c2runtime.js

// Generated by Construct 2, the HTML5 game and app creator :: http://www.scirra.com
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(function(){function d(a,e,b,h){this.set(a,e,b,h)}function k(){this.ib=this.hb=this.kb=this.jb=this.sb=this.rb=this.Pa=this.Oa=0}function m(a,e,b,h){a<e?b<h?(p=a<b?a:b,y=e>h?e:h):(p=a<h?a:h,y=e>b?e:b):b<h?(p=e<b?e:b,y=a>h?a:h):(p=e<h?e:h,y=a>b?a:b)}function l(){this.items=this.Tc=null;this.qg=0;w&&(this.Tc=new Set);this.Df=[];this.Fd=!0}function t(a){T[W++]=a}function r(){this.oa=this.Oi=this.y=this.ij=0}function c(a){this.Ha=[];this.nh=this.ph=this.qh=this.oh=0;this.Tg(a)}function a(a,e){this.mj=
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var w=!h&&!C&&!n&&"undefined"!==typeof Set&&"undefined"!==typeof Set.prototype.forEach;l.prototype.contains=function(a){return this.gd()?!1:w?this.Tc.has(a):this.items&&this.items.hasOwnProperty(a)};l.prototype.add=function(a){if(w)this.Tc.has(a)||(this.Tc.add(a),this.Fd=!1);else{var e=a.toString(),b=this.items;b?b.hasOwnProperty(e)||(b[e]=a,this.qg++,this.Fd=!1):(this.items={},this.items[e]=a,this.qg=1,this.Fd=!1)}};l.prototype.remove=function(a){if(!this.gd())if(w)this.Tc.has(a)&&(this.Tc["delete"](a),
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8;this.yc=4;var h=this.Ha;h[0]=a.left-e;h[1]=a.top-b;h[2]=a.right-e;h[3]=a.top-b;h[4]=a.right-e;h[5]=a.bottom-b;h[6]=a.left-e;h[7]=a.bottom-b;this.uh=a.right-a.left;this.sh=a.bottom-a.top;this.Y()};c.prototype.vf=function(a,e,b,h,f){this.Ha.length=8;this.yc=4;var n=this.Ha;n[0]=a.Oa-e;n[1]=a.Pa-b;n[2]=a.rb-e;n[3]=a.sb-b;n[4]=a.jb-e;n[5]=a.kb-b;n[6]=a.hb-e;n[7]=a.ib-b;this.uh=h;this.sh=f;this.Y()};c.prototype.Tn=function(a){this.yc=a.yc;wa(this.Ha,a.Ha);this.oh=a.oh;this.qh-a.qh;this.ph=a.ph;this.nh=
a.nh};c.prototype.Se=function(a,e,b){if(this.uh!==a||this.sh!==e||this.Kl!==b){this.uh=a;this.sh=e;this.Kl=b;var h,f,n,g,q,c=0,x=1,A=this.En,p=this.Ha;0!==b&&(c=Math.sin(b),x=Math.cos(b));b=0;for(n=this.yc;b<n;b++)h=2*b,f=h+1,g=A[h]*a,q=A[f]*e,p[h]=g*x-q*c,p[f]=q*x+g*c;this.Y()}};c.prototype.xb=function(a,e){var b=this.Ha;if(a===b[0]&&e===b[1])return!0;var h,f,n,g=this.yc,q=this.oh-110,c=this.qh-101,x=this.ph+131,A=this.nh+120,p,v,d=0,u=0;for(h=0;h<g;h++)f=2*h,n=(h+1)%g*2,p=b[f],f=b[f+1],v=b[n],n=
b[n+1],ra(q,c,a,e,p,f,v,n)&&d++,ra(x,A,a,e,p,f,v,n)&&u++;return 1===d%2||1===u%2};c.prototype.ig=function(a,e,b){var h=a.Ha,f=this.Ha;if(this.xb(h[0]+e,h[1]+b)||a.xb(f[0]-e,f[1]-b))return!0;var n,g,q,c,x,A,p,v,d,u,l,y;n=0;for(c=this.yc;n<c;n++)for(g=2*n,q=(n+1)%c*2,v=f[g],g=f[g+1],d=f[q],u=f[q+1],q=0,p=a.yc;q<p;q++)if(x=2*q,A=(q+1)%p*2,l=h[x]+e,x=h[x+1]+b,y=h[A]+e,A=h[A+1]+b,ra(v,g,d,u,l,x,y,A))return!0;return!1};Ua=c;a.prototype.Md=function(a,e,b){var h;h=this.cells[a];return h?(h=h[e])?h:b?(h=v(this,
a,e),this.cells[a][e]=h):null:b?(h=v(this,a,e),this.cells[a]={},this.cells[a][e]=h):null};a.prototype.fb=function(a){return S(a/this.mj)};a.prototype.gb=function(a){return S(a/this.lj)};a.prototype.update=function(a,e,b){var h,f,n,g,q;if(e)for(h=e.left,f=e.right;h<=f;++h)for(n=e.top,g=e.bottom;n<=g;++n)if(!b||!b.xb(h,n))if(q=this.Md(h,n,!1))q.remove(a),q.gd()&&(q.Na.clear(),1E3>J.length&&J.push(q),this.cells[h][n]=null);if(b)for(h=b.left,f=b.right;h<=f;++h)for(n=b.top,g=b.bottom;n<=g;++n)e&&e.xb(h,
n)||this.Md(h,n,!0).Wj(a)};a.prototype.Bi=function(a,e){var b,h,f,n,g,q;b=this.fb(a.left);f=this.gb(a.top);h=this.fb(a.right);for(g=this.gb(a.bottom);b<=h;++b)for(n=f;n<=g;++n)(q=this.Md(b,n,!1))&&q.dump(e)};Wa=a;f.prototype.Md=function(a,e,h){var f;f=this.cells[a];return f?(f=f[e])?f:h?(f=b(this,a,e),this.cells[a][e]=f):null:h?(f=b(this,a,e),this.cells[a]={},this.cells[a][e]=f):null};f.prototype.fb=function(a){return S(a/this.mj)};f.prototype.gb=function(a){return S(a/this.lj)};f.prototype.update=
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this.Pc.gd()&&(this.Kf=!1)):this.Na.length?(this.Na[this.Na.length-1].Mc()>a.Mc()&&(this.ef=!1),this.Na.push(a)):(this.Na.push(a),this.ef=!0)};g.prototype.remove=function(a){this.Pc.add(a);this.Kf=!0;30<=this.Pc.count()&&this.Ej()};g.prototype.Ej=function(){this.Kf&&(this.Pc.count()===this.Na.length?this.reset():(Pa(this.Na,this.Pc),this.Pc.clear(),this.Kf=!1))};g.prototype.Yp=function(){this.ef||(this.Na.sort(q),this.ef=!0)};g.prototype.reset=function(){V(this.Na);this.ef=!0;this.Pc.clear();this.Kf=
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b.ZERO;break;case 6:a.$a=b.ZERO;a.Ya=b.SRC_ALPHA;break;case 7:a.$a=b.ONE_MINUS_DST_ALPHA;a.Ya=b.ZERO;break;case 8:a.$a=b.ZERO;a.Ya=b.ONE_MINUS_SRC_ALPHA;break;case 9:a.$a=b.DST_ALPHA;a.Ya=b.ONE_MINUS_SRC_ALPHA;break;case 10:a.$a=b.ONE_MINUS_DST_ALPHA,a.Ya=b.SRC_ALPHA}};$a=function(a){return Math.round(1E6*a)/1E6};ab=function(a,e){return"string"!==typeof a||"string"!==typeof e||a.length!==e.length?!1:a===e?!0:a.toLowerCase()===e.toLowerCase()};bb=function(a){a=a.target;return!a||a===document||a===
window||document&&document.body&&a===document.body||ab(a.tagName,"canvas")?!0:!1}})();var Tb="undefined"!==typeof Float32Array?Float32Array:Array;function Ub(d){var k=new Tb(3);d&&(k[0]=d[0],k[1]=d[1],k[2]=d[2]);return k}function Vb(d){var k=new Tb(16);d&&(k[0]=d[0],k[1]=d[1],k[2]=d[2],k[3]=d[3],k[4]=d[4],k[5]=d[5],k[6]=d[6],k[7]=d[7],k[8]=d[8],k[9]=d[9],k[10]=d[10],k[11]=d[11],k[12]=d[12],k[13]=d[13],k[14]=d[14],k[15]=d[15]);return k}
function Wb(d,k){k[0]=d[0];k[1]=d[1];k[2]=d[2];k[3]=d[3];k[4]=d[4];k[5]=d[5];k[6]=d[6];k[7]=d[7];k[8]=d[8];k[9]=d[9];k[10]=d[10];k[11]=d[11];k[12]=d[12];k[13]=d[13];k[14]=d[14];k[15]=d[15]}function Xb(d,k){var m=k[0],l=k[1];k=k[2];d[0]*=m;d[1]*=m;d[2]*=m;d[3]*=m;d[4]*=l;d[5]*=l;d[6]*=l;d[7]*=l;d[8]*=k;d[9]*=k;d[10]*=k;d[11]*=k}
