++) { - latentMix[i] = (1.0-t)*latent1[i] + t*latent2[i]; - } - - return latentMix; - } - - function unpackColor(color) { - if (Array.isArray(color) && color.length >= 3) { - return color; - } - if (typeof color === 'string') { - return parseColorString(color); - } - if (typeof color === 'object') { - if (typeof color.getHexString === 'function') { - return parseColorString(color.getHexString()); - } - if (!isNaN(color.r) && !isNaN(color.g) && !isNaN(color.b)) { - if (isNaN(color.a)) { return [color.r, color.g, color.b]; } - return [color.r, color.g, color.b, color.a]; - } - return parseColorString(color.toString()); - } - if (typeof color === 'number' && isFinite(color) && Math.floor(color) === color && color >= 0) { - return [ (color >>> 16) & 255, (color >>> 8) & 255, color & 255 ]; - } - } - - function unpackFloatColor(color) { - if (Array.isArray(color) && color.length >= 3) { - return color; - } - if (typeof color === 'object' && !isNaN(color.r) && !isNaN(color.g) && !isNaN(color.b)) { - if (isNaN(color.a)) { return [color.r, color.g, color.b]; } - return [color.r, color.g, color.b, color.a]; - } - if (color = unpackColor(color)) { - for (var i = 0; i < color.length; i++) { color[i] /= 255.0; } - return color; - } - } - - function unpackLinearFloatColor(color) { - if (Array.isArray(color) && color.length >= 3) { - return color; - } - if (typeof color === 'object' && !isNaN(color.r) && !isNaN(color.g) && !isNaN(color.b)) { - if (isNaN(color.a)) { return [color.r, color.g, color.b]; } - return [color.r, color.g, color.b, color.a]; - } - if (color = unpackColor(color)) { - for (var i = 0; i < 3; i++) { color[i] = srgbToLinear(color[i] / 255.0); } - if (color.length > 3) { color[3] /= 255.0; } - return color; - } - } - - function unpackedRgbToLatent(rgb) { - return unpackedFloatRgbToLatent([ - rgb[0] / 255.0, - rgb[1] / 255.0, - rgb[2] / 255.0 - ]); - } - - function unpackedFloatRgbToLatent(rgb) { - var r = clamp01(rgb[0]); - var g = clamp01(rgb[1]); - var b = clamp01(rgb[2]); - - var x = r * 63.0; - var y = g * 63.0; - var z = b * 63.0; - - var ix = x | 0; - var iy = y | 0; - var iz = z | 0; - - var tx = x - ix; - var ty = y - iy; - var tz = z - iz; - - var xyz = ix + iy*64 + iz*64*64; - - var c0 = 0.0; - var c1 = 0.0; - var c2 = 0.0; - - var w = 0.0; - w = (1.0-tx)*(1.0-ty)*(1.0-tz); c0 += w*lut[xyz+ 192]; c1 += w*lut[xyz+262336]; c2 += w*lut[xyz+524480]; - w = ( tx)*(1.0-ty)*(1.0-tz); c0 += w*lut[xyz+ 193]; c1 += w*lut[xyz+262337]; c2 += w*lut[xyz+524481]; - w = (1.0-tx)*( ty)*(1.0-tz); c0 += w*lut[xyz+ 256]; c1 += w*lut[xyz+262400]; c2 += w*lut[xyz+524544]; - w = ( tx)*( ty)*(1.0-tz); c0 += w*lut[xyz+ 257]; c1 += w*lut[xyz+262401]; c2 += w*lut[xyz+524545]; - w = (1.0-tx)*(1.0-ty)*( tz); c0 += w*lut[xyz+4288]; c1 += w*lut[xyz+266432]; c2 += w*lut[xyz+528576]; - w = ( tx)*(1.0-ty)*( tz); c0 += w*lut[xyz+4289]; c1 += w*lut[xyz+266433]; c2 += w*lut[xyz+528577]; - w = (1.0-tx)*( ty)*( tz); c0 += w*lut[xyz+4352]; c1 += w*lut[xyz+266496]; c2 += w*lut[xyz+528640]; - w = ( tx)*( ty)*( tz); c0 += w*lut[xyz+4353]; c1 += w*lut[xyz+266497]; c2 += w*lut[xyz+528641]; - - c0 /= 255.0; - c1 /= 255.0; - c2 /= 255.0; - - var c3 = 1.0 - (c0 + c1 + c2); - - var c00 = c0 * c0; - var c11 = c1 * c1; - var c22 = c2 * c2; - var c33 = c3 * c3; - var c01 = c0 * c1; - var c02 = c0 * c2; - var c12 = c1 * c2; - - var rmix = 0.0; - var gmix = 0.0; - var bmix = 0.0; - - var w = 0.0; - w = c0*c00; rmix += +0.07717053*w; gmix += +0.02826978*w; bmix += +0.24832992*w; - w = c1*c11; rmix += +0.95912302*w; gmix += +0.80256528*w; bmix += +0.03561839*w; - w = c2*c22; rmix += +0.74683774*w; gmix += +0.04868586*w; bmix += +0.00000000*w; - w = c3*c33; rmix += +0.99518138*w; gmix += +0.99978149*w; bmix += +0.99704802*w; - w = c00*c1; rmix += +0.04819146*w; gmix += +0.83363781*w; bmix += +0.32515377*w; - w = c01*c1; rmix += -0.68146950*w; gmix += +1.46107803*w; bmix += +1.06980936*w; - w = c00*c2; rmix += +0.27058419*w; gmix += -0.15324870*w; bmix += +1.98735057*w; - w = c02*c2; rmix += +0.80478189*w; gmix += +0.67093710*w; bmix += +0.18424500*w; - w = c00*c3; rmix += -0.35031003*w; gmix += +1.37855826*w; bmix += +3.68865000*w; - w = c0*c33; rmix += +1.05128046*w; gmix += +1.97815239*w; bmix += +2.82989073*w; - w = c11*c2; rmix += +3.21607125*w; gmix += +0.81270228*w; bmix += +1.03384539*w; - w = c1*c22; rmix += +2.78893374*w; gmix += +0.41565549*w; bmix += -0.04487295*w; - w = c11*c3; rmix += +3.02162577*w; gmix += +2.55374103*w; bmix += +0.32766114*w; - w = c1*c33; rmix += +2.95124691*w; gmix += +2.81201112*w; bmix += +1.17578442*w; - w = c22*c3; rmix += +2.82677043*w; gmix += +0.79933038*w; bmix += +1.81715262*w; - w = c2*c33; rmix += +2.99691099*w; gmix += +1.22593053*w; bmix += +1.80653661*w; - w = c01*c2; rmix += +1.87394106*w; gmix += +2.05027182*w; bmix += -0.29835996*w; - w = c01*c3; rmix += +2.56609566*w; gmix += +7.03428198*w; bmix += +0.62575374*w; - w = c02*c3; rmix += +4.08329484*w; gmix += -1.40408358*w; bmix += +2.14995522*w; - w = c12*c3; rmix += +6.00078678*w; gmix += +2.55552042*w; bmix += +1.90739502*w; - - return [ - c0, - c1, - c2, - c3, - r - rmix, - g - gmix, - b - bmix, - ]; - } - - function unpackedLinearFloatRgbToLatent(rgb) { - return unpackedFloatRgbToLatent([ - linearToSrgb(rgb[0]), - linearToSrgb(rgb[1]), - linearToSrgb(rgb[2]) - ]); - } - - function evalPolynomial(c0, c1, c2, c3) { - var r = 0.0; - var g = 0.0; - var b = 0.0; - - var c00 = c0 * c0; - var c11 = c1 * c1; - var c22 = c2 * c2; - var c33 = c3 * c3; - var c01 = c0 * c1; - var c02 = c0 * c2; - var c12 = c1 * c2; - - var w = 0.0; - w = c0*c00; r += +0.07717053*w; g += +0.02826978*w; b += +0.24832992*w; - w = c1*c11; r += +0.95912302*w; g += +0.80256528*w; b += +0.03561839*w; - w = c2*c22; r += +0.74683774*w; g += +0.04868586*w; b += +0.00000000*w; - w = c3*c33; r += +0.99518138*w; g += +0.99978149*w; b += +0.99704802*w; - w = c00*c1; r += +0.04819146*w; g += +0.83363781*w; b += +0.32515377*w; - w = c01*c1; r += -0.68146950*w; g += +1.46107803*w; b += +1.06980936*w; - w = c00*c2; r += +0.27058419*w; g += -0.15324870*w; b += +1.98735057*w; - w = c02*c2; r += +0.80478189*w; g += +0.67093710*w; b += +0.18424500*w; - w = c00*c3; r += -0.35031003*w; g += +1.37855826*w; b += +3.68865000*w; - w = c0*c33; r += +1.05128046*w; g += +1.97815239*w; b += +2.82989073*w; - w = c11*c2; r += +3.21607125*w; g += +0.81270228*w; b += +1.03384539*w; - w = c1*c22; r += +2.78893374*w; g += +0.41565549*w; b += -0.04487295*w; - w = c11*c3; r += +3.02162577*w; g += +2.55374103*w; b += +0.32766114*w; - w = c1*c33; r += +2.95124691*w; g += +2.81201112*w; b += +1.17578442*w; - w = c22*c3; r += +2.82677043*w; g += +0.79933038*w; b += +1.81715262*w; - w = c2*c33; r += +2.99691099*w; g += +1.22593053*w; b += +1.80653661*w; - w = c01*c2; r += +1.87394106*w; g += +2.05027182*w; b += -0.29835996*w; - w = c01*c3; r += +2.56609566*w; g += +7.03428198*w; b += +0.62575374*w; - w = c02*c3; r += +4.08329484*w; g += -1.40408358*w; b += +2.14995522*w; - w = c12*c3; r += +6.00078678*w; g += +2.55552042*w; b += +1.90739502*w; - - return [r, g, b]; - } - - function hexToUint8(str) { - if (str.length === 1) { str = str + str; } - return parseInt("0x" + str, 16); - } - - function strToUint8(str) { - var value = (str.charAt(str.length - 1) === '%') ? ((Number(str.slice(0, -1)) / 100.0) * 255.0) : Number(str); - return clamp(Math.round(value), 0, 255); - } - - var numRegex = /[+\-]?