Beautifl - Flash Gallery

Thumbnail : gl
gl
lizhi 2012-06-20 MIT License

再生するにはFlash Playerが必要です。デスクトップのブラウザでご覧ください。

package  
{
	import com.bit101.components.ComboBox;
	import flash.display.Bitmap;
	import flash.display.BitmapData;
	import flash.display.Loader;
	import flash.display.LoaderInfo;
	import flash.display.Shader;
	import flash.display.ShaderInput;
	import flash.display.ShaderJob;
	import flash.display.Sprite;
	import flash.events.Event;
	import flash.events.MouseEvent;
	import flash.filters.ShaderFilter;
	import flash.geom.Point;
	import flash.system.System;
	import flash.utils.getTimer;
	import mx.utils.Base64Decoder;
	import mx.utils.Base64Encoder;
	//import net.game_develop.animation.utils.Stats;
	/**
	 * ...
	 * @author lizhi
	 */
	public class GL extends Sprite
	{
		private var shader:Shader;
		private var loader:Loader;
		private var shaderFilter:ShaderFilter;
		private var bmp:Bitmap;
		
		private var shaders:Array = [];
		
		private var pbjstrs:Array = [
		["zInvert","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"],
			["ReliefTunnel","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"],
			["Pulse","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"],
			["flower","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"],
		["Julia", "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"],
		["Metablob","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"]
		,["Heart", "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"]
		];
		private var list:ComboBox;
		public function GL() 
		{
			/*var b64e:Base64Encoder = new Base64Encoder;
			b64e.insertNewLines = false;
			[Embed(source = "Heart.pbj", mimeType = "application/octet-stream")]var c:Class;
			b64e.encodeBytes(new c);
			System.setClipboard(b64e.flush());*/
			var texStr:String = 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";

			loader = new Loader;
			var b64:Base64Decoder  = new Base64Decoder;
			b64.decode(texStr);
			loader.loadBytes(b64.flush());
			
			loader.contentLoaderInfo.addEventListener(Event.COMPLETE, loader_complete);
			
		}
		
		private function loader_complete(e:Event):void 
		{
			addEventListener(Event.ENTER_FRAME, enterFrame);
			bmp = (e.currentTarget as LoaderInfo).content as Bitmap
			addChild(bmp);
			
			var lists:Array = [];
			var input:ShaderInput;
			for each(var arr:Array in pbjstrs) {
				lists.push(arr[0]);
				var b64:Base64Decoder  = new Base64Decoder;
				b64.decode(arr[1]);
				var shader:Shader = new Shader(b64.flush());
				if (input == null) input = shader.data.src;
				if (shader.data.src == null) shader.data.src = input;
				shaders[arr[0]] = shader;
			}
			
			list = new ComboBox(this, 0, 0, lists[0], lists);
			list.addEventListener(Event.SELECT, onchange); 
			list.selectedItem = lists[0];
			addChild(list);
			//addChild(new Stats);
			
		}
		
		private function onchange(e:Event):void 
		{
			select(list.selectedItem + "");
			
		}
		
		private function select(name:String):void {
			shader = shaders[name];
			shaderFilter = new ShaderFilter(shader);
		}
		
		private function enterFrame(e:Event):void 
		{
			shader.data.time.value[0] = getTimer() / 1000;
			//bmd.applyFilter(sbmd, bmd.rect, new Point, shaderFilter);
			bmp.filters = [shaderFilter];
		}
		
	}
}

/*<languageVersion : 1.0;>

kernel Pulse
<   namespace : "lizhi http://game-develop.net/";
    vendor : "lizhi fork from http://www.iquilezles.org/";
    version : 1;
>
{
    input image4 src;
    output pixel4 dst;

     parameter float2 resolution
    <
        defaultValue:float2(512.0,512.0);
    >;
     parameter float time
    <
        defaultValue:0.0;
        minValue:0.0;
        maxValue:10.0;
    >;
    void
    evaluatePixel()
    {
        float2 halfres = resolution.xy/2.0;
        float2 cPos = outCoord();

        cPos.x -= 0.5*halfres.x*sin(time/2.0)+0.3*halfres.x*cos(time)+halfres.x;
        cPos.y -= 0.4*halfres.y*sin(time/5.0)+0.3*halfres.y*cos(time)+halfres.y;
        float cLength = length(cPos);

        float2 uv = outCoord()/resolution.xy+(cPos/cLength)*sin(cLength/30.0-time*10.0)/25.0;
        
        uv = mod(uv,2.0);
        if(uv.x>=1.0)uv.x = 2.0 -uv.x;
        if(uv.y>=1.0)uv.y = 2.0- uv.y;
        uv*=resolution;
        
        float3 col = sampleNearest(src,uv).xyz*50.0/cLength;
        dst.xyz=col;
        dst.w=1.0;
    }
}*/