function Yb(d,k,m,l){l||(l=Vb());var t,r,c,a,f,v,e,b,g=d[0],q=d[1];d=d[2];r=m[0];c=m[1];t=m[2];m=k[1];v=k[2];g===k[0]&&q===m&&d===v?(d=l,d[0]=1,d[1]=0,d[2]=0,d[3]=0,d[4]=0,d[5]=1,d[6]=0,d[7]=0,d[8]=0,d[9]=0,d[10]=1,d[11]=0,d[12]=0,d[13]=0,d[14]=0,d[15]=1):(m=g-k[0],v=q-k[1],e=d-k[2],b=1/Math.sqrt(m*m+v*v+e*e),m*=b,v*=b,e*=b,k=c*e-t*v,t=t*m-r*e,r=r*v-c*m,(b=Math.sqrt(k*k+t*t+r*r))?(b=1/b,k*=b,t*=b,r*=b):r=t=k=0,c=v*r-e*t,a=e*k-m*r,f=m*t-v*k,(b=Math.sqrt(c*c+a*a+f*f))?(b=1/b,c*=b,a*=b,f*=b):f=a=c=0,
l[0]=k,l[1]=c,l[2]=m,l[3]=0,l[4]=t,l[5]=a,l[6]=v,l[7]=0,l[8]=r,l[9]=f,l[10]=e,l[11]=0,l[12]=-(k*g+t*q+r*d),l[13]=-(c*g+a*q+f*d),l[14]=-(m*g+v*q+e*d),l[15]=1)}
(function(){function d(a,f,c){this.Qd=/msie/i.test(navigator.userAgent)||/trident/i.test(navigator.userAgent);this.height=this.width=0;this.ba=!!c;this.Uh=this.jg=!1;this.tj=0;this.$i=1;this.pl=1E3;this.Os=(this.pl-this.$i)/32768;this.jj=Ub([0,0,100]);this.Om=Ub([0,0,0]);this.qo=Ub([0,1,0]);this.ih=Ub([1,1,1]);this.Tl=!0;this.mi=Vb();this.Sb=Vb();this.ik=Vb();this.sj=Vb();this.n=a;this.version=0===this.n.getParameter(this.n.VERSION).indexOf("WebGL 2")?2:1;this.pm()}function k(a,f,c){this.n=a;this.Ug=
f;this.name=c;this.Yb=a.getAttribLocation(f,"aPos");this.Wd=a.getAttribLocation(f,"aTex");this.Mm=a.getUniformLocation(f,"matP");this.hi=a.getUniformLocation(f,"matMV");this.nf=a.getUniformLocation(f,"opacity");this.pk=a.getUniformLocation(f,"colorFill");this.Nm=a.getUniformLocation(f,"samplerFront");this.zg=a.getUniformLocation(f,"samplerBack");this.Ae=a.getUniformLocation(f,"destStart");this.ze=a.getUniformLocation(f,"destEnd");this.Bg=a.getUniformLocation(f,"seconds");this.rk=a.getUniformLocation(f,
"pixelWidth");this.qk=a.getUniformLocation(f,"pixelHeight");this.yg=a.getUniformLocation(f,"layerScale");this.xg=a.getUniformLocation(f,"layerAngle");this.Cg=a.getUniformLocation(f,"viewOrigin");this.Ag=a.getUniformLocation(f,"scrollPos");this.nr=!!(this.rk||this.qk||this.Bg||this.zg||this.Ae||this.ze||this.yg||this.xg||this.Cg||this.Ag);this.Wm=this.Xm=-999;this.li=1;this.Sm=this.Rm=0;this.Um=this.Qm=this.Pm=1;this.$m=this.Zm=this.Ym=this.bn=this.an=this.Tm=0;this.hk=[];this.Vm=Vb();this.nf&&a.uniform1f(this.nf,
1);this.pk&&a.uniform4f(this.pk,1,1,1,1);this.Nm&&a.uniform1i(this.Nm,0);this.zg&&a.uniform1i(this.zg,1);this.Ae&&a.uniform2f(this.Ae,0,0);this.ze&&a.uniform2f(this.ze,1,1);this.yg&&a.uniform1f(this.yg,1);this.xg&&a.uniform1f(this.xg,0);this.Cg&&a.uniform2f(this.Cg,0,0);this.Ag&&a.uniform2f(this.Ag,0,0);this.Bg&&a.uniform1f(this.Bg,0);this.ne=!1}function m(a,f){return a[0]===f[0]&&a[1]===f[1]&&a[2]===f[2]&&a[3]===f[3]&&a[4]===f[4]&&a[5]===f[5]&&a[6]===f[6]&&a[7]===f[7]&&a[8]===f[8]&&a[9]===f[9]&&
a[10]===f[10]&&a[11]===f[11]&&a[12]===f[12]&&a[13]===f[13]&&a[14]===f[14]&&a[15]===f[15]}function l(a,f){this.type=a;this.j=f;this.n=f.n;this.Nc=this.eb=this.un=0;this.H=this.fc=null;this.Vn=[]}var t=Vb();d.prototype.pm=function(){var a=this.n,f;this.Gm=1;this.we=this.Sd=null;this.zh=1;a.clearColor(0,0,0,0);a.clear(a.COLOR_BUFFER_BIT);a.enable(a.BLEND);a.blendFunc(a.ONE,a.ONE_MINUS_SRC_ALPHA);a.disable(a.CULL_FACE);a.disable(a.STENCIL_TEST);a.disable(a.DITHER);this.ba?(a.enable(a.DEPTH_TEST),a.depthFunc(a.LEQUAL)):
a.disable(a.DEPTH_TEST);this.Hm=a.ONE;this.Fm=a.ONE_MINUS_SRC_ALPHA;this.Yi=new Float32Array(8E3*(this.ba?3:2));this.Pi=new Float32Array(16E3);this.zn=new Float32Array(32E3);this.Ak=a.createBuffer();a.bindBuffer(a.ARRAY_BUFFER,this.Ak);a.bufferData(a.ARRAY_BUFFER,this.zn.byteLength,a.DYNAMIC_DRAW);this.dh=Array(4);this.Yg=Array(4);for(f=0;4>f;f++)this.dh[f]=a.createBuffer(),a.bindBuffer(a.ARRAY_BUFFER,this.dh[f]),a.bufferData(a.ARRAY_BUFFER,this.Yi.byteLength,a.DYNAMIC_DRAW),this.Yg[f]=a.createBuffer(),
a.bindBuffer(a.ARRAY_BUFFER,this.Yg[f]),a.bufferData(a.ARRAY_BUFFER,this.Pi.byteLength,a.DYNAMIC_DRAW);this.$c=0;this.pr=a.createBuffer();a.bindBuffer(a.ELEMENT_ARRAY_BUFFER,this.pr);for(var c=new Uint16Array(12E3),e=f=0;12E3>f;)c[f++]=e,c[f++]=e+1,c[f++]=e+2,c[f++]=e,c[f++]=e+2,c[f++]=e+3,e+=4;a.bufferData(a.ELEMENT_ARRAY_BUFFER,c,a.STATIC_DRAW);this.Bk=this.yf=this.wd=0;this.ta=[];f=this.ba?"attribute highp vec3 aPos;\nattribute mediump vec2 aTex;\nvarying mediump vec2 vTex;\nuniform highp mat4 matP;\nuniform highp mat4 matMV;\nvoid main(void) {\n\tgl_Position = matP * matMV * vec4(aPos.x, aPos.y, aPos.z, 1.0);\n\tvTex = aTex;\n}":
"attribute highp vec2 aPos;\nattribute mediump vec2 aTex;\nvarying mediump vec2 vTex;\nuniform highp mat4 matP;\nuniform highp mat4 matMV;\nvoid main(void) {\n\tgl_Position = matP * matMV * vec4(aPos.x, aPos.y, 0.0, 1.0);\n\tvTex = aTex;\n}";c=this.Sf({src:"varying mediump vec2 vTex;\nuniform lowp float opacity;\nuniform lowp sampler2D samplerFront;\nvoid main(void) {\n\tgl_FragColor = texture2D(samplerFront, vTex);\n\tgl_FragColor *= opacity;\n}"},f,"<default>");this.ta.push(c);c=this.Sf({src:"uniform mediump sampler2D samplerFront;\nvarying lowp float opacity;\nvoid main(void) {\n\tgl_FragColor = texture2D(samplerFront, gl_PointCoord);\n\tgl_FragColor *= opacity;\n}"},
"attribute vec4 aPos;\nvarying float opacity;\nuniform mat4 matP;\nuniform mat4 matMV;\nvoid main(void) {\n\tgl_Position = matP * matMV * vec4(aPos.x, aPos.y, 0.0, 1.0);\n\tgl_PointSize = aPos.z;\n\topacity = aPos.w;\n}","<point>");this.ta.push(c);c=this.Sf({src:"varying mediump vec2 vTex;\nuniform lowp sampler2D samplerFront;\nvoid main(void) {\n\tif (texture2D(samplerFront, vTex).a < 1.0)\n\t\tdiscard;\n}"},f,"<earlyz>");this.ta.push(c);c=this.Sf({src:"uniform lowp vec4 colorFill;\nvoid main(void) {\n\tgl_FragColor = colorFill;\n}"},
f,"<fill>");this.ta.push(c);for(var b in Zb)Zb.hasOwnProperty(b)&&this.ta.push(this.Sf(Zb[b],f,b));a.activeTexture(a.TEXTURE0);a.bindTexture(a.TEXTURE_2D,null);this.Ed=[];this.Yc=0;this.Za=!1;this.Ql=this.tg=-1;this.Ue=null;this.Cj=a.createFramebuffer();this.Bh=this.Ci=null;this.El=!1;this.ba&&(this.Bh=a.createRenderbuffer());this.ae=Ub([0,0,0]);this.cn=a.getParameter(a.ALIASED_POINT_SIZE_RANGE)[1];2048<this.cn&&(this.cn=2048);this.qb(0)};k.prototype.ll=function(a){m(this.Vm,a)||(Wb(a,this.Vm),this.n.uniformMatrix4fv(this.hi,
