58 lines
161 KiB
JavaScript
58 lines
161 KiB
JavaScript
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Ut(i,t.pt)}throw new Error(`Unknown area shape: ${t.shape}`)}a(nn,"testAreaArea");function yt(i,t){return{p1:f(i.p1.x-t.p2.x,i.p1.y-t.p2.y),p2:f(i.p2.x-t.p1.x,i.p2.y-t.p1.y)}}a(yt,"minkDiff");var le=class{constructor(t,l){b(this,"p1");b(this,"p2");this.p1=t,this.p2=l}};a(le,"Line");var ke=class{constructor(t,l){b(this,"p1");b(this,"p2");this.p1=t,this.p2=l}};a(ke,"Rect");var ht=class{constructor(t,l){b(this,"center");b(this,"radius");this.center=t,this.radius=l}};a(ht,"Circle");var Be=class{constructor(){b(this,"buf",[]);b(this,"timer",0);b(this,"fps",0)}tick(t){this.buf.push(1/t),this.timer+=t,this.timer>=1&&(this.timer=0,this.fps=Math.round(this.buf.reduce((l,w)=>l+w)/this.buf.length),this.buf=[])}};a(Be,"FPSCounter");var fe=class{constructor(t,l){b(this,"time");b(this,"action");b(this,"finished",!1);b(this,"paused",!1);this.time=t,this.action=l}tick(t){return this.finished||this.paused?!1:(this.time-=t,this.time<=0?(this.action(),this.finished=!0,this.time=0,!0):!1)}reset(t){this.time=t,this.finished=!1}};a(fe,"Timer");var 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";var 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|
|
attribute vec3 a_pos;
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|
attribute vec2 a_uv;
|
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attribute vec4 a_color;
|
|
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|
varying vec3 v_pos;
|
|
varying vec2 v_uv;
|
|
varying vec4 v_color;
|
|
|
|
vec4 def_vert() {
|
|
return vec4(a_pos, 1.0);
|
|
}
|
|
|
|
{{user}}
|
|
|
|
void main() {
|
|
vec4 pos = vert(a_pos, a_uv, a_color);
|
|
v_pos = a_pos;
|
|
v_uv = a_uv;
|
|
v_color = a_color;
|
|
gl_Position = pos;
|
|
}
|
|
`,Us=`
|
|
precision mediump float;
|
|
|
|
varying vec3 v_pos;
|
|
varying vec2 v_uv;
|
|
varying vec4 v_color;
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|
|
|
uniform sampler2D u_tex;
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|
|
|
vec4 def_frag() {
|
|
return v_color * texture2D(u_tex, v_uv);
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|
}
|
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|
|
{{user}}
|
|
|
|
void main() {
|
|
gl_FragColor = frag(v_pos, v_uv, v_color, u_tex);
|
|
if (gl_FragColor.a == 0.0) {
|
|
discard;
|
|
}
|
|
}
|
|
`,sn=`
|
|
vec4 vert(vec3 pos, vec2 uv, vec4 color) {
|
|
return def_vert();
|
|
}
|
|
`,on=`
|
|
vec4 frag(vec3 pos, vec2 uv, vec4 color, sampler2D tex) {
|
|
return def_frag();
|
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}
|
|