/*
uniform float time;
uniform vec2 resolution;
uniform vec4 mouse;
uniform sampler2D tex0;

void main(void)
{
    vec2 halfres = resolution.xy/2.0;
    vec2 cPos = gl_FragCoord.xy;

    cPos.x -= 0.5*halfres.x*sin(time/2.0)+0.3*halfres.x*cos(time)+halfres.x;
    cPos.y -= 0.4*halfres.y*sin(time/5.0)+0.3*halfres.y*cos(time)+halfres.y;
    float cLength = length(cPos);

    vec2 uv = gl_FragCoord.xy/resolution.xy+(cPos/cLength)*sin(cLength/30.0-time*10.0)/25.0;
    vec3 col = texture2D(tex0,uv).xyz*50.0/cLength;

    gl_FragColor = vec4(col,1.0);
}*/


/**
 * 
 * 
 * fork from http://www.iquilezles.org/apps/shadertoy/ ReliefTunnel
	 * <languageVersion : 1.0;>

kernel ReliefTunnel
<   namespace : "lizhi http://game-develop.net/";
    vendor : "lizhi fork from http://www.iquilezles.org/";
    version : 1;
>
{
    input image4 src;
    output pixel4 dst;

     parameter float2 resolution
    <
        defaultValue:float2(512.0,512.0);
    >;
     parameter float time
    <
        defaultValue:0.0;
        minValue:0.0;
        maxValue:10.0;
    >;
    void
    evaluatePixel()
    {
        float2 p = -1.0 + 2.0 * outCoord().xy / resolution.xy;
        
        float2 uv;

        float r = sqrt( dot(p,p) );
        float a = atan(p.y,p.x) + 0.5*sin(0.5*r-0.5*time);

        float s = 0.5 + 0.5*cos(7.0*a);
        s = smoothStep(0.0,1.0,s);
        s = smoothStep(0.0,1.0,s);
        s = smoothStep(0.0,1.0,s);
        s = smoothStep(0.0,1.0,s);

        uv.x = time + 1.0/( r + .2*s);
        uv.y = 3.0*a/3.1416;

        float w = (0.5 + 0.5*s)*r*r;
       
       uv = mod(uv,2.0);
        if(uv.x>=1.0)uv.x = 2.0 -uv.x;
        if(uv.y>=1.0)uv.y = 2.0- uv.y;
        uv*=resolution;
        float3 col = sampleNearest(src,uv).xyz;

        float ao = 0.5 + 0.5*cos(7.0*a);
        ao = smoothStep(0.0,0.4,ao)-smoothStep(0.4,0.7,ao);
        ao = 1.0-0.5*ao*r;
        
        dst.xyz=col*w*ao;
        dst.w=1.0;
    }
}

gl

#ifdef GL_ES
precision highp float;
#endif

uniform vec2 resolution;
uniform float time;
uniform sampler2D tex0;
uniform sampler2D tex1;

void main(void)
{
    vec2 p = -1.0 + 2.0 * gl_FragCoord.xy / resolution.xy;
    vec2 uv;

    float r = sqrt( dot(p,p) );
    float a = atan(p.y,p.x) + 0.5*sin(0.5*r-0.5*time);

    float s = 0.5 + 0.5*cos(7.0*a);
    s = smoothstep(0.0,1.0,s);
    s = smoothstep(0.0,1.0,s);
    s = smoothstep(0.0,1.0,s);
    s = smoothstep(0.0,1.0,s);

    uv.x = time + 1.0/( r + .2*s);
    uv.y = 3.0*a/3.1416;

    float w = (0.5 + 0.5*s)*r*r;

    vec3 col = texture2D(tex0,uv).xyz;

    float ao = 0.5 + 0.5*cos(7.0*a);
    ao = smoothstep(0.0,0.4,ao)-smoothstep(0.4,0.7,ao);
    ao = 1.0-0.5*ao*r;

    gl_FragColor = vec4(col*w*ao,1.0);
}


fork from http://www.iquilezles.org/apps/shadertoy/ z invert
	
pbk

<languageVersion : 1.0;>

kernel zInvert
<   namespace : "lizhi http://game-develop.net/";
    vendor : "lizhi fork from http://www.iquilezles.org/";
    version : 1;
>
{
    input image4 src;
    parameter float2 resolution
    <
        defaultValue:float2(512.0,512.0);
    >;
    parameter float time
    <
        defaultValue:0.0;
        minValue:0.0;
        maxValue:10.0;
    >;
    output pixel4 dst;

    void
    evaluatePixel()
    {
        float2 fragCoord = outCoord();
        float2 p = -1.0 +2.0 * fragCoord/resolution;
        
        float2 uv;
        
        float a = atan(p.y,p.x);
        float r = sqrt(dot(p,p));
        
       uv.x = cos(0.6+time) + cos(cos(1.2+time)+a)/r;
        uv.y = cos(0.3+time) + sin(cos(2.0+time)+a)/r;
        
        uv = mod(uv,2.0);
        if(uv.x>1.0)uv.x = 2.0 -uv.x;
        if(uv.y>1.0)uv.y = 2.0- uv.y;
        uv*=resolution;
        
        float3 col =  sampleNearest(src,uv*.25).xyz;
        
        dst.xyz = col*r*r;
        dst.w = 1.0;
    }
}


gl

#ifdef GL_ES
precision highp float;
#endif

uniform vec2 resolution;
uniform float time;
uniform sampler2D tex0;
uniform sampler2D tex1;

void main(void)
{
    vec2 p = -1.0 + 2.0 * gl_FragCoord.xy / resolution.xy;
    vec2 uv;

    float a = atan(p.y,p.x);
    float r = sqrt(dot(p,p));

    uv.x = cos(0.6+time) + cos(cos(1.2+time)+a)/r;
    uv.y = cos(0.3+time) + sin(cos(2.0+time)+a)/r;

    vec3 col =  texture2D(tex0,uv*.25).xyz;

    gl_FragColor = vec4(col*r*r,1.0);
}

*/