!1,a))};d.prototype.Sf=function(a,f,c){var e=this.n,b=e.createShader(e.FRAGMENT_SHADER);e.shaderSource(b,a.src);e.compileShader(b);if(!e.getShaderParameter(b,e.COMPILE_STATUS))throw a=e.getShaderInfoLog(b),e.deleteShader(b),Error("error compiling fragment shader: "+a);var g=e.createShader(e.VERTEX_SHADER);e.shaderSource(g,f);e.compileShader(g);if(!e.getShaderParameter(g,e.COMPILE_STATUS))throw a=e.getShaderInfoLog(g),e.deleteShader(b),e.deleteShader(g),Error("error compiling vertex shader: "+a);f=
e.createProgram();e.attachShader(f,b);e.attachShader(f,g);e.linkProgram(f);if(!e.getProgramParameter(f,e.LINK_STATUS))throw a=e.getProgramInfoLog(f),e.deleteShader(b),e.deleteShader(g),e.deleteProgram(f),Error("error linking shader program: "+a);e.useProgram(f);e.deleteShader(b);e.deleteShader(g);b=new k(e,f,c);b.Aj=a.Aj||0;b.Bj=a.Bj||0;b.Pl=!!a.Pl;b.wc=!!a.wc;b.Cl=!!a.Cl;b.I=a.I||[];a=0;for(g=b.I.length;a<g;a++)b.I[a][1]=e.getUniformLocation(f,b.I[a][0]),b.hk.push(0),e.uniform1f(b.I[a][1],0);return b};
d.prototype.Pj=function(a){var f,c;f=0;for(c=this.ta.length;f<c;f++)if(this.ta[f].name===a)return f;return-1};d.prototype.Dn=function(a,f,c){var e=this.Sb,b=this.mi,g=[0,0,0,0,0,0,0,0];g[0]=e[0]*a+e[4]*f+e[12];g[1]=e[1]*a+e[5]*f+e[13];g[2]=e[2]*a+e[6]*f+e[14];g[3]=e[3]*a+e[7]*f+e[15];g[4]=b[0]*g[0]+b[4]*g[1]+b[8]*g[2]+b[12]*g[3];g[5]=b[1]*g[0]+b[5]*g[1]+b[9]*g[2]+b[13]*g[3];g[6]=b[2]*g[0]+b[6]*g[1]+b[10]*g[2]+b[14]*g[3];g[7]=-g[2];0!==g[7]&&(g[7]=1/g[7],g[4]*=g[7],g[5]*=g[7],g[6]*=g[7],c[0]=(.5*g[4]+
.5)*this.width,c[1]=(.5*g[5]+.5)*this.height)};d.prototype.Je=function(a,f,c){if(this.width!==a||this.height!==f||c){this.Kd();c=this.n;this.width=a;this.height=f;c.viewport(0,0,a,f);Yb(this.jj,this.Om,this.qo,this.Sb);if(this.ba){var e=-a/2;a=a/2;var b=f/2;f=-f/2;var g=this.$i,q=this.pl,p=this.mi;p||(p=Vb());var d=a-e,u=f-b,h=q-g;p[0]=2/d;p[1]=0;p[2]=0;p[3]=0;p[4]=0;p[5]=2/u;p[6]=0;p[7]=0;p[8]=0;p[9]=0;p[10]=-2/h;p[11]=0;p[12]=-(e+a)/d;p[13]=-(f+b)/u;p[14]=-(q+g)/h;p[15]=1;this.ih[0]=1;this.ih[1]=
1}else f=a/f,e=this.$i,a=this.pl,p=this.mi,q=e*Math.tan(45*Math.PI/360),f*=q,b=-f,g=-q,p||(p=Vb()),d=f-b,u=q-g,h=a-e,p[0]=2*e/d,p[1]=0,p[2]=0,p[3]=0,p[4]=0,p[5]=2*e/u,p[6]=0,p[7]=0,p[8]=(f+b)/d,p[9]=(q+g)/u,p[10]=-(a+e)/h,p[11]=-1,p[12]=0,p[13]=0,p[14]=-(a*e*2)/h,p[15]=0,e=[0,0],a=[0,0],this.Dn(0,0,e),this.Dn(1,1,a),this.ih[0]=1/(a[0]-e[0]),this.ih[1]=-1/(a[1]-e[1]);e=0;for(a=this.ta.length;e<a;e++)b=this.ta[e],b.ne=!1,b.Mm&&(c.useProgram(b.Ug),c.uniformMatrix4fv(b.Mm,!1,this.mi));c.useProgram(this.ta[this.tg].Ug);
c.bindTexture(c.TEXTURE_2D,null);c.activeTexture(c.TEXTURE1);c.bindTexture(c.TEXTURE_2D,null);c.activeTexture(c.TEXTURE0);this.we=this.Sd=null;this.Bh&&(c.bindFramebuffer(c.FRAMEBUFFER,this.Cj),c.bindRenderbuffer(c.RENDERBUFFER,this.Bh),c.renderbufferStorage(c.RENDERBUFFER,c.DEPTH_COMPONENT16,this.width,this.height),this.El||(c.framebufferRenderbuffer(c.FRAMEBUFFER,c.DEPTH_ATTACHMENT,c.RENDERBUFFER,this.Bh),this.El=!0),c.bindRenderbuffer(c.RENDERBUFFER,null),c.bindFramebuffer(c.FRAMEBUFFER,null),
this.Ci=null)}};d.prototype.$b=function(){Yb(this.jj,this.Om,this.qo,this.Sb);Xb(this.Sb,this.ih)};d.prototype.translate=function(a,f){if(0!==a||0!==f){this.ae[0]=a;this.ae[1]=f;this.ae[2]=0;var c=this.Sb,e=this.ae,b=e[0],g=e[1],e=e[2];c[12]=c[0]*b+c[4]*g+c[8]*e+c[12];c[13]=c[1]*b+c[5]*g+c[9]*e+c[13];c[14]=c[2]*b+c[6]*g+c[10]*e+c[14];c[15]=c[3]*b+c[7]*g+c[11]*e+c[15]}};d.prototype.scale=function(a,f){if(1!==a||1!==f)this.ae[0]=a,this.ae[1]=f,this.ae[2]=1,Xb(this.Sb,this.ae)};d.prototype.Ei=function(a){if(0!==
a){var f=this.Sb,c,e=Math.sin(a);a=Math.cos(a);var b=f[0],g=f[1],q=f[2],p=f[3],d=f[4],u=f[5],h=f[6],n=f[7];c?f!==c&&(c[8]=f[8],c[9]=f[9],c[10]=f[10],c[11]=f[11],c[12]=f[12],c[13]=f[13],c[14]=f[14],c[15]=f[15]):c=f;c[0]=b*a+d*e;c[1]=g*a+u*e;c[2]=q*a+h*e;c[3]=p*a+n*e;c[4]=b*-e+d*a;c[5]=g*-e+u*a;c[6]=q*-e+h*a;c[7]=p*-e+n*a}};d.prototype.Tb=function(){if(!m(this.ik,this.Sb)){var a=this.Db();a.type=5;a.H?Wb(this.Sb,a.H):a.H=Vb(this.Sb);Wb(this.Sb,this.ik);this.Za=!1}};d.prototype.Hi=function(a){this.ba&&
(32760<a&&(a=32760),this.tj=this.jj[2]-this.$i-a*this.Os)};l.prototype.Ip=function(){var a=this.n,f=this.j;0!==this.eb?(a.depthMask(!0),a.colorMask(!1,!1,!1,!1),a.disable(a.BLEND),a.bindFramebuffer(a.FRAMEBUFFER,f.Cj),a.framebufferTexture2D(a.FRAMEBUFFER,a.COLOR_ATTACHMENT0,a.TEXTURE_2D,null,0),a.clear(a.DEPTH_BUFFER_BIT),a.bindFramebuffer(a.FRAMEBUFFER,null),f.Uh=!0):(a.depthMask(!1),a.colorMask(!0,!0,!0,!0),a.enable(a.BLEND),f.Uh=!1)};l.prototype.Mp=function(){this.n.bindTexture(this.n.TEXTURE_2D,
this.fc)};l.prototype.Np=function(){var a=this.n;a.activeTexture(a.TEXTURE1);a.bindTexture(a.TEXTURE_2D,this.fc);a.activeTexture(a.TEXTURE0)};l.prototype.Jp=function(){var a=this.un,f=this.j;f.zh=a;f=f.Ue;f.nf&&f.li!==a&&(f.li=a,this.n.uniform1f(f.nf,a))};l.prototype.Dp=function(){this.n.drawElements(this.n.TRIANGLES,this.Nc,this.n.UNSIGNED_SHORT,this.eb)};l.prototype.Fp=function(){this.n.blendFunc(this.eb,this.Nc)};l.prototype.Op=function(){var a,f,c,e=this.j.ta,b=this.j.Ql;a=0;for(f=e.length;a<
f;a++)c=e[a],a===b&&c.hi?(c.ll(this.H),c.ne=!0):c.ne=!1;Wb(this.H,this.j.sj)};l.prototype.Ep=function(){var a=this.n,f=this.j;this.fc?(f.we===this.fc&&(a.activeTexture(a.TEXTURE1),a.bindTexture(a.TEXTURE_2D,null),f.we=null,a.activeTexture(a.TEXTURE0)),a.bindFramebuffer(a.FRAMEBUFFER,f.Cj),f.Uh||a.framebufferTexture2D(a.FRAMEBUFFER,a.COLOR_ATTACHMENT0,a.TEXTURE_2D,this.fc,0)):(f.ba||a.framebufferTexture2D(a.FRAMEBUFFER,a.COLOR_ATTACHMENT0,a.TEXTURE_2D,null,0),a.bindFramebuffer(a.FRAMEBUFFER,null))};
