var kNumCameraShakePoints=10;var kParticleSize=16;var smokeImage=new 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";var speckImage=new Image();speckImage.src="data:image/png;base64,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";var KNWebGLParticleSystem=Class.create({initialize:function(i,e,d,h,c,b,f,j){this.renderer=i;this.program=e;var g=this.gl=this.renderer.gl;var k=this.uniforms=e.uniforms;var a=this.attribs=e.attribs;KNWebGLUtil.enableAttribs(g,e);this.texture=j;this.objectSize=d;this.slideSize=h;this.duration=c;this.particleSize=f;this.particleSystemSize=b;this.particleCount=b.width*b.height;this.particlesWide=b.width;this.particlesHigh=b.height;this.numVertsPP=4;if(k.RotationMax!==undefined){g.uniform1f(k.RotationMax,this.rotationMax())}if(k.SpeedMax!==undefined){g.uniform1f(k.SpeedMax,this.speedMax())}this.percentfinished=0;this.animationWillBeginWithContext()},animationWillBeginWithContext:function(){var u=this.gl;var r=this.attribs;u.useProgram(this.program.shaderProgram);u.enable(u.TEXTURE_2D);var h=this.attributeBuffers={};h.Position=[];h.Center=[];h.TexCoord=[];h.ParticleTexCoord=[];h.Speed=[];h.Rotation=[];h.Scale=[];h.LifeSpan=[];var c=this.numVertsPP;for(var j=0,w=this.particlesHigh;j<w;j++){for(var l=0,b=this.particlesWide;l<b;l++){var f=this.particleSize;var o=WebGraphics.makePoint(l,j);var g=this.particlesWide*o.y+o.x;var d=g*c;var p=WebGraphics.makeRect(l*f.width,j*f.height,f.width,f.height);if(this.useRandomStartingPoint()){p=WebGraphics.setOrigin(p,this.randomStartPointAtIndexPoint(o))}if(r.Position!==undefined){KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(p.x+p.width,p.y+p.height),d,h.Position);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(p.x,p.y+p.height),d+1,h.Position);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(p.x,p.y),d+2,h.Position);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(p.x+p.width,p.y),d+3,h.Position)}if(r.Center!==undefined){var n=p.x+(p.width/2);var m=p.y+(p.height/2);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(n,m),d,h.Center);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(n,m),d+1,h.Center);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(n,m),d+2,h.Center);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(n,m),d+3,h.Center)}if(r.TexCoord!==undefined){var e=WebGraphics.makeRect(p.x/this.objectSize.width,p.y/this.objectSize.height,this.particleSize.width/this.objectSize.width,this.particleSize.height/this.objectSize.height);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(e.x+e.width,e.y+e.height),d,h.TexCoord);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(e.x,e.y+e.height),d+1,h.TexCoord);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(e.x,e.y),d+2,h.TexCoord);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(e.x+e.width,e.y),d+3,h.TexCoord)}if(r.ParticleTexCoord!==undefined){KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(0,0),d,h.ParticleTexCoord);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(1,0),d+1,h.ParticleTexCoord);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(1,1),d+2,h.ParticleTexCoord);KNWebGLUtil.setPoint2DAtIndexForAttribute(WebGraphics.makePoint(0,1),d+3,h.ParticleTexCoord)}if(r.Speed!