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c=e.createBuffer();e.bindBuffer(e.ARRAY_BUFFER,c),e.vertexAttribPointer(0,3,e.FLOAT,!1,je*4,0),e.enableVertexAttribArray(0),e.vertexAttribPointer(1,2,e.FLOAT,!1,je*4,12),e.enableVertexAttribArray(1),e.vertexAttribPointer(2,4,e.FLOAT,!1,je*4,20),e.enableVertexAttribArray(2),e.bufferData(e.ARRAY_BUFFER,bt*4,e.DYNAMIC_DRAW),e.bindBuffer(e.ARRAY_BUFFER,null);let s=e.createBuffer();e.bindBuffer(e.ELEMENT_ARRAY_BUFFER,s),e.bufferData(e.ELEMENT_ARRAY_BUFFER,bt*2,e.DYNAMIC_DRAW),e.bindBuffer(e.ELEMENT_ARRAY_BUFFER,null);let o=Ke(new ImageData(new Uint8ClampedArray([128,128,128,255,190,190,190,255,190,190,190,255,128,128,128,255]),2,2),{wrap:"repeat",filter:"nearest"});return{drawCalls:0,lastDrawCalls:0,defShader:n,curShader:n,defTex:r,curTex:r,curUniform:{},vbuf:c,ibuf:s,vqueue:[],iqueue:[],transform:new R,transformStack:[],bgTex:o,width:i.width,height:i.height,viewport:{x:0,y:0,width:e.drawingBufferWidth,height:e.drawingBufferHeight}}})();Un();let w=(()=>{let 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W=y!=null?y:this.time();c.start(0,W),d=r.currentTime-W,u=!1,h=null},pause(){u||(c.stop(),u=!0,h=r.currentTime)},isPaused(){return u},paused(){return B("paused()","isPaused()"),this.isPaused()},isStopped(){return u},stopped(){return B("stopped()","isStopped()"),this.isStopped()},speed(y){return y!==void 0&&(c.playbackRate.value=z(y,ds,fs)),c.playbackRate.value},detune(y){return c.detune?(y!==void 0&&(c.detune.value=z(y,ps,ms)),c.detune.value):0},volume(y){return y!==void 0&&(s.gain.value=z(y,Or,Ir)),s.gain.value},loop(){c.loop=!0},unloop(){c.loop=!1},duration(){return e.buf.duration},time(){return u?h-d:r.currentTime-d}};return m.speed(n.speed),m.detune(n.detune),m.volume(n.volume),m}a(Xe,"play");function un(e){return Xe(w.burpSnd,e)}a(un,"burp");function Ke(e,n={}){let r=t.gl,u=r.createTexture();r.bindTexture(r.TEXTURE_2D,u),r.texImage2D(r.TEXTURE_2D,0,r.RGBA,r.RGBA,r.UNSIGNED_BYTE,e);let c=(()=>{var o;switch((o=n.filter)!=null?o:i.texFilter){case"linear":return r.LINEAR;case"nearest":return r.NEAREST;default:return r.NEAREST}})(),s=(()=>{switch(n.wrap){case"repeat":return r.REPEAT;case"clampToEdge":return r.CLAMP_TO_EDGE;default:return r.CLAMP_TO_EDGE}})();return r.texParameteri(r.TEXTURE_2D,r.TEXTURE_MIN_FILTER,c),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_MAG_FILTER,c),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_S,s),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_T,s),r.bindTexture(r.TEXTURE_2D,null),{width:e.width,height:e.height,bind(){r.bindTexture(r.TEXTURE_2D,u)},unbind(){r.bindTexture(r.TEXTURE_2D,null)}}}a(Ke,"makeTex");function cn(e=sn,n=on){let r=t.gl,u,c=gs.replace("{{user}}",e!=null?e:sn),s=Us.replace("{{user}}",n!=null?n:on),o=r.createShader(r.VERTEX_SHADER),d=r.createShader(r.FRAGMENT_SHADER);if(r.shaderSource(o,c),r.shaderSource(d,s),r.compileShader(o),r.compileShader(d),u=r.getShaderInfoLog(o))throw new Error(u);if(u=r.getShaderInfoLog(d))throw new Error(u);let h=r.createProgram();if(r.attachShader(h,o),r.attachShader(h,d),r.bindAttribLocation(h,0,"a_pos"),r.bindAttribLocation(h,1,"a_uv"),r.bindAttribLocation(h,2,"a_color"),r.linkProgram(h),(u=r.getProgramInfoLog(h))&&u!==`
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