l.prototype.Ap=function(){var a=this.n,f=this.eb;0===f?(a.clearColor(this.H[0],this.H[1],this.H[2],this.H[3]),a.clear(a.COLOR_BUFFER_BIT)):1===f?(a.enable(a.SCISSOR_TEST),a.scissor(this.H[0],this.H[1],this.H[2],this.H[3]),a.clearColor(0,0,0,0),a.clear(a.COLOR_BUFFER_BIT),a.disable(a.SCISSOR_TEST)):a.clear(a.DEPTH_BUFFER_BIT)};l.prototype.Hp=function(){var a=this.n;0!==this.eb?a.enable(a.DEPTH_TEST):a.disable(a.DEPTH_TEST)};l.prototype.Cp=function(){var a=this.n,f=this.j;f.ba&&a.disable(a.DEPTH_TEST);
var c=f.ta[1];a.useProgram(c.Ug);!c.ne&&c.hi&&(c.ll(f.sj),c.ne=!0);a.enableVertexAttribArray(c.Yb);a.bindBuffer(a.ARRAY_BUFFER,f.Ak);a.vertexAttribPointer(c.Yb,4,a.FLOAT,!1,0,0);a.drawArrays(a.POINTS,this.eb/4,this.Nc);c=f.Ue;a.useProgram(c.Ug);0<=c.Yb&&(a.enableVertexAttribArray(c.Yb),a.bindBuffer(a.ARRAY_BUFFER,f.dh[f.$c]),a.vertexAttribPointer(c.Yb,f.ba?3:2,a.FLOAT,!1,0,0));0<=c.Wd&&(a.enableVertexAttribArray(c.Wd),a.bindBuffer(a.ARRAY_BUFFER,f.Yg[f.$c]),a.vertexAttribPointer(c.Wd,2,a.FLOAT,!1,
0,0));f.ba&&a.enable(a.DEPTH_TEST)};l.prototype.Kp=function(){var a=this.n,f=this.j,c=f.ta[this.eb];f.Ql=this.eb;f.Ue=c;a.useProgram(c.Ug);!c.ne&&c.hi&&(c.ll(f.sj),c.ne=!0);c.nf&&c.li!==f.zh&&(c.li=f.zh,a.uniform1f(c.nf,f.zh));0<=c.Yb&&(a.enableVertexAttribArray(c.Yb),a.bindBuffer(a.ARRAY_BUFFER,f.dh[f.$c]),a.vertexAttribPointer(c.Yb,f.ba?3:2,a.FLOAT,!1,0,0));0<=c.Wd&&(a.enableVertexAttribArray(c.Wd),a.bindBuffer(a.ARRAY_BUFFER,f.Yg[f.$c]),a.vertexAttribPointer(c.Wd,2,a.FLOAT,!1,0,0))};l.prototype.Gp=
function(){var a=this.H;this.n.uniform4f(this.j.Ue.pk,a[0],a[1],a[2],a[3])};l.prototype.Lp=function(){var a,c,d=this.j.Ue,e=this.n;a=this.H;d.zg&&this.j.we!==this.fc&&(e.activeTexture(e.TEXTURE1),e.bindTexture(e.TEXTURE_2D,this.fc),this.j.we=this.fc,e.activeTexture(e.TEXTURE0));var b=a[0];d.rk&&b!==d.Xm&&(d.Xm=b,e.uniform1f(d.rk,b));b=a[1];d.qk&&b!==d.Wm&&(d.Wm=b,e.uniform1f(d.qk,b));b=a[2];c=a[3];!d.Ae||b===d.Rm&&c===d.Sm||(d.Rm=b,d.Sm=c,e.uniform2f(d.Ae,b,c));b=a[4];c=a[5];!d.ze||b===d.Pm&&c===
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" [front-to-back enabled]");this.nb||(this.Ta=document.createElement("canvas"),jQuery(this.Ta).appendTo(this.canvas.parentNode),this.Ta.oncontextmenu=function(){return!1},this.Ta.onselectstart=function(){return!1},this.Ta.width=Math.round(this.xh*this.devicePixelRatio),this.Ta.height=Math.round(this.Uf*this.devicePixelRatio),jQuery(this.Ta).css({width:this.xh+"px",height:this.Uf+"px"}),this.An(),this.zk=this.Ta.getContext("2d"));this.j=new cb(this.n,this.re,this.ba);this.j.Je(this.canvas.width,this.canvas.height);
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var v=window.cancelAnimationFrame||window.mozCancelAnimationFrame||window.webkitCancelAnimationFrame||window.msCancelAnimationFrame||window.oCancelAnimationFrame;d.prototype.setSuspended=function(a){var e;if(a&&!this.mg)for(z("[Construct 2] Suspending"),this.mg=!0,-1!==this.Hk&&v&&v(this.Hk),-1!==this.bl&&clearTimeout(this.bl),a=0,e=this.Ni.length;a<e;a++)this.Ni[a](!0);else if(!a&&this.mg){z("[Construct 2] Resuming");this.mg=!1;this.$h=Oa();this.ye=Oa();a=this.Dg=this.Mh=0;for(e=this.Ni.length;a<
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";
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";
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";
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m=b.aa,r=b.Z);var t=this.b.Gj,v,J,B,K,I=0,M=1,L,P,G=this.b.A,N=this.b.u,fa=G/2,oa=N/2,H=b?b.Rc:this.Rc,x=b?b.Ik:this.Ik,A=0,D=0,F=0,E=0,Q=G,pa=G,O=N,qa=N,ia=B=0;K=c?c.i.Ab():0;if(c){v=0;for(J=f.length;v<J;v++)B+=a.Tq(f[v].Aa),ia+=a.Uq(f[v].Aa);E=c.ea;A=b.la(E.left,E.top,!0,!0);F=b.la(E.left,E.top,!1,!0);Q=b.la(E.right,E.bottom,!0,!0);O=b.la(E.right,E.bottom,!1,!0);0!==K&&(v=b.la(E.right,E.top,!0,!0),J=b.la(E.right,E.top,!1,!0),D=b.la(E.left,E.bottom,!0,!0),E=b.la(E.left,E.bottom,!1,!0),K=Math.min(A,
Q,v,D),Q=Math.max(A,Q,v,D),A=K,K=Math.min(F,O,J,E),O=Math.max(F,O,J,E),F=K);A-=B;F-=ia;Q+=B;O+=ia;x.left=A/G;x.top=1-F/N;x.right=Q/G;x.bottom=1-O/N;D=A=S(A);E=F=S(F);pa=Q=na(Q);qa=O=na(O);D-=B;E-=ia;pa+=B;qa+=ia;0>A&&(A=0);0>F&&(F=0);Q>G&&(Q=G);O>N&&(O=N);0>D&&(D=0);0>E&&(E=0);pa>G&&(pa=G);qa>N&&(qa=N);H.left=A/G;H.top=1-F/N;H.right=Q/G;H.bottom=1-O/N}else H.left=x.left=0,H.top=x.top=0,H.right=x.right=1,H.bottom=x.bottom=1;ia=c&&(a.Kg(f[0].Aa)||0!==B||0!==ia||1!==c.opacity||c.type.ya.kn)||b&&!c&&
1!==b.opacity;a.Mn();if(ia){t[I]||(t[I]=a.Mb(G,N,this.b.ia));if(t[I].nc!==G||t[I].mc!==N)a.deleteTexture(t[I]),t[I]=a.Mb(G,N,this.b.ia);a.qb(0);a.ac(t[I]);P=qa-E;a.clearRect(D,N-E-P,pa-D,P);c?c.yb(a):(a.pb(this.b.Da),a.Ie(b.opacity),a.$b(),a.translate(-fa,-oa),a.Tb(),a.Qc(A,O,Q,O,Q,F,A,F,H));x.left=x.top=0;x.right=x.bottom=1;c&&(K=H.top,H.top=H.bottom,H.bottom=K);I=1;M=0}a.Ie(1);B=f.length-1;var Va=a.Ek(f[B].Aa)||!b&&!c&&!this.b.Nb;v=K=0;for(J=f.length;v<J;v++){t[I]||(t[I]=a.Mb(G,N,this.b.ia));if(t[I].nc!==
G||t[I].mc!==N)a.deleteTexture(t[I]),t[I]=a.Mb(G,N,this.b.ia);a.qb(f[v].Aa);K=f[v].index;a.xi(f[v].Aa)&&(this.b.W=!0);0!=v||ia?(a.uf(d,1/G,1/N,x.left,x.top,x.right,x.bottom,l,k,h,n,(h+m)/2,(n+r)/2,this.b.Rb.oa,c?c.qa[K]:b?b.qa[K]:this.qa[K]),a.pb(null),v!==B||Va?(a.ac(t[I]),P=qa-E,L=N-E-P,a.clearRect(D,L,pa-D,P)):(c?a.Yd(c.$a,c.Ya):b&&a.Yd(b.$a,b.Ya),a.ac(d)),a.pb(t[M]),a.$b(),a.translate(-fa,-oa),a.Tb(),a.Qc(A,O,Q,O,Q,F,A,F,H),v!==B||Va||a.pb(null)):(a.ac(t[I]),P=qa-E,L=N-E-P,a.clearRect(D,L,pa-
D,P),c?(c.Qa&&c.Qa.R?(L=c.Qa.R,M=1/L.width,L=1/L.height):(M=1/c.width,L=1/c.height),a.uf(d,M,L,x.left,x.top,x.right,x.bottom,l,k,h,n,(h+m)/2,(n+r)/2,this.b.Rb.oa,c.qa[K]),c.yb(a)):(a.uf(d,1/G,1/N,0,0,1,1,l,k,h,n,(h+m)/2,(n+r)/2,this.b.Rb.oa,b?b.qa[K]:this.qa[K]),a.pb(b?this.b.Da:this.b.xa),a.$b(),a.translate(-fa,-oa),a.Tb(),a.Qc(A,O,Q,O,Q,F,A,F,H)),x.left=x.top=0,x.right=x.bottom=1,c&&!Va&&(K=O,O=F,F=K));I=0===I?1:0;M=0===I?1:0}Va&&(a.qb(0),c?a.Yd(c.$a,c.Ya):b?a.Yd(b.$a,b.Ya):this.b.Nb||(a.Je(this.b.width,