(?=\.\d|\d)(?:0|[1-9]\d*)?(?:\.\d*)?(?:\d[eE][+\-]?\d+)?%?/; - var rgbRegex = new RegExp('^rgb\\(('+numRegex.source+'),('+numRegex.source+'),('+numRegex.source+')\\)$','i'); - var rgbaRegex = new RegExp('^rgba\\(('+numRegex.source+'),('+numRegex.source+'),('+numRegex.source+'),('+numRegex.source+')\\)$','i'); - var hex3Regex = /^#?([a-f0-9])([a-f0-9])([a-f0-9])$/i; - var hex4Regex = /^#?([a-f0-9])([a-f0-9])([a-f0-9])([a-f0-9])$/i; - var hex6Regex = /^#?([a-f0-9]{2})([a-f0-9]{2})([a-f0-9]{2})$/i; - var hex8Regex = /^#?([a-f0-9]{2})([a-f0-9]{2})([a-f0-9]{2})([a-f0-9]{2})$/i; - - function parseColorString(string) { - string = string.replace(/\s/g, ''); - - var matches; - if (matches = rgbRegex.exec(string)) { return [ strToUint8(matches[1]), strToUint8(matches[2]), strToUint8(matches[3]) ]; } - if (matches = rgbaRegex.exec(string)) { return [ strToUint8(matches[1]), strToUint8(matches[2]), strToUint8(matches[3]), clamp(Number(matches[4]) * 255.0, 0, 255) ]; } - if (matches = hex6Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]) ]; } - if (matches = hex3Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]) ]; } - if (matches = hex8Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]), hexToUint8(matches[4]) ]; } - if (matches = hex4Regex.exec(string)) { return [ hexToUint8(matches[1]), hexToUint8(matches[2]), hexToUint8(matches[3]), hexToUint8(matches[4]) ]; } - - var namedColors = { - aliceblue : [ 240, 248, 255 ], - antiquewhite : [ 250, 235, 215 ], - aqua : [ 0, 255, 255 ], - aquamarine : [ 127, 255, 212 ], - azure : [ 240, 255, 255 ], - beige : [ 245, 245, 220 ], - bisque : [ 255, 228, 196 ], - black : [ 0, 0, 0 ], - blanchedalmond : [ 255, 235, 205 ], - blue : [ 0, 0, 255 ], - blueviolet : [ 138, 43, 226 ], - brown : [ 165, 42, 42 ], - burlywood : [ 222, 184, 135 ], - cadetblue : [ 95, 158, 160 ], - chartreuse : [ 127, 255, 0 ], - chocolate : [ 210, 105, 30 ], - coral : [ 255, 127, 80 ], - cornflowerblue : [ 100, 149, 237 ], - cornsilk : [ 255, 248, 220 ], - crimson : [ 220, 20, 60 ], - cyan : [ 0, 255, 255 ], - darkblue : [ 0, 0, 139 ], - darkcyan : [ 0, 139, 139 ], - darkgoldenrod : [ 184, 134, 11 ], - darkgray : [ 169, 169, 169 ], - darkgreen : [ 0, 100, 0 ], - darkgrey : [ 169, 169, 169 ], - darkkhaki : [ 189, 183, 107 ], - darkmagenta : [ 139, 0, 139 ], - darkolivegreen : [ 85, 107, 47 ], - darkorange : [ 255, 140, 0 ], - darkorchid : [ 153, 50, 204 ], - darkred : [ 139, 0, 0 ], - darksalmon : [ 233, 150, 122 ], - darkseagreen : [ 143, 188, 143 ], - darkslateblue : [ 72, 61, 139 ], - darkslategray : [ 47, 79, 79 ], - darkslategrey : [ 47, 79, 79 ], - darkturquoise : [ 0, 206, 209 ], - darkviolet : [ 148, 0, 211 ], - deeppink : [ 255, 20, 147 ], - deepskyblue : [ 0, 191, 255 ], - dimgray : [ 105, 105, 105 ], - dimgrey : [ 105, 105, 105 ], - dodgerblue : [ 30, 144, 255 ], - firebrick : [ 178, 34, 34 ], - floralwhite : [ 255, 250, 240 ], - forestgreen : [ 34, 139, 34 ], - fuchsia : [ 255, 0, 255 ], - gainsboro : [ 220, 220, 220 ], - ghostwhite : [ 248, 248, 255 ], - gold : [ 255, 215, 0 ], - goldenrod : [ 218, 165, 32 ], - gray : [ 128, 128, 128 ], - green : [ 0, 128, 0 ], - greenyellow : [ 173, 255, 47 ], - grey : [ 128, 128, 128 ], - honeydew : [ 240, 255, 240 ], - hotpink : [ 255, 105, 180 ], - indianred : [ 205, 92, 92 ], - indigo : [ 75, 0, 130 ], - ivory : [ 255, 255, 240 ], - khaki : [ 240, 230, 140 ], - lavender : [ 230, 230, 250 ], - lavenderblush : [ 255, 240, 245 ], - lawngreen : [ 124, 252, 0 ], - lemonchiffon : [ 255, 250, 205 ], - lightblue : [ 173, 216, 230 ], - lightcoral : [ 240, 128, 128 ], - lightcyan : [ 224, 255, 255 ], - lightgoldenrodyellow : [ 250, 250, 210 ], - lightgray : [ 211, 211, 211 ], - lightgreen : [ 144, 238, 144 ], - lightgrey : [ 211, 211, 211 ], - lightpink : [ 255, 182, 193 ], - lightsalmon : [ 255, 160, 122 ], - lightseagreen : [ 32, 178, 170 ], - lightskyblue : [ 135, 206, 250 ], - lightslategray : [ 119, 136, 153 ], - lightslategrey : [ 119, 136, 153 ], - lightsteelblue : [ 176, 196, 222 ], - lightyellow : [ 255, 255, 224 ], - lime : [ 0, 255, 0 ], - limegreen : [ 50, 205, 50 ], - linen : [ 250, 240, 230 ], - magenta : [ 255, 0, 255 ], - maroon : [ 128, 0, 0 ], - mediumaquamarine : [ 102, 205, 170 ], - mediumblue : [ 0, 0, 205 ], - mediumorchid : [ 186, 85, 211 ], - mediumpurple : [ 147, 112, 219 ], - mediumseagreen : [ 60, 179, 113 ], - mediumslateblue : [ 123, 104, 238 ], - mediumspringgreen : [ 0, 250, 154 ], - mediumturquoise : [ 72, 209, 204 ], - mediumvioletred : [ 199, 21, 133 ], - midnightblue : [ 25, 25, 112 ], - mintcream : [ 245, 255, 250 ], - mistyrose : [ 255, 228, 225 ], - moccasin : [ 255, 228, 181 ], - navajowhite : [ 255, 222, 173 ], - navy : [ 0, 0, 128 ], - oldlace : [ 253, 245, 230 ], - olive : [ 128, 128, 0 ], - olivedrab : [ 107, 142, 35 ], - orange : [ 255, 165, 0 ], - orangered : [ 255, 69, 0 ], - orchid : [ 218, 112, 214 ], - palegoldenrod : [ 238, 232, 170 ], - palegreen : [ 152, 251, 152 ], - paleturquoise : [ 175, 238, 238 ], - palevioletred : [ 219, 112, 147 ], - papayawhip : [ 255, 239, 213 ], - peachpuff : [ 255, 218, 185 ], - peru : [ 205, 133, 63 ], - pink : [ 255, 192, 203 ], - plum : [ 221, 160, 221 ], - powderblue : [ 176, 224, 230 ], - purple : [ 128, 0, 128 ], - red : [ 255, 0, 0 ], - rosybrown : [ 188, 143, 143 ], - royalblue : [ 65, 105, 225 ], - saddlebrown : [ 139, 69, 19 ], - salmon : [ 250, 128, 114 ], - sandybrown : [ 244, 164, 96 ], - seagreen : [ 46, 139, 87 ], - seashell : [ 255, 245, 238 ], - sienna : [ 160, 82, 45 ], - silver : [ 192, 192, 192 ], - skyblue : [ 135, 206, 235 ], - slateblue : [ 106, 90, 205 ], - slategray : [ 112, 128, 144 ], - slategrey : [ 112, 128, 144 ], - snow : [ 255, 250, 250 ], - springgreen : [ 0, 255, 127 ], - steelblue : [ 70, 130, 180 ], - tan : [ 210, 180, 140 ], - teal : [ 0, 128, 128 ], - thistle : [ 216, 191, 216 ], - tomato : [ 255, 99, 71 ], - turquoise : [ 64, 224, 208 ], - violet : [ 238, 130, 238 ], - wheat : [ 245, 222, 179 ], - white : [ 255, 255, 255 ], - whitesmoke : [ 245, 245, 245 ], - yellow : [ 255, 255, 0 ], - yellowgreen : [ 154, 205, 50 ], - }; - - var name = string.toLowerCase(); - if (namedColors.hasOwnProperty(name)) return namedColors[name]; - } - - function glsl() { - return "#ifndef MIXBOX_INCLUDED\n" + - "#define MIXBOX_INCLUDED\n" + - "\n" + - "#ifndef MIXBOX_LUT\n" + - " #if __VERSION__ <= 120\n" + - " #define MIXBOX_LUT(UV) texture2D(mixbox_lut, UV)\n" + - " #else\n" + - " #define MIXBOX_LUT(UV) textureLod(mixbox_lut, UV, 0.0)\n" + - " #endif\n" + - "#endif\n" + - "\n" + - "#define mixbox_latent mat3\n" + - "\n" + - "vec3 mixbox_eval_polynomial(vec3 c)\n" + - "{\n" + - " float c0 = c[0];\n" + - " float c1 = c[1];\n" + - " float c2 = c[2];\n" + - " float c3 = 1.0 - (c0 + c1 + c2);\n" + - "\n" + - " float c00 = c0 * c0;\n" + - " float c11 = c1 * c1;\n" + - " float c22 = c2 * c2;\n" + - " float c01 = c0 * c1;\n" + - " float c02 = c0 * c2;\n" + - " float c12 = c1 * c2;\n" + - " float c33 = c3 * c3;\n" + - "\n" + - " return (c0*c00) * vec3(+0.07717053, +0.02826978, +0.24832992) +\n" + - " (c1*c11) * vec3(+0.95912302, +0.80256528, +0.03561839) +\n" + - " (c2*c22) * vec3(+0.74683774, +0.04868586, +0.00000000) +\n" + - " (c3*c33) * vec3(+0.99518138, +0.99978149, +0.99704802) +\n" + - " (c00*c1) * vec3(+0.04819146, +0.83363781, +0.32515377) +\n" + - " (c01*c1) * vec3(-0.68146950, +1.46107803, +1.06980936) +\n" + - " (c00*c2) * vec3(+0.27058419, -0.15324870, +1.98735057) +\n" + - " (c02*c2) * vec3(+0.80478189, +0.67093710, +0.18424500) +\n" + - " (c00*c3) * vec3(-0.35031003, +1.37855826, +3.68865000) +\n" + - " (c0*c33) * vec3(+1.05128046, +1.97815239, +2.82989073) +\n" + - " (c11*c2) * vec3(+3.21607125, +0.81270228, +1.03384539) +\n" + - " (c1*c22) * vec3(+2.78893374, +0.41565549, -0.04487295) +\n" + - " (c11*c3) * vec3(+3.02162577, +2.55374103, +0.32766114) +\n" + - " (c1*c33) * vec3(+2.95124691, +2.81201112, +1.17578442) +\n" + - " (c22*c3) * vec3(+2.82677043, +0.79933038, +1.81715262) +\n" + - " (c2*c33) * vec3(+2.99691099, +1.22593053, +1.80653661) +\n" + - " (c01*c2) * vec3(+1.87394106, +2.05027182, -0.29835996) +\n" + - " (c01*c3) * vec3(+2.56609566, +7.03428198, +0.62575374) +\n" + - " (c02*c3) * vec3(+4.08329484, -1.40408358, +2.14995522) +\n" + - " (c12*c3) * vec3(+6.00078678, +2.55552042, +1.90739502);\n" + - "}\n" + - "\n" + - "float mixbox_srgb_to_linear(float x)\n" + - "{\n" + - " return (x >= 0.04045) ? pow((x + 0.055) / 1.055, 2.4) : x/12.92;\n" + - "}\n" + - "\n" + - "float mixbox_linear_to_srgb(float x)\n" + - "{\n" + - " return (x >= 0.0031308) ? 1.055*pow(x, 1.0/2.4) - 0.055 : 12.92*x;\n" + - "}\n" + - "\n" + - "vec3 mixbox_srgb_to_linear(vec3 rgb)\n" + - "{\n" + - " return vec3(mixbox_srgb_to_linear(rgb.r),\n" + - " mixbox_srgb_to_linear(rgb.g),\n" + - " mixbox_srgb_to_linear(rgb.b));\n" + - "}\n" + - "\n" + - "vec3 mixbox_linear_to_srgb(vec3 rgb)\n" + - "{\n" + - " return vec3(mixbox_linear_to_srgb(rgb.r),\n" + - " mixbox_linear_to_srgb(rgb.g),\n" + - " mixbox_linear_to_srgb(rgb.b));\n" + - "}\n" + - "\n" + - "mixbox_latent mixbox_rgb_to_latent(vec3 rgb)\n" + - "{\n" + - "#ifdef MIXBOX_COLORSPACE_LINEAR\n" + - " rgb = mixbox_linear_to_srgb(clamp(rgb, 0.0, 1.0));\n" + - "#else\n" + - " rgb = clamp(rgb, 0.0, 1.0);\n" + - "#endif\n" + - "\n" + - " float x = rgb.r * 63.0;\n" + - " float y = rgb.g * 63.0;\n" + - " float z = rgb.b * 63.0;\n" + - "\n" + - " float iz = floor(z);\n" + - "\n" + - " float x0 = mod(iz, 8.0) * 64.0;\n" + - " float y0 = floor(iz / 8.0) * 64.0;\n" + - "\n" + - " float x1 = mod(iz + 1.0, 8.0) * 64.0;\n" + - " float y1 = floor((iz + 1.0) / 8.0) * 64.0;\n" + - "\n" + - " vec2 uv0 = vec2(x0 + x + 0.5, y0 + y + 0.5) / 512.0;\n" + - " vec2 uv1 = vec2(x1 + x + 0.5, y1 + y + 0.5) / 512.0;\n" + - "\n" + - " if (MIXBOX_LUT(vec2(0.5, 0.5) / 512.0).b < 0.1)\n" + - " {\n" + - " uv0.y = 1.0 - uv0.y;\n" + - " uv1.y = 1.0 - uv1.y;\n" + - " }\n" + - "\n" + - " vec3 c = mix(MIXBOX_LUT(uv0).rgb, MIXBOX_LUT(uv1).rgb, z - iz);\n" + - "\n" + - " return mixbox_latent(c, rgb - mixbox_eval_polynomial(c), vec3(0.0));\n" + - "}\n" + - "\n" + - "vec3 mixbox_latent_to_rgb(mixbox_latent latent)\n" + - "{\n" + - " vec3 rgb = clamp(mixbox_eval_polynomial(latent[0]) + latent[1], 0.0, 1.0);\n" + - "\n" + - "#ifdef MIXBOX_COLORSPACE_LINEAR\n" + - " return mixbox_srgb_to_linear(rgb);\n" + - "#else\n" + - " return rgb;\n" + - "#endif\n" + - "}\n" + - "\n" + - "vec3 mixbox_lerp(vec3 color1, vec3 color2, float t)\n" + - "{\n" + - " return mixbox_latent_to_rgb((1.0-t)*mixbox_rgb_to_latent(color1) + t*mixbox_rgb_to_latent(color2));\n" + - "}\n" + - "\n" + - "vec4 mixbox_lerp(vec4 color1, vec4 color2, float t)\n" + - "{\n" + - " return vec4(mixbox_lerp(color1.rgb, color2.rgb, t), mix(color1.a, color2.a, t));\n" + - "}\n" + - "\n" + - "#endif\n"; - } - - var texture; - - function lutTexture(gl) { - if (!texture) { - var pixels = new Uint8Array(512 * 512 * 4); - - for(var b = 0; b < 64; b++) - for(var g = 0; g < 64; g++) - for(var r = 0; r < 64; r++) - { - var x = (b % 8)*64 + r; - var y = ((b / 8) | 0)*64 + g; - var xyz = r + g*64 + b*64*64; - pixels[(x + y*512)*4 + 0] = lut[xyz+ 192]; - pixels[(x + y*512)*4 + 1] = lut[xyz+262336]; - pixels[(x + y*512)*4 + 2] = lut[xyz+524480]; - pixels[(x + y*512)*4 + 3] = 255; - } - - var textureState = gl.getParameter(gl.TEXTURE_BINDING_2D); - - texture = gl.createTexture(); - gl.bindTexture(gl.TEXTURE_2D, texture); - gl.texImage2D(gl.TEXTURE_2D, 0, gl.RGBA, 512, 512, 0, gl.RGBA, gl.UNSIGNED_BYTE, pixels); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_S, gl.CLAMP_TO_EDGE); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_T, gl.CLAMP_TO_EDGE); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MIN_FILTER, gl.LINEAR); - gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MAG_FILTER, gl.LINEAR); - - gl.bindTexture(gl.TEXTURE_2D, textureState); - } - - return texture; - } - - function decompress(input) { - var output = new Uint8Array(64*64*64*3 + 4353); - - var inPos = 0; - var outPos = 0; - var numBits = 0; - var codeBuffer = 0; - - var fastBits = 9; - var fastMask = ((1 << fastBits) - 1); - - var distExtra = [ - 0, 0, 0, 0, 1, 1, 2, 2, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, - 10, 10, 11, 11, 12, 12, 13, 13 - ]; - - var lenghtBase = [ - 3, 4, 5, 6, 7, 8, 9, 10, 11, 13, - 15, 17, 