==undefined){var v=this.randomSpeedAtIndexPoint(o);KNWebGLUtil.setPoint3DAtIndexForAttribute(v,d,h.Speed);KNWebGLUtil.setPoint3DAtIndexForAttribute(v,d+1,h.Speed);KNWebGLUtil.setPoint3DAtIndexForAttribute(v,d+2,h.Speed);KNWebGLUtil.setPoint3DAtIndexForAttribute(v,d+3,h.Speed)}if(r.Rotation!==undefined){var s=this.randomRotationAtIndexPoint(o);KNWebGLUtil.setPoint3DAtIndexForAttribute(s,d,h.Rotation);KNWebGLUtil.setPoint3DAtIndexForAttribute(s,d+1,h.Rotation);KNWebGLUtil.setPoint3DAtIndexForAttribute(s,d+2,h.Rotation);KNWebGLUtil.setPoint3DAtIndexForAttribute(s,d+3,h.Rotation)}if(r.Scale!==undefined){var z=this.randomScaleAtIndexPoint(o);KNWebGLUtil.setFloatAtIndexForAttribute(z,d,h.Scale);KNWebGLUtil.setFloatAtIndexForAttribute(z,d+1,h.Scale);KNWebGLUtil.setFloatAtIndexForAttribute(z,d+2,h.Scale);KNWebGLUtil.setFloatAtIndexForAttribute(z,d+3,h.Scale)}if(r.LifeSpan!==undefined){var k=this.randomLifeSpanAtIndexPoint(o);KNWebGLUtil.setPoint2DAtIndexForAttribute(k,d,h.LifeSpan);KNWebGLUtil.setPoint2DAtIndexForAttribute(k,d+1,h.LifeSpan);KNWebGLUtil.setPoint2DAtIndexForAttribute(k,d+2,h.LifeSpan);KNWebGLUtil.setPoint2DAtIndexForAttribute(k,d+3,h.LifeSpan)}}}var a=0;var q=this.elementArray=[];for(var t=0;t<this.particleCount;t++){q[a++]=4*t+0;q[a++]=4*t+1;q[a++]=4*t+2;q[a++]=4*t+0;q[a++]=4*t+2;q[a++]=4*t+3}this.buffer={};KNWebGLUtil.bindAllAvailableAttributesToBuffers(u,r,h,{LifeSpan:2,Scale:1,Rotation:3,Speed:3,ParticleTexCoord:2,TexCoord:2,Center:2,Position:2},this.buffer);this.elementArrayBuffer=u.createBuffer();u.bindBuffer(u.ELEMENT_ARRAY_BUFFER,this.elementArrayBuffer);u.bufferData(u.ELEMENT_ARRAY_BUFFER,new Uint16Array(q),u.DYNAMIC_DRAW);u.uniform1i(this.uniforms.ParticleTexture,0)},drawFrame:function(d,c){var e=this.gl;var b=this.program;var a=this.uniforms;this.percentfinished=d;e.useProgram(b.shaderProgram);e.bindTexture(e.TEXTURE_2D,this.texture);e.uniform1f(a.Percent,d);e.uniform1f(a.Opacity,c);KNWebGLUtil.bindAllAvailableAttributesToBuffers(e,this.attribs,this.attributeBuffers,{LifeSpan:2,Scale:1,Rotation:3,Speed:3,ParticleTexCoord:2,TexCoord:2,Center:2,Position:2},this.buffer);e.bufferData(e.ELEMENT_ARRAY_BUFFER,new Uint16Array(this.elementArray),e.DYNAMIC_DRAW);this.draw()},draw:function(){var a=this.gl;a.drawElements(a.TRIANGLES,this.elementArray.length,a.UNSIGNED_SHORT,0)},setMVPMatrix:function(b){var a=this.gl;a.useProgram(this.program.shaderProgram);a.uniformMatrix4fv(this.uniforms.MVPMatrix,false,b)},randomSpeedAtIndexPoint:function(a){var b=(2*this.indexFromPoint(a))/(this.particleCount)-1;b=(b<0?-1:1)*Math.sqrt(Math.abs(b));var c=(Math.abs(b)+0.25)*WebGraphics.randomBetween(-4,0.1);b*=WebGraphics.randomBetween(2,4);return WebGraphics.makePoint3D(this.p_anvilGlobalScale()*5.6*b,this.p_anvilGlobalScale()*5*-c,0)},randomRotationAtIndexPoint:function(a){var c=(2*this.indexFromPoint(a))/(this.particleCount)-1;var b=c*WebGraphics.randomBetween(0.5,1)*Math.PI;b*=this.duration/1000;return WebGraphics.makePoint3D(0,0,b)},randomScaleAtIndexPoint:function(a){var c=Math.abs(2*this.indexFromPoint(a)/this.particleCount-1);c+=1.24;var b=WebGraphics.randomBetween(0,1);b*=b*b;c*=WebGraphics.mix(1,2.5,b);c*=this.p_anvilGlobalScale();return