this.b.height),fa=this.b.width/2,oa=this.b.height/2,F=A=0,Q=this.b.width,O=this.b.height),a.ac(d),a.pb(t[M]),a.$b(),a.translate(-fa,-oa),a.Tb(),c&&1===f.length&&!ia?a.Qc(A,F,Q,F,Q,O,A,O,H):a.Qc(A,O,Q,O,Q,F,A,F,H),a.pb(null))};d.prototype.Oh=function(a){var b,c;b=0;for(c=this.F.length;b<c;b++)if(this.F[b].M===a)return this.F[b];return null};d.prototype.Fb=function(){var a,b,c,d={sx:this.scrollX,sy:this.scrollY,s:this.scale,a:this.m,w:this.width,h:this.height,fv:this.$e,persist:this.Xd,fx:[],layers:{}};
a=0;for(b=this.C.length;a<b;a++)c=this.C[a],d.fx.push({name:c.name,active:c.Kb,params:this.qa[c.index]});a=0;for(b=this.F.length;a<b;a++)c=this.F[a],d.layers[c.M.toString()]=c.Fb();return d};d.prototype.Xb=function(a){var b,c,d,f;this.scrollX=a.sx;this.scrollY=a.sy;this.scale=a.s;this.m=a.a;this.width=a.w;this.height=a.h;this.Xd=a.persist;"undefined"!==typeof a.fv&&(this.$e=a.fv);var l=a.fx;b=0;for(c=l.length;b<c;b++)if(d=this.Kj(l[b].name))d.Kb=l[b].active,this.qa[d.index]=l[b].params;this.Ec();
b=a.layers;for(f in b)b.hasOwnProperty(f)&&(a=this.Oh(parseInt(f,10)))&&a.Xb(b[f])};ub=d;m.prototype.Ec=function(){V(this.O);this.qd=!0;var a,b,c;a=0;for(b=this.C.length;a<b;a++)c=this.C[a],c.Kb&&(this.O.push(c),c.wc||(this.qd=!1))};m.prototype.Kj=function(a){var b,c,d;b=0;for(c=this.C.length;b<c;b++)if(d=this.C[b],d.name===a)return d;return null};m.prototype.tp=function(){var a,b,c,d,f,l;b=a=0;for(c=this.Pb.length;a<c;a++){d=this.Pb[a];f=this.b.k[d[1]];l=this.b.il(f);f=!0;if(!l||this.wa.$e){d=this.b.fe(d,
this,!0);if(!d)continue;r.push(d);d.type.global&&(f=!1,this.Tf.push(d.uid))}f&&(this.Pb[b]=this.Pb[a],b++)}this.Pb.length=b;this.b.Va();!this.b.j&&this.C.length&&(this.Xa=this.Vp);this.Qf=Ya(this.Xa);this.b.n&&Za(this,this.Xa,this.b.n);this.Ac=!0};m.prototype.sf=function(a,b){var c=ya(this.e,a);0>c||(b&&this.Ub&&a.ob&&a.ob.right>=a.ob.left&&(a.Y(),this.Ua.update(a,a.ob,null),a.ob.set(0,0,-1,-1)),c===this.e.length-1?this.e.pop():(ua(this.e,c),this.Rg(c)),this.Ac=!0)};m.prototype.Lf=function(a,b){a.Fc=
this.e.length;this.e.push(a);b&&this.Ub&&a.ob&&a.r();this.Ac=!0};m.prototype.as=function(a){this.e.unshift(a);this.Rg(0)};m.prototype.Nr=function(a,b,c){var d=a.Mc();b=b.Mc();ua(this.e,d);d<b&&b--;c&&b++;b===this.e.length?this.e.push(a):this.e.splice(b,0,a);this.Rg(d<b?d:b)};m.prototype.Rg=function(a){-1===this.xd?this.xd=a:a<this.xd&&(this.xd=a);this.Ac=this.Me=!0};m.prototype.ml=function(){if(this.Me){-1===this.xd&&(this.xd=0);var a,b,c;if(this.Ub)for(a=this.xd,b=this.e.length;a<b;++a)c=this.e[a],
c.Fc=a,this.Ua.Lr(c.ob);else for(a=this.xd,b=this.e.length;a<b;++a)this.e[a].Fc=a;this.Me=!1;this.xd=-1}};m.prototype.Bb=function(a){return this.Rq()*(this.b.Nb||a?this.b.Mf:1)};m.prototype.Rq=function(){return(this.scale*this.wa.scale-1)*this.jh+1};m.prototype.Ab=function(){return this.ad?0:Da(this.wa.m+this.m)};var a=[],f=[],v=[];m.prototype.Oj=function(){this.ml();this.Ua.Bi(this.U,this.V,this.aa,this.Z,v);if(!v.length)return l();if(1===v.length){var a=l();wa(a,v[0]);V(v);return a}for(var b=!0;1<
v.length;){for(var a=v,c=void 0,d=void 0,p=void 0,k=void 0,u=void 0,c=0,d=a.length;c<d-1;c+=2){var p=a[c],k=a[c+1],u=l(),h=p,n=k,m=u,r=0,T=0,W=0,J=h.length,B=n.length,K=void 0,I=void 0;for(m.length=J+B;r<J&&T<B;++W)K=h[r],I=n[T],K.Fc<I.Fc?(m[W]=K,++r):(m[W]=I,++T);for(;r<J;++r,++W)m[W]=h[r];for(;T<B;++T,++W)m[W]=n[T];b||(t(p),t(k));f.push(u)}1===d%2&&(b?(p=l(),wa(p,a[d-1]),f.push(p)):f.push(a[d-1]));wa(a,f);V(f);b=!1}a=v[0];V(v);return a};m.prototype.Kc=function(a){this.Sc=this.Lh||1!==this.opacity||
0!==this.Xa;var b=this.b.canvas,c=a,d=!1;this.Sc&&(this.b.ci||(this.b.ci=document.createElement("canvas"),b=this.b.ci,b.width=this.b.A,b.height=this.b.u,this.b.Jm=b.getContext("2d"),d=!0),b=this.b.ci,c=this.b.Jm,b.width!==this.b.A&&(b.width=this.b.A,d=!0),b.height!==this.b.u&&(b.height=this.b.u,d=!0),d&&this.b.Gi(c,this.b.ia),this.Dc&&c.clearRect(0,0,this.b.A,this.b.u));c.globalAlpha=1;c.globalCompositeOperation="source-over";this.Dc||(c.fillStyle="rgb("+this.kc[0]+","+this.kc[1]+","+this.kc[2]+")",
c.fillRect(0,0,this.b.A,this.b.u));c.save();this.ad=!0;var d=this.Gd(!0),f=this.Gd(!1);this.ad=!1;this.b.vc&&(d=Math.round(d),f=Math.round(f));this.Di(d,f,c);var l=this.Bb();c.scale(l,l);c.translate(-d,-f);this.Ub?(this.Ra.left=this.Ua.fb(this.U),this.Ra.top=this.Ua.gb(this.V),this.Ra.right=this.Ua.fb(this.aa),this.Ra.bottom=this.Ua.gb(this.Z),this.Ac||!this.Ra.Wf(this.lf)?(t(this.kd),d=this.Oj(),this.Ac=!1,this.lf.Rf(this.Ra)):d=this.kd):d=this.e;for(var k,h=null,f=0,l=d.length;f<l;++f)k=d[f],k!==
h&&(this.Qp(k,c),h=k);this.Ub&&(this.kd=d);c.restore();this.Sc&&(a.globalCompositeOperation=this.Qf,a.globalAlpha=this.opacity,a.drawImage(b,0,0))};m.prototype.Qp=function(a,b){if(a.visible&&0!==a.width&&0!==a.height){a.Y();var c=a.ea;c.right<this.U||c.bottom<this.V||c.left>this.aa||c.top>this.Z||(b.globalCompositeOperation=a.Qf,a.Kc(b))}};m.prototype.Wi=function(){this.ad=!0;var a=this.Gd(!0),b=this.Gd(!1);this.ad=!1;this.b.vc&&(a=Math.round(a),b=Math.round(b));this.Di(a,b,null)};m.prototype.Di=
function(a,b,c){var d=this.Bb();this.U=a;this.V=b;this.aa=a+1/d*this.b.A;this.Z=b+1/d*this.b.u;this.U>this.aa&&(a=this.U,this.U=this.aa,this.aa=a);this.V>this.Z&&(a=this.V,this.V=this.Z,this.Z=a);a=this.Ab();0!==a&&(c&&(c.translate(this.b.A/2,this.b.u/2),c.rotate(-a),c.translate(this.b.A/-2,this.b.u/-2)),this.td.set(this.U,this.V,this.aa,this.Z),this.td.offset((this.U+this.aa)/-2,(this.V+this.Z)/-2),this.ko.Un(this.td,a),this.ko.Hl(this.td),this.td.offset((this.U+this.aa)/2,(this.V+this.Z)/2),this.U=
this.td.left,this.V=this.td.top,this.aa=this.td.right,this.Z=this.td.bottom)};m.prototype.he=function(a){if(this.Sc=this.Lh){this.b.Da||(this.b.Da=a.Mb(this.b.A,this.b.u,this.b.ia));if(this.b.Da.nc!==this.b.A||this.b.Da.mc!==this.b.u)a.deleteTexture(this.b.Da),this.b.Da=a.Mb(this.b.A,this.b.u,this.b.ia);a.ac(this.b.Da)}this.ad=!0;var b=this.Gd(!0),c=this.Gd(!1);this.ad=!1;this.b.vc&&(b=Math.round(b),c=Math.round(c));this.Di(b,c,null);b=this.Bb();a.$b();a.scale(b,b);a.Ei(-this.Ab());a.translate((this.U+