19, 23, 27, 31, 35, 43, 51, 59, - 67, 83, 99, 115, 131, 163, 195, 227, 258, 0, 0 - ]; - - var lengthExtra = [ - 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, - 4, 4, 4, 5, 5, 5, 5, 0, 0, 0 - ]; - - var distBase = [ - 1, 2, 3, 4, 5, 7, 9, 13, 17, 25, 33, 49, 65, 97, 129, 193, - 257, 385, 513, 769, 1025, 1537, 2049, 3073, 4097, 6145, 8193, - 12289, 16385, 24577, 0, 0 - ]; - - var lengthDezigzag = [ - 16, 17, 18, 0, 8, 7, 9, 6, 10, 5, 11, 4, 12, 3, 13, 2, - 14, - 1, 15 - ]; - - function Huffman(sizeListArray, sizeListOffset, sizeListCount) { - this.fast = new Uint16Array(1 << fastBits); - this.firstCode = new Uint16Array(16); - this.firstSymbol = new Uint16Array(16); - this.maxCode = new Int32Array(17); - this.size = new Uint8Array(288); - this.value = new Uint16Array(288); - - var i = 0; - var k = 0; - var nextCode = new Int32Array(16); - var sizes = new Int32Array(17); - - for (i = 0; i < this.fast.length; i++) this.fast[i] = 0xffff; - for (i = 0; i < sizeListCount; i++) { ++sizes[sizeListArray[i + sizeListOffset]]; } - - sizes[0] = 0; - var code = 0; - for (i = 1; i < 16; i++) { - nextCode[i] = code; - this.firstCode[i] = code; - this.firstSymbol[i] = k; - code = (code + sizes[i]); - this.maxCode[i] = code << (16 - i); - code <<= 1; - k += sizes[i]; - } - this.maxCode[16] = 0x10000; - - for (i = 0; i < sizeListCount; i++) { - var s = sizeListArray[i + sizeListOffset]; - if (s !== 0) { - var c = nextCode[s] - this.firstCode[s] + this.firstSymbol[s]; - this.size[c] = s; - this.value[c] = i; - if (s <= fastBits) { - var j = bitReverse(nextCode[s], s); - while (j < (1 << fastBits)) { - this.fast[j] = c; - j += (1 << s); - } - } - nextCode[s] += 1; - } - } - } - - var distance; - var length; - - function bitReverse16(n) { - n = ((n & 0xAAAA) >>> 1) | ((n & 0x5555) << 1); - n = ((n & 0xCCCC) >>> 2) | ((n & 0x3333) << 2); - n = ((n & 0xF0F0) >>> 4) | ((n & 0x0F0F) << 4); - n = ((n & 0xFF00) >>> 8) | ((n & 0x00FF) << 8); - return n; - } - - function bitReverse(v, bits) { - return bitReverse16(v) >>> (16 - bits); - } - - function get8() { - return inPos >= input.length ? 0 : input[inPos++]; - } - - function fillBits() { - do { - codeBuffer |= (get8() << numBits); - numBits += 8; - } while (numBits <= 24); - } - - function receive(n) { - if (numBits < n) fillBits(); - var k = (codeBuffer & ((1 << n) - 1)); - codeBuffer >>>= n; - numBits -= n; - return k; - } - - function huffmanDecode(z) { - var s; - if (numBits < 16) fillBits(); - var b = z.fast[codeBuffer & fastMask]; - if (b < 0xffff) { - s = z.size[b]; - codeBuffer >>>= s; - numBits -= s; - return z.value[b]; - } - - var k = bitReverse(codeBuffer, 16); - for (s = fastBits + 1;; ++s) - if (k < z.maxCode[s]) - break; - if (s === 16) return -1; - - b = (k >>> (16 - s)) - z.firstCode[s] + z.firstSymbol[s]; - codeBuffer >>>= s; - numBits -= s; - return z.value[b]; - } - - function parseHuffmanBlock() { - for (;;) { - var z = huffmanDecode(length); - if (z < 256) { - output[outPos++] = z; - } - else { - if (z === 256) return; - z -= 257; - var len = lenghtBase[z]; - if (lengthExtra[z] !== 0) len += receive(lengthExtra[z]); - z = huffmanDecode(distance); - var dist = distBase[z]; - if (distExtra[z] !== 0) dist += receive(distExtra[z]); - dist = outPos - dist; - for (var i = 0; i < len; i++, dist++) { output[outPos++] = output[dist]; } - } - } - } - - function computeHuffmanCodes() { - var lenCodes = new Uint8Array(286 + 32 + 137); - var codeLengthSizes = new Uint8Array(19); - - var hlit = receive(5) + 257; - var hdist = receive(5) + 1; - var hclen = receive(4) + 4; - - for (var i = 0; i < hclen; i++) { codeLengthSizes[lengthDezigzag[i]] = receive(3); } - - var codeLength = new Huffman(codeLengthSizes,0,codeLengthSizes.length); - - var n = 0; - while (n < hlit + hdist) { - var c = huffmanDecode(codeLength); - - if (c < 16) { lenCodes[n++] = c; } - else if (c === 16) { - c = receive(2) + 3; - for (var i = 0; i < c; i++) lenCodes[n + i] = lenCodes[n - 1]; - n += c; - } - else if (c === 17) { - c = receive(3) + 3; - for (var i = 0; i < c; i++) lenCodes[n + i] = 0; - n += c; - } - else { - c = receive(7) + 11; - for (var i = 0; i < c; i++) lenCodes[n + i] = 0; - n += c; - } - } - - length = new Huffman(lenCodes, 0, hlit); - distance = new Huffman(lenCodes, hlit, hdist); - } - - function decodeChar(c) { - return c >= 92 ? c-36 : c-35; - } - - function decodeBase85(input) { - var output = new Uint8Array((input.length * 4) / 5); - var inPos = 0; - var outPos = 0; - - while (input.charCodeAt(inPos)) { - var block = decodeChar(input.charCodeAt(inPos + 0)) + - 85*(decodeChar(input.charCodeAt(inPos + 1)) + - 85*(decodeChar(input.charCodeAt(inPos + 2)) + - 85*(decodeChar(input.charCodeAt(inPos + 3)) + - 85*decodeChar(input.charCodeAt(inPos + 4))))); - - output[outPos + 0] = (block & 0xFF); - output[outPos + 1] = ((block >>> 8) & 0xFF); - output[outPos + 2] = ((block >>> 16) & 0xFF); - output[outPos + 3] = ((block >>> 24) & 0xFF); - - inPos += 5; - outPos += 4; - } - - return output; - } - - input = decodeBase85(input); - - var final = false; - do { - final = receive(1) !== 0; - var type = receive(2); - computeHuffmanCodes(); - parseHuffmanBlock(); - } while (!final); - - for (var i = 0; i < output.length; i++) { - output[i] = ((i & 63) ? output[i - 1] : 127) + (output[i] - 127); - } - - return output; - } - - var lut = 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| 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | -| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | -| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | -| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | -| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | -| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | -| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | -| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | -| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | -| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | -| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | -| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | -| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | - -## License -Copyright (c) 2022, Secret Weapons. All rights reserved.
-Mixbox is provided under the CC BY-NC 4.0 license for non-commercial use only.