c},randomLifeSpanAtIndexPoint:function(a){return WebGraphics.makePoint(0,WebGraphics.randomBetween(0.15,1))},randomStartPointAtIndexPoint:function(b){var a=this.indexFromPoint(b);return WebGraphics.makePoint(a/this.particleCount*this.objectSize.width-kParticleSize/2,kParticleSize/2)},p_anvilGlobalScale:function(){return WebGraphics.mix(1.25,0.75,(this.objectSize.width/this.slideSize.width)*(this.objectSize.width/7))},indexFromPoint:function(a){return this.particlesWide*a.y+a.x}});var KNWebGLBuildAnvilSmokeSystem=Class.create(KNWebGLParticleSystem,{useRandomStartingPoint:function(){return true},randomStartPointAtIndexPoint:function(b){var a=this.indexFromPoint(b);return WebGraphics.makePoint(a/this.particleCount*this.objectSize.width-kParticleSize/2,kParticleSize/2)},randomSpeedAtIndexPoint:function(a){var c=(2*this.indexFromPoint(a))/(this.particleCount)-1;c=(c<0?-1:1)*Math.sqrt(Math.abs(c));var d=(Math.abs(c)+0.25)*WebGraphics.randomBetween(-1,0.1);c*=WebGraphics.randomBetween(0.25,1);var b=WebGraphics.makePoint3D(this.p_anvilGlobalScale()*5.6*c,this.p_anvilGlobalScale()*5*-d,0);return b},randomRotationAtIndexPoint:function(a){var c=(2*this.indexFromPoint(a))/(this.particleCount)-1;var b=c*WebGraphics.randomBetween(0.5,1)*Math.PI;b*=this.duration/1000;return WebGraphics.makePoint3D(0,0,b)},randomScaleAtIndexPoint:function(a){var c=Math.abs(((2*this.indexFromPoint(a))/this.particleCount)-1);c+=1.25;var b=WebGraphics.randomBetween(0,1);b*=b*b;c*=WebGraphics.mix(1,2.5,b);c*=(this.p_anvilGlobalScale()/kParticleSize);return c},randomLifeSpanAtIndexPoint:function(a){return WebGraphics.makePoint(0,(this.duration/1000)*WebGraphics.randomBetween(0.15,1))},p_anvilGlobalScale:function(){return WebGraphics.mix(1.25,0.75,this.objectSize.width/this.slideSize.width)*(this.objectSize.width/7)}});var KNWebGLBuildAnvilSpeckSystem=Class.create(KNWebGLParticleSystem,{useRandomStartingPoint:function(){return true},randomStartPointAtIndexPoint:function(b){var a=this.indexFromPoint(b);return WebGraphics.makePoint(a/this.particleCount*this.objectSize.width-kParticleSize/2,kParticleSize/2)},randomSpeedAtIndexPoint:function(a){var c=WebGraphics.makePoint3D(0,0,0);var b=this.indexFromPoint(a);c.x=2*b/this.particleCount-1;c.y=WebGraphics.randomBetween(0.2,1);if(b%3!=1){c.z=0.2;c.y*=0.025*(WebGraphics.randomBetween(0,1)<0.5?-1:1);c.x*=10;c.y*=10}else{c.z=1}c.x*=this.p_anvilGlobalScale()*5.25;c.y*=this.p_anvilGlobalScale()*4;return c},randomRotationAtIndexPoint:function(a){var c=(2*this.indexFromPoint(a))/(this.particleCount)-1;var b=c*WebGraphics.randomBetween(0.5,1)*Math.PI;b*=this.duration/1000;return WebGraphics.makePoint3D(0,0,b)},randomScaleAtIndexPoint:function(b){var a=this.indexFromPoint(b);var c=WebGraphics.randomBetween(3,5);if(a%3!=1){c*=3}c*=(this.p_anvilGlobalScale()/kParticleSize);return c},randomLifeSpanAtIndexPoint:function(b){var a=this.indexFromPoint(b);var c=WebGraphics.makePoint(0,Math.min(1,this.duration/1000)*WebGraphics.randomBetween(0.2,0.5));if(a%3!=1){c.y*=10}return c},p_anvilGlobalScale:function(){return WebGraphics.mix(1.25,0.75,this.objectSize.width/this.slideSize.width)*(this.objectSize.width/7)}});