this.aa)/-2,(this.V+this.Z)/-2);a.Tb();this.Ub?(this.Ra.left=this.Ua.fb(this.U),this.Ra.top=this.Ua.gb(this.V),this.Ra.right=this.Ua.fb(this.aa),this.Ra.bottom=this.Ua.gb(this.Z),this.Ac||!this.Ra.Wf(this.lf)?(t(this.kd),b=this.Oj(),this.Ac=!1,this.lf.Rf(this.Ra)):b=this.kd):b=this.e;for(var d,f=null,c=b.length-1;0<=c;--c)d=b[c],d!==f&&(this.Sp(b[c],a),f=d);this.Ub&&(this.kd=b);this.Dc||(this.qj=this.b.je++,a.Hi(this.qj),a.Nn(1,1,1),a.$l(),a.ls())};m.prototype.yb=function(a){var b=0,c=0;if(this.Sc=
this.Lh||1!==this.opacity||0<this.O.length||0!==this.Xa){this.b.Da||(this.b.Da=a.Mb(this.b.A,this.b.u,this.b.ia));if(this.b.Da.nc!==this.b.A||this.b.Da.mc!==this.b.u)a.deleteTexture(this.b.Da),this.b.Da=a.Mb(this.b.A,this.b.u,this.b.ia);a.ac(this.b.Da);this.Dc&&a.clear(0,0,0,0)}this.Dc||(this.b.ba?(a.Hi(this.qj),a.Nn(this.kc[0]/255,this.kc[1]/255,this.kc[2]/255),a.$l(),a.ys()):a.clear(this.kc[0]/255,this.kc[1]/255,this.kc[2]/255,1));this.ad=!0;var d=this.Gd(!0),b=this.Gd(!1);this.ad=!1;this.b.vc&&
(d=Math.round(d),b=Math.round(b));this.Di(d,b,null);d=this.Bb();a.$b();a.scale(d,d);a.Ei(-this.Ab());a.translate((this.U+this.aa)/-2,(this.V+this.Z)/-2);a.Tb();this.Ub?(this.Ra.left=this.Ua.fb(this.U),this.Ra.top=this.Ua.gb(this.V),this.Ra.right=this.Ua.fb(this.aa),this.Ra.bottom=this.Ua.gb(this.Z),this.Ac||!this.Ra.Wf(this.lf)?(t(this.kd),b=this.Oj(),this.Ac=!1,this.lf.Rf(this.Ra)):b=this.kd):b=this.e;var f,l,k=null,c=0;for(f=b.length;c<f;++c)l=b[c],l!==k&&(this.Rp(b[c],a),k=l);this.Ub&&(this.kd=
b);this.Sc&&(b=this.O.length?this.O[0].Aa:0,c=this.O.length?this.O[0].index:0,0===this.O.length||1===this.O.length&&!a.Ek(b)&&1===this.opacity?(1===this.O.length?(a.qb(b),a.uf(this.wa.ag(),1/this.b.A,1/this.b.u,0,0,1,1,d,this.Ab(),this.U,this.V,(this.U+this.aa)/2,(this.V+this.Z)/2,this.b.Rb.oa,this.qa[c]),a.xi(b)&&(this.b.W=!0)):a.qb(0),a.ac(this.wa.ag()),a.Ie(this.opacity),a.pb(this.b.Da),a.Yd(this.$a,this.Ya),a.$b(),a.Tb(),d=this.b.A/2,b=this.b.u/2,a.Ng(-d,b,d,b,d,-b,-d,-b),a.pb(null)):this.wa.Jk(a,
this,null,this.wa.ag()))};m.prototype.Rp=function(a,b){if(a.visible&&0!==a.width&&0!==a.height){a.Y();var c=a.ea;c.right<this.U||c.bottom<this.V||c.left>this.aa||c.top>this.Z||(b.Hi(a.je),a.wo?this.Tp(a,b):(b.qb(0),b.Yd(a.$a,a.Ya),a.yb(b)))}};m.prototype.Sp=function(a,b){if(a.visible&&0!==a.width&&0!==a.height){a.Y();var c=a.ea;c.right<this.U||c.bottom<this.V||c.left>this.aa||c.top>this.Z||(a.je=this.b.je++,0===a.Xa&&1===a.opacity&&a.qd&&a.he&&(b.Hi(a.je),a.he(b)))}};m.prototype.Tp=function(a,b){var c=
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l.Ba=function(a){this.type=a;this.b=a.b;this.Eb?V(this.Td):this.Td=[];this.zf=!0};t=l.Ba.prototype;t.X=function(){this.text=this.J[0];this.visible=0===this.J[1];this.font=this.J[2];this.color=this.J[3];this.Sh=this.J[4];this.Xi=this.J[5];this.ol=0===this.J[7];this.jk=this.bi=this.width;this.ai=this.height;this.mk=this.J[8];this.Kh=this.Xe="";this.fo=this.ho=this.Lg=0;this.Vr();this.Cb=this.Ce=this.Oc=null;this.mn=!1;this.ug=this.b.Wc;this.Eb?this.Rc.set(0,0,1,1):this.Rc=new U(0,0,1,1);this.b.j&&this.b.jo(this)};
t.Vr=function(){var a=this.font.split(" "),c;for(c=0;c<a.length;c++)if("pt"===a[c].substr(a[c].length-2,2)){this.Lg=parseInt(a[c].substr(0,a[c].length-2));this.Gk=Math.ceil(this.Lg/72*96)+4;0<c&&(this.Kh=a[c-1]);this.Xe=a[c+1];for(c+=2;c<a.length;c++)this.Xe+=" "+a[c];break}};t.Fb=function(){return{t:this.text,f:this.font,c:this.color,ha:this.Sh,va:this.Xi,wr:this.ol,lho:this.mk,fn:this.Xe,fs:this.Kh,ps:this.Lg,pxh:this.Gk,tw:this.ho,th:this.fo,lrt:this.ug}};t.Xb=function(a){this.text=a.t;this.font=
a.f;this.color=a.c;this.Sh=a.ha;this.Xi=a.va;this.ol=a.wr;this.mk=a.lho;this.Xe=a.fn;this.Kh=a.fs;this.Lg=a.ps;this.Gk=a.pxh;this.ho=a.tw;this.fo=a.th;this.ug=a.lrt;this.zf=!0;this.jk=this.bi=this.width;this.ai=this.height};t.Cc=function(){if(this.b.j&&this.Cb&&300<=this.b.Wc-this.ug){var a=this.i;this.Y();var c=this.ea;if(c.right<a.U||c.bottom<a.V||c.left>a.aa||c.top>a.Z)this.b.j.deleteTexture(this.Cb),this.Oc=this.Ce=this.Cb=null}};t.Hg=function(){this.Oc=this.Ce=null;this.b.j&&this.Cb&&this.b.j.deleteTexture(this.Cb);
this.Cb=null};t.ej=function(){this.font=this.Kh+" "+this.Lg.toString()+"pt "+this.Xe;this.zf=!0;this.b.W=!0};t.Kc=function(a,c){a.font=this.font;a.textBaseline="top";a.fillStyle=this.color;a.globalAlpha=c?1:this.opacity;var d=1;c&&(d=Math.abs(this.i.Bb()),a.save(),a.scale(d,d));if(this.zf||this.width!==this.jk)this.type.ya.dp(this.text,this.Td,a,this.width,this.ol),this.zf=!1,this.jk=this.width;this.Y();var d=c?0:this.ab.Oa,e=c?0:this.ab.Pa;this.b.vc&&(d=d+.5|0,e=e+.5|0);0===this.m||c||(a.save(),
a.translate(d,e),a.rotate(this.m),e=d=0);var b=e+this.height,g=this.Gk,g=g+this.mk,l,k;1===this.Xi?e+=Math.max(this.height/2-this.Td.length*g/2,0):2===this.Xi&&(e+=Math.max(this.height-this.Td.length*g-2,0));for(k=0;k<this.Td.length&&!(l=d,1===this.Sh?l=d+(this.width-this.Td[k].width)/2:2===this.Sh&&(l=d+(this.width-this.Td[k].width)),a.fillText(this.Td[k].text,l,e),e+=g,e>=b-g);k++);(0!==this.m||c)&&a.restore();this.ug=this.b.Wc};t.yb=function(a){if(!(1>this.width||1>this.height)){var c=this.zf||
this.mn;this.mn=!1;var d=this.i.Bb(),e=this.i.Ab(),b=this.Rc,g=d*this.width,l=d*this.height,k=Math.ceil(g),m=Math.ceil(l),r=Math.abs(k),h=Math.abs(m),n=this.b.A/2,t=this.b.u/2;this.Ce||(this.Oc=document.createElement("canvas"),this.Oc.width=r,this.Oc.height=h,this.bi=r,this.ai=h,c=!0,this.Ce=this.Oc.getContext("2d"));if(r!==this.bi||h!==this.ai)this.Oc.width=r,this.Oc.height=h,this.Cb&&(a.deleteTexture(this.Cb),this.Cb=null),c=!0;c&&(this.Ce.clearRect(0,0,r,h),this.Kc(this.Ce,!0),this.Cb||(this.Cb=