-If you want to obtain commercial license, please contact: mixbox@scrtwpns.com diff --git a/python/examples/blender.py b/python/examples/blender.py deleted file mode 100644 index 1511c27..0000000 --- a/python/examples/blender.py +++ /dev/null @@ -1,12 +0,0 @@ -import bpy -import mixbox - -rgb1 = (0.0, 0.015, 0.235) # blue -rgb2 = (0.973, 0.651, 0.0) # yellow - -n = 5 -for i in range(0, n): - bpy.ops.mesh.primitive_cube_add(location = ((i - n/2 + 0.5) * 3, 0, 0)) - mat = bpy.data.materials.new("material") - mat.diffuse_color = mixbox.lerp_linear_float(rgb1, rgb2, i / (n - 1)) - bpy.context.object.active_material = mat diff --git a/python/examples/hello.py b/python/examples/hello.py deleted file mode 100644 index 27cacdf..0000000 --- a/python/examples/hello.py +++ /dev/null @@ -1,9 +0,0 @@ -import mixbox - -rgb1 = (0, 33, 133) # blue -rgb2 = (252, 211, 0) # yellow -t = 0.5 # mixing ratio - -rgb_mix = mixbox.lerp(rgb1, rgb2, t) - -print(rgb_mix) diff --git a/python/examples/npcv.py b/python/examples/npcv.py deleted file mode 100644 index d23ed16..0000000 --- a/python/examples/npcv.py +++ /dev/null @@ -1,17 +0,0 @@ -import cv2 -import numpy as np -import mixbox - -height = 256 -width = 256 -img = np.zeros((height, width, 3), np.uint8) - -rgb1 = (0, 33, 133) # blue -rgb2 = (252, 211, 0) # yellow - -for x in range(0, 256): - for y in range(0, 256): - img[x, y] = mixbox.lerp(rgb1, rgb2, x / 255.0) - -cv2.imshow("image", cv2.cvtColor(img, cv2.COLOR_RGB2BGR)) -cv2.waitKey(0) diff --git a/python/examples/opengl.py b/python/examples/opengl.py deleted file mode 100644 index 5ad4de8..0000000 --- a/python/examples/opengl.py +++ /dev/null @@ -1,29 +0,0 @@ -import pygame as pg -from pygame.locals import * - -from OpenGL.GL import * -from OpenGL.GLU import * - -import mixbox - -pg.init() -pg.display.set_mode((640, 480), DOUBLEBUF | OPENGL) - -while True: - rgb1 = (0.0, 0.129, 0.522) # blue - rgb2 = (0.988, 0.827, 0.0) # yellow - - n = 640 - glBegin(GL_LINES) - for i in range(0, n+1): - glColor(mixbox.lerp_float(rgb1, rgb2, i / n)) - glVertex((i / n)*2 - 1, -1) - glVertex((i / n)*2 - 1, +1) - glEnd() - - pg.display.flip() - - for event in pg.event.get(): - if event.type == pg.QUIT: - pg.quit() - quit() diff --git a/python/examples/pillow.py b/python/examples/pillow.py deleted file mode 100644 index 205f1ec..0000000 --- a/python/examples/pillow.py +++ /dev/null @@ -1,16 +0,0 @@ -from PIL import Image -import mixbox - -rgb1 = (0, 33, 133) # blue -rgb2 = (252, 211, 0) # yellow - -img = Image.new('RGB', (256, 256)) - -pixels = img.load() - -width,height = img.size -for x in range(width): - for y in range(height): - pixels[x, y] = mixbox.lerp(rgb1, rgb2, x / 256.0) - -img.show() diff --git a/python/mixbox.py b/python/mixbox.py deleted file mode 100644 index 72e0aa0..0000000 --- a/python/mixbox.py +++ /dev/null @@ -1,246 +0,0 @@ -# ========================================================== -# MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -# License: Creative Commons Attribution-NonCommercial 4.0 -# Authors: Sarka Sochorova and Ondrej Jamriska -# ========================================================== -""" - Natural color mixing based on real pigments. - - BASIC USAGE - - rgb = mixbox.lerp(rgb1, rgb2, t) - - MULTI-COLOR MIXING - - z1 = mixbox.rgb_to_latent(rgb1) - z2 = mixbox.rgb_to_latent(rgb2) - z3 = mixbox.rgb_to_latent(rgb3) - - z_mix = [0] * mixbox.LATENT_SIZE - - for i in range(len(z_mix)): # mix together: - z_mix[i] = (0.3*z1[i] + # 30% of rgb1 - 0.6*z2[i] + # 60% of rgb2 - 0.1*z3[i]) # 10% of rgb3 - - rgb_mix = mixbox.latent_to_rgb(z_mix) - - PIGMENT COLORS - - Cadmium Yellow 254, 236, 0 - Hansa Yellow 252, 211, 0 - Cadmium Orange 255, 105, 0 - Cadmium Red 255, 39, 2 - Quinacridone Magenta 128, 2, 46 - Cobalt Violet 78, 0, 66 - Ultramarine Blue 25, 0, 89 - Cobalt Blue 0, 33, 133 - Phthalo Blue 13, 27, 68 - Phthalo Green 0, 60, 50 - Permanent Green 7, 109, 22 - Sap Green 107, 148, 4 - Burnt Sienna 123, 72, 0 - - LICENSING - - If you want to obtain commercial license, please - contact us at: mixbox@scrtwpns.com - -""" - -import zlib -import base64 - -LATENT_SIZE = 7 - -def lerp(color1, color2, t): - len1 = len(color1) - len2 = len(color2) - - latent1 = rgb_to_latent(color1) - latent2 = rgb_to_latent(color2) - - rgb = latent_to_rgb(_lerp_latent(latent1, latent2, t)) - - if len1 == 3 and len2 == 3: return rgb - - a1 = color1[3] if len1 > 3 else 255 - a2 = color2[3] if len2 > 3 else 255 - a = round((1.0-t)*a1 + t*a2) - - return (rgb[0], rgb[1], rgb[2], a) - -def lerp_float(color1, color2, t): - len1 = len(color1) - len2 = len(color2) - - latent1 = float_rgb_to_latent(color1) - latent2 = float_rgb_to_latent(color2) - - rgb = latent_to_float_rgb(_lerp_latent(latent1, latent2, t)) - - if len1 == 3 and len2 == 3: return rgb - - a1 = color1[3] if len1 > 3 else 1.0 - a2 = color2[3] if len2 > 3 else 1.0 - a = (1.0-t)*a1 + t*a2 - - return (rgb[0], rgb[1], rgb[2], a) - -def lerp_linear_float(color1, color2, t): - len1 = len(color1) - len2 = len(color2) - - latent1 = linear_float_rgb_to_latent(color1) - latent2 = linear_float_rgb_to_latent(color2) - - rgb = latent_to_linear_float_rgb(_lerp_latent(latent1, latent2, t)) - - if len1 == 3 and len2 == 3: return rgb - - a1 = color1[3] if len1 > 3 else 1.0 - a2 = color2[3] if len2 > 3 else 1.0 - a = (1.0-t)*a1 + t*a2 - - return (rgb[0], rgb[1], rgb[2], a) - -def rgb_to_latent(rgb): - return float_rgb_to_latent((rgb[0] / 255.0, rgb[1] / 255.0, rgb[2] / 255.0)) - -def latent_to_rgb(latent): - rgb = _eval_polynomial(latent[0], latent[1], latent[2], latent[3]) - return ( - int(round(_clamp01(rgb[0] + latent[4]) * 255.0)), - int(round(_clamp01(rgb[1] + latent[5]) * 255.0)), - int(round(_clamp01(rgb[2] + latent[6]) * 255.0)) - ) - -def float_rgb_to_latent(rgb): - r = _clamp01(rgb[0]) - g = _clamp01(rgb[1]) - b = _clamp01(rgb[2]) - - x = r * 63.0 - y = g * 63.0 - z = b * 63.0 - - ix = int(x) - iy = int(y) - iz = int(z) - - tx = x - ix - ty = y - iy - tz = z - iz - - xyz = (ix + iy*64 + iz*64*64) & 0x3FFFF - - c0 = 0.0 - c1 = 0.0 - c2 = 0.0 - - w = (1.0-tx)*(1.0-ty)*(1.0-tz); c0 += w*_lut[xyz+ 192]; c1 += w*_lut[xyz+262336]; c2 += w*_lut[xyz+524480]; - w = ( tx)*(1.0-ty)*(1.0-tz); c0 += w*_lut[xyz+ 193]; c1 += w*_lut[xyz+262337]; c2 += w*_lut[xyz+524481]; - w = (1.0-tx)*( ty)*(1.0-tz); c0 += w*_lut[xyz+ 256]; c1 += w*_lut[xyz+262400]; c2 += w*_lut[xyz+524544]; - w = ( tx)*( ty)*(1.0-tz); c0 += w*_lut[xyz+ 257]; c1 += w*_lut[xyz+262401]; c2 += w*_lut[xyz+524545]; - w = (1.0-tx)*(1.0-ty)*( tz); c0 += w*_lut[xyz+4288]; c1 += w*_lut[xyz+266432]; c2 += w*_lut[xyz+528576]; - w = ( tx)*(1.0-ty)*( tz); c0 += w*_lut[xyz+4289]; c1 += w*_lut[xyz+266433]; c2 += w*_lut[xyz+528577]; - w = (1.0-tx)*( ty)*( tz); c0 += w*_lut[xyz+4352]; c1 += w*_lut[xyz+266496]; c2 += w*_lut[xyz+528640]; - w = ( tx)*( ty)*( tz); c0 += w*_lut[xyz+4353]; c1 += w*_lut[xyz+266497]; c2 += w*_lut[xyz+528641]; - - c0 /= 255.0 - c1 /= 255.0 - c2 /= 255.0 - - c3 = 1.0 - (c0 + c1 + c2) - - mixrgb = _eval_polynomial(c0, c1, c2, c3) - - return ( - c0, - c1, - c2, - c3, - r - mixrgb[0], - g - mixrgb[1], - b - mixrgb[2], - ) - -def latent_to_float_rgb(latent): - rgb = _eval_polynomial(latent[0], latent[1], latent[2], latent[3]) - return ( - _clamp01(rgb[0] + latent[4]), - _clamp01(rgb[1] + latent[5]), - _clamp01(rgb[2] + latent[6]) - ) - -def linear_float_rgb_to_latent(rgb): - return float_rgb_to_latent(( - _linear_to_srgb(rgb[0]), - _linear_to_srgb(rgb[1]), - _linear_to_srgb(rgb[2]) - )) - -def latent_to_linear_float_rgb(latent): - rgb = latent_to_float_rgb(latent) - return ( - _srgb_to_linear(rgb[0]), - _srgb_to_linear(rgb[1]), - _srgb_to_linear(rgb[2]) - ) - -def _lerp_latent(latent1, latent2, t): - return [(1.0-t)*latent1[i] + t*latent2[i] for i in range(LATENT_SIZE)] - -def _clamp01(x): - return min(max(x, 0.0), 1.0) - -def _srgb_to_linear(x): - return pow((x+0.055)/1.055, 2.4) if x >= 0.04045 else x/12.92 - -def _linear_to_srgb(x): - return 1.055*pow(x, 1.0/2.4)-0.055 if x >= 0.0031308 else 12.92*x - -def _eval_polynomial(c0, c1, c2, c3): - r = 0.0 - g = 0.0 - b = 0.0 - - c00 = c0 * c0 - c11 = c1 * c1 - c22 = c2 * c2 - c33 = c3 * c3 - c01 = c0 * c1 - c02 = c0 * c2 - c12 = c1 * c2 - - w = c0*c00; r += +0.07717053*w; g += +0.02826978*w; b += +0.24832992*w - w = c1*c11; r += +0.95912302*w; g += +0.80256528*w; b += +0.03561839*w - w = c2*c22; r += +0.74683774*w; g += +0.04868586*w; b += +0.00000000*w - w = c3*c33; r += +0.99518138*w; g += +0.99978149*w; b += +0.99704802*w - w = c00*c1; r += +0.04819146*w; g += +0.83363781*w; b += +0.32515377*w - w = c01*c1; r += -0.68146950*w; g += +1.46107803*w; b += +1.06980936*w - w = c00*c2; r += +0.27058419*w; g += -0.15324870*w; b += +1.98735057*w - w = c02*c2; r += +0.80478189*w; g += +0.67093710*w; b += +0.18424500*w - w = c00*c3; r += -0.35031003*w; g += +1.37855826*w; b += +3.68865000*w - w = c0*c33; r += +1.05128046*w; g += +1.97815239*w; b += +2.82989073*w - w = c11*c2; r += +3.21607125*w; g += +0.81270228*w; b += +1.03384539*w - w = c1*c22; r += +2.78893374*w; g += +0.41565549*w; b += -0.04487295*w - w = c11*c3; r += +3.02162577*w; g += +2.55374103*w; b += +0.32766114*w - w = c1*c33; r += +2.95124691*w; g += +2.81201112*w; b += +1.17578442*w - w = c22*c3; r += +2.82677043*w; g += +0.79933038*w; b += +1.81715262*w - w = c2*c33; r += +2.99691099*w; g += +1.22593053*w; b += +1.80653661*w - w = c01*c2; r += +1.87394106*w; g += +2.05027182*w; b += -0.29835996*w - w = c01*c3; r += +2.56609566*w; g += +7.03428198*w; b += +0.62575374*w - w = c02*c3; r += +4.08329484*w; g += -1.40408358*w; b += +2.14995522*w - w = c12*c3; r += +6.00078678*w; g += +2.55552042*w; b += +1.90739502*w - - return (r, g, b) - -def _decompress(input): - output = bytearray(zlib.decompress(base64.b64decode(input), -zlib.MAX_WBITS)) - for i in range(len(output)): - output[i] = (output[i-1] if ((i & 63) != 0) else 127) + (output[i] - 127) - for i in range(4161): output.append(0) - return output - -_lut = 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diff --git a/rust/Cargo.toml b/rust/Cargo.toml deleted file mode 100644 index 4d98661..0000000 --- a/rust/Cargo.toml +++ /dev/null @@ -1,13 +0,0 @@ -[package] -name = "mixbox" -version = "2.0.0" -edition = "2021" -description = "Pigment-Based Color Mixing" -readme = "README.md" -homepage = "https://scrtwpns.com/mixbox" -repository = "https://github.com/scrtwpns/mixbox" -license = "CC-BY-NC-4.0" -keywords = ["color-mixing", "pigments", "rgb", "kubelka-munk", "paints"] - -[dependencies] -libm = "0.2.5" diff --git a/rust/README.md b/rust/README.md deleted file mode 100644 index 4ce0e2c..0000000 --- a/rust/README.md +++ /dev/null @@ -1,56 +0,0 @@ -# Mixbox for Rust -```ini -mixbox = "2.0.0" # add this line to your Cargo.toml -``` - -## Usage -```rust -fn main() { - let rgb1 = [0, 33, 133]; // blue - let rgb2 = [252, 211, 0]; // yellow - let t = 0.5; // mixing ratio - - let [r, g, b] = mixbox::lerp(&rgb1, &rgb2, t); - - println!("{} {} {}", r, g, b); -} -``` - -## Mixing Multiple Colors -```rust -let z1 = mixbox::rgb_to_latent(&rgb1); -let z2 = mixbox::rgb_to_latent(&rgb2); -let z3 = mixbox::rgb_to_latent(&rgb3); - -let mut z_mix = [0.0; mixbox::LATENT_SIZE]; - -for i in 0..z_mix.len() { // mix together: - z_mix[i] = 0.3*z1[i] + // 30% of rgb1 - 0.6*z2[i] + // 60% of rgb2 - 0.1*z3[i]; // 10% of rgb3 -} - -let rgb_mix = mixbox::latent_to_rgb(&z_mix); -``` - -## Pigment Colors -| Pigment | | RGB | Float RGB | Linear RGB | -| --- | --- |:----:|:----:|:----:| -| Cadmium Yellow | | 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | -| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | -| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | -| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | -| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | -| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | -| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | -| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | -| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | -| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | -| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | -| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | -| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | - -## License -Copyright (c) 2022, Secret Weapons. All rights reserved.
-Mixbox is provided under the CC BY-NC 4.0 license for non-commercial use only.
-If you want to obtain commercial license, please contact: mixbox@scrtwpns.com diff --git a/rust/src/lib.rs b/rust/src/lib.rs deleted file mode 100644 index 9564cd6..0000000 --- a/rust/src/lib.rs +++ /dev/null @@ -1,258 +0,0 @@ -// ========================================================== -// MIXBOX 2.0 (c) 2022 Secret Weapons. All rights reserved. -// License: Creative Commons Attribution-NonCommercial 4.0 -// Authors: Sarka Sochorova and Ondrej Jamriska -// ========================================================== -// -// BASIC USAGE -// -// let rgb_mix = mixbox::lerp(&rgb1, &rgb2, t); -// -// MULTI-COLOR MIXING -// -// let z1 = mixbox::rgb_to_latent(&rgb1); -// let z2 = mixbox::rgb_to_latent(&rgb2); -// let z3 = mixbox::rgb_to_latent(&rgb3); -// -// let mut z_mix = [0.0; mixbox::LATENT_SIZE]; -// -// for i in 0..z_mix.len() { // mix together: -// z_mix[i] = 0.3*z1[i] + // 30% of rgb1 -// 0.6*z2[i] + // 60% of rgb2 -// 0.1*z3[i]; // 10% of rgb3 -// } -// -// let rgb_mix = mixbox::latent_to_rgb(&z_mix); -// -// PIGMENT COLORS -// -// Cadmium Yellow 254, 236, 0 -// Hansa Yellow 252, 211, 0 -// Cadmium Orange 255, 105, 0 -// Cadmium Red 255, 39, 2 -// Quinacridone Magenta 128, 2, 46 -// Cobalt Violet 78, 0, 66 -// Ultramarine Blue 25, 0, 89 -// Cobalt Blue 0, 33, 133 -// Phthalo Blue 13, 27, 68 -// Phthalo Green 0, 60, 50 -// Permanent Green 7, 109, 22 -// Sap Green 107, 148, 4 -// Burnt Sienna 123, 72, 0 -// -// LICENSING -// -// If you want to obtain commercial license, please -// contact us at: mixbox@scrtwpns.com -// - -#![no_std] - -use libm::powf; - -pub const LATENT_SIZE: usize = 7; - -const MIXBOX_LUT : &[u8] = include_bytes!