a.Mb(r,h,this.b.ia,this.b.re)),a.Ms(this.Oc,this.Cb,this.b.re));this.bi=r;this.ai=h;a.pb(this.Cb);a.Ie(this.opacity);a.$b();a.translate(-n,-t);a.Tb();var w=this.ab,c=this.i.la(w.Oa,w.Pa,!0,!0),r=this.i.la(w.Oa,w.Pa,!1,!0),h=this.i.la(w.rb,w.sb,!0,!0),n=this.i.la(w.rb,w.sb,!1,!0),t=this.i.la(w.jb,w.kb,!0,!0),T=this.i.la(w.jb,w.kb,!1,!0),W=this.i.la(w.hb,w.ib,!0,!0),w=this.i.la(w.hb,w.ib,!1,!0);if(this.b.vc||0===this.m&&0===e)var J=(c+.5|0)-c,B=(r+.5|0)-r,c=c+J,r=r+B,h=h+J,n=n+B,t=t+J,T=T+B,W=W+J,w=
w+B;0===this.m&&0===e?(h=c+k,n=r,t=h,T=r+m,W=c,w=T,b.right=1,b.bottom=1):(b.right=g/k,b.bottom=l/m);a.Qc(c,r,h,n,t,T,W,w,b);a.$b();a.scale(d,d);a.Ei(-this.i.Ab());a.translate((this.i.U+this.i.aa)/-2,(this.i.V+this.i.Z)/-2);a.Tb();this.ug=this.b.Wc}};var r=[];l.cp=function(a){V(r);for(var c="",d,e=0;e<a.length;)if(d=a.charAt(e),"\n"===d)c.length&&(r.push(c),c=""),r.push("\n"),++e;else if(" "===d||"\t"===d||"-"===d){do c+=a.charAt(e),e++;while(e<a.length&&(" "===a.charAt(e)||"\t"===a.charAt(e)));r.push(c);
c=""}else e<a.length&&(c+=d,e++);c.length&&r.push(c)};var c=[];l.dp=function(a,c,l,e,b){if(a&&a.length)if(2>=e)k(c);else{if(100>=a.length&&-1===a.indexOf("\n")){var g=l.measureText(a).width;if(g<=e){k(c);c.push(d());c[0].text=a;c[0].width=g;return}}this.ep(a,c,l,e,b)}else k(c)};l.ep=function(a,f,l,e,b){b&&(this.cp(a),a=r);var g="",k,p,t,u=0;for(t=0;t<a.length;t++)"\n"===a[t]?(u>=f.length&&f.push(d()),g=m(g),p=f[u],p.text=g,p.width=l.measureText(g).width,u++,g=""):(k=g,g+=a[t],p=l.measureText(g).width,
p>=e&&(u>=f.length&&f.push(d()),k=m(k),p=f[u],p.text=k,p.width=l.measureText(k).width,u++,g=a[t],b||" "!==g||(g="")));g.length&&(u>=f.length&&f.push(d()),g=m(g),p=f[u],p.text=g,p.width=l.measureText(g).width,u++);for(t=u;t<f.length;t++)c.push(f[t]);f.length=u};l.p=new function(){};l.tb=new function(){};l.pc=new function(){}})();function fc(d){this.b=d}
(function(){function d(){}var k=fc.prototype;k.Wa=function(d){this.behavior=d;this.b=d.b};k.Wa.prototype.X=function(){};k.Ba=function(d,k){this.type=d;this.behavior=d.behavior;this.d=k;this.b=d.b;this.Ki=this.Xk=this.Wk=this.Tj=this.Of=this.Vf=this.gf=this.hf=this.Qg=this.vg=!1;this.cb=null;this.nk=-1;this.ve=this.ue=0;this.Jh=!1;this.Ye=this.jc=0;this.Ih=!0;this.S=this.G=0};var m=k.Ba.prototype;m.uo=function(){this.Ka=Math.cos(this.bf);this.La=Math.sin(this.bf);this.Ge=Math.cos(this.bf-Math.PI/2);
this.He=Math.sin(this.bf-Math.PI/2);this.Ka=$a(this.Ka);this.La=$a(this.La);this.Ge=$a(this.Ge);this.He=$a(this.He);this.Hj=this.fd;0>this.fd&&(this.Ka*=-1,this.La*=-1,this.fd=Math.abs(this.fd))};m.X=function(){this.pf=this.J[0];this.Re=this.J[1];this.Ve=this.J[2];this.rg=this.J[3];this.Hj=this.fd=this.J[4];this.ni=this.J[5];this.xj=0!==this.J[6];this.gk=this.J[7]/1E3;this.vp=1===this.J[8];this.enabled=0!==this.J[9];this.Gf=!1;this.Hf=this.b.$d(this.d);this.ok=-1;this.Le=0;this.bf=X(90);this.uo();
var d=this;this.vp&&!this.b.nb&&(jQuery(document).keydown(function(k){d.vk(k)}),jQuery(document).keyup(function(k){d.wk(k)}));this.Eb||(this.ln=function(k){d.Rr(k)});this.b.zl(this.ln);this.d.K.isPlatformBehavior=!0};m.Fb=function(){return{ii:this.Tj,lfx:this.ue,lfy:this.ve,lfo:this.cb?this.cb.uid:-1,am:this.jc,en:this.enabled,fall:this.Ye,ft:this.Ih,dx:this.G,dy:this.S,ms:this.pf,acc:this.Re,dec:this.Ve,js:this.rg,g:this.fd,g1:this.Hj,mf:this.ni,wof:this.Gf,woj:this.Hf?this.Hf.uid:-1,ga:this.bf,
edj:this.xj,cdj:this.Of,dj:this.Vf,sus:this.gk}};m.Xb=function(d){this.Tj=d.ii;this.ue=d.lfx;this.ve=d.lfy;this.nk=d.lfo;this.jc=d.am;this.enabled=d.en;this.Ye=d.fall;this.Ih=d.ft;this.G=d.dx;this.S=d.dy;this.pf=d.ms;this.Re=d.acc;this.Ve=d.dec;this.rg=d.js;this.fd=d.g;this.Hj=d.g1;this.ni=d.mf;this.Gf=d.wof;this.ok=d.woj;this.bf=d.ga;this.xj=d.edj;this.Of=d.cdj;this.Vf=d.dj;this.gk=d.sus;this.Ki=this.Xk=this.Wk=this.gf=this.hf=this.Qg=this.vg=!1;this.Le=0;this.uo()};m.Bd=function(){-1===this.nk?
this.cb=null:this.cb=this.b.Ph(this.nk);-1===this.ok?this.Hf=null:this.Hf=this.b.Ph(this.ok)};m.Rr=function(d){this.cb==d&&(this.cb=null)};m.Hg=function(){this.cb=null;this.b.hs(this.ln)};m.vk=function(d){switch(d.which){case 38:d.preventDefault();this.hf=!0;break;case 37:d.preventDefault();this.vg=!0;break;case 39:d.preventDefault(),this.Qg=!0}};m.wk=function(d){switch(d.which){case 38:d.preventDefault();this.gf=this.hf=!1;break;case 37:d.preventDefault();this.vg=!1;break;case 39:d.preventDefault(),
this.Qg=!1}};m.Ee=function(){this.hf=this.Qg=this.vg=!1};m.ej=function(){return 0>this.fd?-1:1};m.xm=function(){var d=null,k=null,m,c;m=this.d.x;c=this.d.y;this.d.x+=this.Ka;this.d.y+=this.La;this.d.r();if(this.cb&&this.b.ec(this.d,this.cb)&&(!this.b.gl(this.cb.type,ac)||this.cb.K.solidEnabled))return this.d.x=m,this.d.y=c,this.d.r(),this.cb;(d=this.b.Ib(this.d))||0!==this.Ye||(k=this.b.$d(this.d,!0));this.d.x=m;this.d.y=c;this.d.r();if(d){if(this.b.ec(this.d,d))return null;this.Jh=!1;return d}if(k&&
k.length){c=d=0;for(m=k.length;d<m;d++)k[c]=k[d],this.b.ec(this.d,k[d])||c++;if(1<=c)return this.Jh=!0,k[0]}return null};m.Cc=function(){};m.Bn=function(){var d=this.b.Jj(this.d),k,m,c,a,f,v,e,b,g;this.hf||this.Ki||(this.gf=!1);var q=this.vg||this.Wk;c=this.Qg||this.Xk;var p=(a=this.hf||this.Ki)&&!this.gf;this.Ki=this.Xk=this.Wk=!1;if(this.enabled){this.Tj&&(p=a=c=q=!1);a||(this.Le=0);b=this.cb;g=!1;this.Ih&&((this.b.Ib(this.d)||this.b.$d(this.d))&&this.b.zc(this.d,-this.Ka,-this.La,4,!0),this.Ih=
!1);!b||0!==this.S||b.y===this.ve&&b.x===this.ue||(k=b.x-this.ue,m=b.y-this.ve,this.d.x+=k,this.d.y+=m,this.d.r(),this.ue=b.x,this.ve=b.y,g=!0,this.b.Ib(this.d)&&this.b.zc(this.d,-k,-m,2.5*Math.sqrt(k*k+m*m)));var y=this.xm();if(m=this.b.Ib(this.d))if(this.d.K.inputPredicted)this.b.zc(this.d,-this.Ka,-this.La,10,!1);else if(this.b.es(this.d,Math.max(this.d.width,this.d.height)/2))this.b.Og(this.d,m);else return;y?(this.Of=this.Vf=!1,0<this.S&&(this.Gf||(this.b.Fk(this.d,-this.Ka,-this.La,y),this.Gf=
!0),this.S=0),b!=y)?(this.cb=y,this.ue=y.x,this.ve=y.y,this.b.Og(this.d,y)):g&&(m=this.b.Ib(this.d))&&(this.b.Og(this.d,m),0!==k&&(0<k?this.b.zc(this.d,-this.Ge,-this.He):this.b.zc(this.d,this.Ge,this.He)),this.b.zc(this.d,-this.Ka,-this.La)):a||(this.Of=!0);if(y&&p||!y&&this.xj&&a&&this.Of&&!this.Vf)b=this.d.x,g=this.d.y,this.d.x-=this.Ka,this.d.y-=this.La,this.d.r(),this.b.Ib(this.d)?p=!1:(this.Le=this.gk,this.b.trigger(fc.prototype.p.Ro,this.d),this.jc=2,this.S=-this.rg,p=!0,y?this.gf=!0:this.Vf=
!0),this.d.x=b,this.d.y=g,this.d.r();y||(a&&0<this.Le?(this.S=-this.rg,this.Le-=d):(this.cb=null,this.S+=this.fd*d,this.S>this.ni&&(this.S=this.ni)),p&&(this.gf=!0));this.Gf=!!y;q==c&&(0>this.G?(this.G+=this.Ve*d,0<this.G&&(this.G=0)):0<this.G&&(this.G-=this.Ve*d,0>this.G&&(this.G=0)));q&&!c&&(this.G=0<this.G?this.G-(this.Re+this.Ve)*d:this.G-this.Re*d);c&&!q&&(this.G=0>this.G?this.G+(this.Re+this.Ve)*d:this.G+this.Re*d);this.G>this.pf?this.G=this.pf:this.G<-this.pf&&(this.G=-this.pf);q=!1;0!==this.G&&
(b=this.d.x,g=this.d.y,k=this.G*d*this.Ge,m=this.G*d*this.He,this.d.x+=this.Ge*(1<this.G?1:-1)-this.Ka,this.d.y+=this.He*(1<this.G?1:-1)-this.La,this.d.r(),a=!1,f=this.b.Ib(this.d),this.d.x=b+k,this.d.y=g+m,this.d.r(),c=this.b.Ib(this.d),!c&&y&&(c=this.b.$d(this.d))&&(this.d.x=b,this.d.y=g,this.d.r(),this.b.ec(this.d,c)?(c=null,a=!1):a=!0,this.d.x=b+k,this.d.y=g+m,this.d.r()),c?(k=Math.abs(this.G*d)+2,f||!this.b.zc(this.d,-this.Ka,-this.La,k,a,c))?(this.b.Og(this.d,c),k=Math.max(Math.abs(this.G*d*
2.5),30),this.b.zc(this.d,this.Ge*(0>this.G?1:-1),this.He*(0>this.G?1:-1),k,!1)?!y||a||this.Jh||(b=this.d.x,g=this.d.y,this.d.x+=this.Ka,this.d.y+=this.La,this.b.Ib(this.d)?this.b.zc(this.d,-this.Ka,-this.La,3,!1)||(this.d.x=b,this.d.y=g,this.d.r()):(this.d.x=b,this.d.y=g,this.d.r())):(this.d.x=b,this.d.y=g,this.d.r()),a||(this.G=0)):!f&&!p&&Math.abs(this.S)<Math.abs(this.rg/4)&&(this.S=0,y||(q=!0)):(b=this.xm(),y&&!b?(m=Math.ceil(Math.abs(this.G*d))+2,b=this.d.x,g=this.d.y,this.d.x+=this.Ka*m,this.d.y+=
this.La*m,this.d.r(),this.b.Ib(this.d)||this.b.$d(this.d)?this.b.zc(this.d,-this.Ka,-this.La,m+2,!0):(this.d.x=b,this.d.y=g,this.d.r())):b&&0===this.S&&this.b.Fk(this.d,-this.Ka,-this.La,b)));if(0!==this.S){b=this.d.x;g=this.d.y;this.d.x+=this.S*d*this.Ka;this.d.y+=this.S*d*this.La;k=this.d.x;c=this.d.y;this.d.r();m=this.b.Ib(this.d);a=!1;if(!m&&0<this.S&&!y){if((a=0<this.Ye?null:this.b.$d(this.d,!0))&&a.length){if(this.Hf){this.d.x=b;this.d.y=g;this.d.r();e=f=0;for(v=a.length;f<v;f++)a[e]=a[f],this.b.ec(this.d,
a[f])||e++;a.length=e;this.d.x=k;this.d.y=c;this.d.r()}1<=a.length&&(m=a[0])}a=!!m}m&&(this.b.Og(this.d,m),this.Le=0,k=a?Math.abs(this.S*d*2.5+10):Math.max(Math.abs(this.S*d*2.5+10),30),this.b.zc(this.d,this.Ka*(0>this.S?1:-1),this.La*(0>this.S?1:-1),k,a,m)?(this.cb=m,this.ue=m.x,this.ve=m.y,(this.Jh=a)&&(q=!0),this.S=0):(this.d.x=b,this.d.y=g,this.d.r(),this.Gf=!0,a||(this.S=0)))}3!==this.jc&&0<this.S&&!y&&(this.b.trigger(fc.prototype.p.Qo,this.d),this.jc=3);if(y||q)3===this.jc||q||p&&0===this.S?
(this.b.trigger(fc.prototype.p.To,this.d),this.jc=0===this.G&&0===this.S?0:1):(0!==this.jc&&0===this.G&&0===this.S&&(this.b.trigger(fc.prototype.p.Yo,this.d),this.jc=0),1===this.jc||0===this.G&&0===this.S||p||(this.b.trigger(fc.prototype.p.Xo,this.d),this.jc=1));0<this.Ye&&this.Ye--;this.Hf=this.b.$d(this.d)}};d.prototype.Ro=function(){return!0};d.prototype.Qo=function(){return!0};d.prototype.Yo=function(){return!0};d.prototype.Xo=function(){return!0};d.prototype.To=function(){return!0};k.p=new d;
k.tb=new function(){};k.pc=new function(){}})();function gc(d){this.b=d}
(function(){var d=gc.prototype;d.Wa=function(d){this.behavior=d;this.b=d.b};d.Wa.prototype.X=function(){};d.Ba=function(d,m){this.type=d;this.behavior=d.behavior;this.d=m;this.b=d.b;this.mode=0};d=d.Ba.prototype;d.X=function(){this.mode=this.J[0]};d.Cc=function(){};d.Si=function(){this.d.Y();var d=this.d.ea,m=this.d.i.wa,l=!1;0===this.mode?(0>this.d.x&&(this.d.x=0,l=!0),0>this.d.y&&(this.d.y=0,l=!0),this.d.x>m.width&&(this.d.x=m.width,l=!0),this.d.y>m.height&&(this.d.y=m.height,l=!0)):(0>d.left&&
(this.d.x-=d.left,l=!0),0>d.top&&(this.d.y-=d.top,l=!0),d.right>m.width&&(this.d.x-=d.right-m.width,l=!0),d.bottom>m.height&&(this.d.y-=d.bottom-m.height,l=!0));l&&this.d.r()}})();function hc(d){this.b=d;this.Uk=this.Ji=this.Vg=this.Tk=0}
(function(){var d=hc.prototype;d.Wa=function(d){this.behavior=d;this.b=d.b};d.Wa.prototype.X=function(){};d.Ba=function(d,k){this.type=d;this.behavior=d.behavior;this.d=k;this.b=d.b};var k=d.Ba.prototype;k.X=function(){this.enabled=0!==this.J[0]};k.Fb=function(){return{smg:this.behavior.Tk,ss:this.behavior.Vg,se:this.behavior.Ji,smd:this.behavior.Uk}};k.Xb=function(d){this.behavior.Tk=d.smg;this.behavior.Vg=d.ss;this.behavior.Ji=d.se;this.behavior.Uk=d.smd};k.Cc=function(){};k.Si=function(){if(this.enabled){var d=
this.behavior.pi.vd(),k=0,t=0,r,c,a,f=0;r=0;for(c=d.length;r<c;r++){a:{a=d[r];for(var v=void 0,e=void 0,b=void 0,v=0,e=a.B.length;v<e;++v)if(b=a.B[v],b.behavior instanceof hc){a=b;break a}a=null}a&&a.enabled&&(k+=d[r].x,t+=d[r].y,++f)}d=this.d.i.wa;c=this.b.Rb.oa;a=r=0;c>=this.behavior.Vg&&c<this.behavior.Ji&&(r=this.behavior.Tk*Math.min(this.b.Bf,1),0===this.behavior.Uk&&(r*=1-(c-this.behavior.Vg)/(this.behavior.Ji-this.behavior.Vg)),c=Math.random()*Math.PI*2,a=Math.random()*r,r=Math.cos(c)*a,a*=
Math.sin(c));d.Rk(k/f+r);d.Sk(t/f+a)}};d.tb=new function(){}})();function ac(d){this.b=d}(function(){var d=ac.prototype;d.Wa=function(d){this.behavior=d;this.b=d.b};d.Wa.prototype.X=function(){};d.Ba=function(d,k){this.type=d;this.behavior=d.behavior;this.d=k;this.b=d.b};var k=d.Ba.prototype;k.X=function(){this.d.K.solidEnabled=0!==this.J[0]};k.Cc=function(){};d.p=new function(){};d.tb=new function(){}})();
function $b(){return[dc,cc,ec,bc,ac,gc,hc,fc,bc.prototype.p.Oo,bc.prototype.tb.Eo,bc.prototype.tb.$o,cc.prototype.p.sl,Z.prototype.tb.Zo]};