("lut.dat"); - -#[inline(always)] -fn clamp01(x: f32) -> f32 { - if x < 0.0 { - 0.0 - } else if x > 1.0 { - 1.0 - } else { - x - } -} - -#[inline(always)] -fn srgb_to_linear(x: f32) -> f32 { - if x >= 0.04045 { - powf((x + 0.055) / 1.055, 2.4) - } else { - x / 12.92 - } -} - -#[inline(always)] -fn linear_to_srgb(x: f32) -> f32 { - if x >= 0.0031308 { - 1.055 * powf(x, 1.0 / 2.4) - 0.055 - } else { - 12.92 * x - } -} - -#[inline(always)] -fn eval_polynomial(c0: f32, c1: f32, c2: f32, c3: f32) -> [f32; 3] { - let c00 = c0 * c0; - let c11 = c1 * c1; - let c22 = c2 * c2; - let c33 = c3 * c3; - let c01 = c0 * c1; - let c02 = c0 * c2; - let c12 = c1 * c2; - - let mut r = 0.0; - let mut g = 0.0; - let mut b = 0.0; - - let w00 = c0 * c00; r += 0.07717053*w00; g += 0.02826978*w00; b += 0.24832992*w00; - let w01 = c1 * c11; r += 0.95912302*w01; g += 0.80256528*w01; b += 0.03561839*w01; - let w02 = c2 * c22; r += 0.74683774*w02; g += 0.04868586*w02; b += 0.00000000*w02; - let w03 = c3 * c33; r += 0.99518138*w03; g += 0.99978149*w03; b += 0.99704802*w03; - let w04 = c00 * c1; r += 0.04819146*w04; g += 0.83363781*w04; b += 0.32515377*w04; - let w05 = c01 * c1; r += -0.68146950*w05; g += 1.46107803*w05; b += 1.06980936*w05; - let w06 = c00 * c2; r += 0.27058419*w06; g += -0.15324870*w06; b += 1.98735057*w06; - let w07 = c02 * c2; r += 0.80478189*w07; g += 0.67093710*w07; b += 0.18424500*w07; - let w08 = c00 * c3; r += -0.35031003*w08; g += 1.37855826*w08; b += 3.68865000*w08; - let w09 = c0 * c33; r += 1.05128046*w09; g += 1.97815239*w09; b += 2.82989073*w09; - let w10 = c11 * c2; r += 3.21607125*w10; g += 0.81270228*w10; b += 1.03384539*w10; - let w11 = c1 * c22; r += 2.78893374*w11; g += 0.41565549*w11; b += -0.04487295*w11; - let w12 = c11 * c3; r += 3.02162577*w12; g += 2.55374103*w12; b += 0.32766114*w12; - let w13 = c1 * c33; r += 2.95124691*w13; g += 2.81201112*w13; b += 1.17578442*w13; - let w14 = c22 * c3; r += 2.82677043*w14; g += 0.79933038*w14; b += 1.81715262*w14; - let w15 = c2 * c33; r += 2.99691099*w15; g += 1.22593053*w15; b += 1.80653661*w15; - let w16 = c01 * c2; r += 1.87394106*w16; g += 2.05027182*w16; b += -0.29835996*w16; - let w17 = c01 * c3; r += 2.56609566*w17; g += 7.03428198*w17; b += 0.62575374*w17; - let w18 = c02 * c3; r += 4.08329484*w18; g += -1.40408358*w18; b += 2.14995522*w18; - let w19 = c12 * c3; r += 6.00078678*w19; g += 2.55552042*w19; b += 1.90739502*w19; - - [r, g, b] -} - -pub fn float_rgb_to_latent(rgb: &[f32; 3]) -> [f32; LATENT_SIZE] { - let r01 = clamp01(rgb[0]); - let g01 = clamp01(rgb[1]); - let b01 = clamp01(rgb[2]); - - let x = r01 * 63.0; - let y = g01 * 63.0; - let z = b01 * 63.0; - - let ix = x as i32; - let iy = y as i32; - let iz = z as i32; - - let tx = x - (ix as f32); - let ty = y - (iy as f32); - let tz = z - (iz as f32); - - let lut = &MIXBOX_LUT[(((ix + iy*64 + iz*64*64) & 0x3FFFF) * 3) as usize ..]; - - let mut c0 = 0.0; - let mut c1 = 0.0; - let mut c2 = 0.0; - - let w0 = (1.0-tx)*(1.0-ty)*(1.0-tz); c0 += w0*(lut[ 192] as f32); c1 += w0*(lut[ 193] as f32); c2 += w0*(lut[ 194] as f32); - let w1 = ( tx)*(1.0-ty)*(1.0-tz); c0 += w1*(lut[ 195] as f32); c1 += w1*(lut[ 196] as f32); c2 += w1*(lut[ 197] as f32); - let w2 = (1.0-tx)*( ty)*(1.0-tz); c0 += w2*(lut[ 384] as f32); c1 += w2*(lut[ 385] as f32); c2 += w2*(lut[ 386] as f32); - let w3 = ( tx)*( ty)*(1.0-tz); c0 += w3*(lut[ 387] as f32); c1 += w3*(lut[ 388] as f32); c2 += w3*(lut[ 389] as f32); - let w4 = (1.0-tx)*(1.0-ty)*( tz); c0 += w4*(lut[12480] as f32); c1 += w4*(lut[12481] as f32); c2 += w4*(lut[12482] as f32); - let w5 = ( tx)*(1.0-ty)*( tz); c0 += w5*(lut[12483] as f32); c1 += w5*(lut[12484] as f32); c2 += w5*(lut[12485] as f32); - let w6 = (1.0-tx)*( ty)*( tz); c0 += w6*(lut[12672] as f32); c1 += w6*(lut[12673] as f32); c2 += w6*(lut[12674] as f32); - let w7 = ( tx)*( ty)*( tz); c0 += w7*(lut[12675] as f32); c1 += w7*(lut[12676] as f32); c2 += w7*(lut[12677] as f32); - - c0 *= 1.0 / 255.0; - c1 *= 1.0 / 255.0; - c2 *= 1.0 / 255.0; - - let c3 = 1.0 - (c0 + c1 + c2); - - let mixrgb = eval_polynomial(c0, c1, c2, c3); - - [ - c0, - c1, - c2, - c3, - r01 - mixrgb[0], - g01 - mixrgb[1], - b01 - mixrgb[2], - ] -} - -pub fn latent_to_float_rgb(latent: &[f32; LATENT_SIZE]) -> [f32; 3] { - let rgb = eval_polynomial(latent[0], latent[1], latent[2], latent[3]); - - [ - clamp01(rgb[0] + latent[4]), - clamp01(rgb[1] + latent[5]), - clamp01(rgb[2] + latent[6]), - ] -} - -pub fn latent_to_rgb(latent: &[f32; LATENT_SIZE]) -> [u8; 3] { - let rgb = latent_to_float_rgb(latent); - - [ - (rgb[0] * 255.0 + 0.5) as u8, - (rgb[1] * 255.0 + 0.5) as u8, - (rgb[2] * 255.0 + 0.5) as u8, - ] -} - -pub fn rgb_to_latent(rgb: &[u8; 3]) -> [f32; LATENT_SIZE] { - float_rgb_to_latent(&[ - (rgb[0] as f32) / 255.0, - (rgb[1] as f32) / 255.0, - (rgb[2] as f32) / 255.0 - ]) -} - -pub fn linear_float_rgb_to_latent(rgb: &[f32; 3]) -> [f32; LATENT_SIZE] { - float_rgb_to_latent(&[ - linear_to_srgb(rgb[0]), - linear_to_srgb(rgb[1]), - linear_to_srgb(rgb[2]), - ]) -} - -pub fn latent_to_linear_float_rgb(latent: &[f32; LATENT_SIZE]) -> [f32; 3] { - let rgb = latent_to_float_rgb(latent); - - [ - srgb_to_linear(rgb[0]), - srgb_to_linear(rgb[1]), - srgb_to_linear(rgb[2]), - ] -} - -pub fn lerp(rgb1: &[u8; 3], rgb2: &[u8; 3], t: f32) -> [u8; 3] { - let latent1 = rgb_to_latent(rgb1); - let latent2 = rgb_to_latent(rgb2); - - let mut latent_mix = [0.0; LATENT_SIZE]; - - for i in 0..latent_mix.len() { - latent_mix[i] = (1.0 - t) * latent1[i] + t * latent2[i]; - } - - latent_to_rgb(&latent_mix) -} - -pub fn lerp_float(rgb1: &[f32; 3], rgb2: &[f32; 3], t: f32) -> [f32; 3] { - let latent1 = float_rgb_to_latent(rgb1); - let latent2 = float_rgb_to_latent(rgb2); - - let mut latent_mix = [0.0; LATENT_SIZE]; - - for i in 0..latent_mix.len() { - latent_mix[i] = (1.0 - t) * latent1[i] + t * latent2[i]; - } - - latent_to_float_rgb(&latent_mix) -} - -pub fn lerp_linear_float(rgb1: &[f32; 3], rgb2: &[f32; 3], t: f32) -> [f32; 3] { - let latent1 = linear_float_rgb_to_latent(rgb1); - let latent2 = linear_float_rgb_to_latent(rgb2); - - let mut latent_mix = [0.0; LATENT_SIZE]; - - for i in 0..latent_mix.len() { - latent_mix[i] = (1.0 - t) * latent1[i] + t * latent2[i]; - } - - latent_to_linear_float_rgb(&latent_mix) -} diff --git a/rust/src/lut.dat b/rust/src/lut.dat deleted file mode 100644 index 0c7dcd2735f5e566cd957f8542d0edbabf8c9343..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 799107 zcmcHC1yCG$+cx^E$C()hW^f!+q!BismktN-88jB_wT-2F7N$UN@bZ#p z4KA55c#=GC@PKh+$4qpS%aezf3?4Ia@F4l*F@pwAkVi$y6$P%TQF0$Q5BZR>6XavY 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a/godot/addons/mixbox/mixbox_lut.png.import +++ /dev/null @@ -1,35 +0,0 @@ -[remap] - -importer="texture" -type="StreamTexture" -path="res://.import/mixbox_lut.png-d8cb77d0d5322618f1648925da003780.stex" -metadata={ -"vram_texture": false -} - -[deps] - -source_file="res://addons/mixbox/mixbox_lut.png" -dest_files=[ "res://.import/mixbox_lut.png-d8cb77d0d5322618f1648925da003780.stex" ] - -[params] - -compress/mode=3 -compress/lossy_quality=0.7 -compress/hdr_mode=0 -compress/bptc_ldr=0 -compress/normal_map=0 -flags/repeat=0 -flags/filter=true -flags/mipmaps=false -flags/anisotropic=false -flags/srgb=2 -process/fix_alpha_border=false -process/premult_alpha=false -process/HDR_as_SRGB=false -process/invert_color=false -process/normal_map_invert_y=false -stream=false -size_limit=0 -detect_3d=false -svg/scale=1.0 diff --git a/java/README.md b/java/README.md deleted file mode 100644 index 438ff62..0000000 --- a/java/README.md +++ /dev/null @@ -1,105 +0,0 @@ -# Mixbox for Java - -```java -import java.awt.Color; -import com.scrtwpns.Mixbox; - -class HelloMixbox { - public static void main(String[] args) { - Color color1 = new Color(0, 33, 133); // blue - Color color2 = new Color(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - Color colorMix = new Color(Mixbox.lerp(color1.getRGB(), color2.getRGB(), t)); - - System.out.print(colorMix); - } -} -``` - -## Android -```java -package com.example.mixboxhelloworld; - -import android.app.Activity; -import android.os.Bundle; -import android.view.View; -import android.graphics.Color; - -import com.scrtwpns.Mixbox; - -public class MainActivity extends Activity { - @Override - protected void onCreate(Bundle savedInstanceState) { - super.onCreate(savedInstanceState); - - int color1 = Color.rgb(0, 33, 133); // blue - int color2 = Color.rgb(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - int colorMix = Mixbox.lerp(color1, color2, t); - - View view = new View(this); - view.setBackgroundColor(colorMix); - setContentView(view); - } -} -``` - -## Mixing Multiple Colors -```java -int mixThree(int color1, int color2, int color3) { - float[] z1 = Mixbox.rgbToLatent(color1); - float[] z2 = Mixbox.rgbToLatent(color2); - float[] z3 = Mixbox.rgbToLatent(color3); - - float[] zMix = new float[Mixbox.LATENT_SIZE]; - - for(int i = 0; i < zMix.length; i++) { - // mix 30% of color1, 60% of color2, and 10% of color3 - zMix[i] = 0.3f*z1[i] + 0.6f*z2[i] + 0.1f*z3[i]; - } - - return Mixbox.latentToRgb(zMix); -} -``` - -## Maven -```xml - - com.scrtwpns - mixbox - 2.0.0 - jar - -``` - -## Gradle -```groovy -implementation 'com.scrtwpns:mixbox:2.0.0' // Groovy -``` -```kotlin -implementation("com.scrtwpns:mixbox:2.0.0") // Kotlin -``` - -## Pigment Colors -| Pigment | | RGB | Float RGB | Linear RGB | -| --- | --- |:----:|:----:|:----:| -| Cadmium Yellow | | 254, 236, 0 | 0.996, 0.925, 0.0 | 0.991, 0.839, 0.0 | -| Hansa Yellow | | 252, 211, 0 | 0.988, 0.827, 0.0 | 0.973, 0.651, 0.0 | -| Cadmium Orange | | 255, 105, 0 | 1.0, 0.412, 0.0 | 1.0, 0.141, 0.0 | -| Cadmium Red | | 255, 39, 2 | 1.0, 0.153, 0.008 | 1.0, 0.02, 0.001 | -| Quinacridone Magenta | | 128, 2, 46 | 0.502, 0.008, 0.18 | 0.216, 0.001, 0.027 | -| Cobalt Violet | | 78, 0, 66 | 0.306, 0.0, 0.259 | 0.076, 0.0, 0.054 | -| Ultramarine Blue | | 25, 0, 89 | 0.098, 0.0, 0.349 | 0.01, 0.0, 0.1 | -| Cobalt Blue | | 0, 33, 133 | 0.0, 0.129, 0.522 | 0.0, 0.015, 0.235 | -| Phthalo Blue | | 13, 27, 68 | 0.051, 0.106, 0.267 | 0.004, 0.011, 0.058 | -| Phthalo Green | | 0, 60, 50 | 0.0, 0.235, 0.196 | 0.0, 0.045, 0.032 | -| Permanent Green | | 7, 109, 22 | 0.027, 0.427, 0.086 | 0.002, 0.153, 0.008 | -| Sap Green | | 107, 148, 4 | 0.42, 0.58, 0.016 | 0.147, 0.296, 0.001 | -| Burnt Sienna | | 123, 72, 0 | 0.482, 0.282, 0.0 | 0.198, 0.065, 0.0 | - -## License -Copyright (c) 2022, Secret Weapons. All rights reserved.
-Mixbox is provided under the CC BY-NC 4.0 license for non-commercial use only.
-If you want to obtain commercial license, please contact: mixbox@scrtwpns.com diff --git a/java/build.bat b/java/build.bat deleted file mode 100644 index 8d39366..0000000 --- a/java/build.bat +++ /dev/null @@ -1 +0,0 @@ -javac -source 1.7 -target 1.7 src\main\java\com\scrtwpns\Mixbox.java -d build && copy src\main\resources\com\scrtwpns\mixbox_lut.dat build\com\scrtwpns && jar -cvf mixbox.jar -C build . diff --git a/java/examples/HelloMixbox.bat b/java/examples/HelloMixbox.bat deleted file mode 100644 index e362e8a..0000000 --- a/java/examples/HelloMixbox.bat +++ /dev/null @@ -1 +0,0 @@ -java -cp ../mixbox.jar HelloMixbox.java diff --git a/java/examples/HelloMixbox.java b/java/examples/HelloMixbox.java deleted file mode 100644 index 1887ac3..0000000 --- a/java/examples/HelloMixbox.java +++ /dev/null @@ -1,14 +0,0 @@ -import java.awt.Color; -import com.scrtwpns.Mixbox; - -class HelloMixbox { - public static void main(String[] args) { - Color color1 = new Color(0, 33, 133); // blue - Color color2 = new Color(252, 211, 0); // yellow - float t = 0.5f; // mixing ratio - - Color colorMix = new Color(Mixbox.lerp(color1.getRGB(), color2.getRGB(), t)); - - System.out.print(colorMix); - } -} diff --git a/java/mixbox.jar b/java/mixbox.jar deleted file mode 100644 index 61128e116df96e8ca97538111b3526ee73d8cdad..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 115200 zcmZ^{bBr&*v*tZ#Y}>Z&Ib++lZQDL$+qP}n_>OHG`@8pUHt)O1cG7>?>v!H-Lfn-Hh1nDH@#29`ifq+1O6r>>_|4RY) z717+WzLmC*otr1wMN0`g{Cqiz1zti>;DT`8PADQ7!pM*iaY*PK43{OBv0{?=g@A~B z#>R{4n4rtXUgl`}Xl4*3#Cs;5s-j>P{;>_mHBI;Iv5kx-?-$3oDl>oAPdBoVt8CZb z^`z`h*Gs<(?Y@td8vSp(zMtccXdvo4LueZXRtG${a@ZS(yVbpH3C2#(*;w8Eog2T*zR59IQ+!AaF^fU`mz7sfd$O&}_Pa z4`f|`24;{-Q(;K3agthRmn?lxlB&Gy;l$KNiFt||YzquR28d|U#3+p=T=dI_!t0b@ zL+Vb*x7YhG?Lbf|jg94ktX!4{<)<*Q3ePvWFHs$Il+Gr|6ul*v%lAb3iJ)iG%M}Lz zK`3DEFmkB8!VZOdSV2<;-6x7`!QCHAB-nL$dU^xj!mlQd{?1?S-Q)9o38178tDG9pL37K+y1WvH%BcH2-IH( 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