{ "version": 3, "sources": ["ssg:https://ga.jspm.io/npm:webgl-fluid-enhanced@0.5.2/dist/webgl-fluid-enhanced.mjs", "ssg:https://framerusercontent.com/modules/6ywdT1rfbnCh7QldZuy4/fQ1J58JYrhJ7SV9MMKNo/FluidAnimation.js"], "sourcesContent": ["const e={SIM_RESOLUTION:128,DYE_RESOLUTION:1024,CAPTURE_RESOLUTION:512,DENSITY_DISSIPATION:1,VELOCITY_DISSIPATION:.2,PRESSURE:.8,PRESSURE_ITERATIONS:20,CURL:30,INITIAL:!0,SPLAT_AMOUNT:5,SPLAT_RADIUS:.25,SPLAT_FORCE:6e3,SPLAT_KEY:\"Space\",SHADING:!0,COLORFUL:!0,COLOR_UPDATE_SPEED:10,COLOR_PALETTE:[],HOVER:!0,BACK_COLOR:\"#000000\",TRANSPARENT:!1,BRIGHTNESS:.5,BLOOM:!0,BLOOM_ITERATIONS:8,BLOOM_RESOLUTION:256,BLOOM_INTENSITY:.8,BLOOM_THRESHOLD:.6,BLOOM_SOFT_KNEE:.7,SUNRAYS:!0,SUNRAYS_RESOLUTION:196,SUNRAYS_WEIGHT:1};let t=[],n=[],r=!1,i=!1,o=!1;const a={splats(){t.push(parseInt(Math.random()*e.SPLAT_AMOUNT*4+e.SPLAT_AMOUNT))},splat(e,t,r,i,o){n.push([e,t,r,i,o])},screenshot(){o=!0},pause(e=!1){r=!r,i=!!e},config(t){Object.assign(e,t)},simulation(a,u={}){Object.assign(e,u),Te();function y(){this.id=-1,this.texcoordX=0,this.texcoordY=0,this.prevTexcoordX=0,this.prevTexcoordY=0,this.deltaX=0,this.deltaY=0,this.down=!1,this.moved=!1,this.color=[30,0,300]}let l=[],c=[];l.push(new y);const{gl:f,ext:v}=De(a);v.supportLinearFiltering||(e.DYE_RESOLUTION=512,e.SHADING=!1,e.BLOOM=!1,e.SUNRAYS=!1);function De(e){const t={alpha:!0,depth:!1,stencil:!1,antialias:!1,preserveDrawingBuffer:!1};let n=e.getContext(\"webgl2\",t);const r=!!n;r||(n=e.getContext(\"webgl\",t)||e.getContext(\"experimental-webgl\",t));let i,o;r?(n.getExtension(\"EXT_color_buffer_float\"),o=n.getExtension(\"OES_texture_float_linear\")):(i=n.getExtension(\"OES_texture_half_float\"),o=n.getExtension(\"OES_texture_half_float_linear\")),n.clearColor(0,0,0,1);const 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c = texture2D(uTexture, vUv);\\n float br = max(c.r, max(c.g, c.b));\\n c.a = 1.0 - min(max(br * 20.0, 0.0), 0.8);\\n gl_FragColor = c;\\n }\\n\"),b=h(f.FRAGMENT_SHADER,\"\\n precision highp float;\\n precision highp sampler2D;\\n\\n varying vec2 vUv;\\n uniform sampler2D uTexture;\\n uniform float weight;\\n\\n #define ITERATIONS 16\\n\\n void main () {\\n float Density = 0.3;\\n float Decay = 0.95;\\n float Exposure = 0.7;\\n\\n vec2 coord = vUv;\\n vec2 dir = vUv - 0.5;\\n\\n dir *= 1.0 / float(ITERATIONS) * Density;\\n float illuminationDecay = 1.0;\\n\\n float color = texture2D(uTexture, vUv).a;\\n\\n for (int i = 0; i < ITERATIONS; i++)\\n {\\n coord -= dir;\\n float col = texture2D(uTexture, coord).a;\\n color += col * illuminationDecay * weight;\\n illuminationDecay *= Decay;\\n }\\n\\n gl_FragColor = vec4(color * Exposure, 0.0, 0.0, 1.0);\\n }\\n\"),O=h(f.FRAGMENT_SHADER,\"\\n precision highp float;\\n precision highp sampler2D;\\n\\n varying vec2 vUv;\\n uniform sampler2D uTarget;\\n uniform float aspectRatio;\\n uniform vec3 color;\\n uniform vec2 point;\\n uniform float radius;\\n\\n void main () {\\n vec2 p = vUv - point.xy;\\n p.x *= aspectRatio;\\n vec3 splat = exp(-dot(p, p) / radius) * color;\\n vec3 base = texture2D(uTarget, vUv).xyz;\\n gl_FragColor = vec4(base + splat, 1.0);\\n }\\n\"),I=h(f.FRAGMENT_SHADER,\"\\n precision highp float;\\n precision highp sampler2D;\\n\\n varying vec2 vUv;\\n uniform sampler2D uVelocity;\\n uniform sampler2D uSource;\\n uniform vec2 texelSize;\\n uniform vec2 dyeTexelSize;\\n uniform float dt;\\n uniform float dissipation;\\n\\n vec4 bilerp (sampler2D sam, vec2 uv, vec2 tsize) {\\n vec2 st = uv / tsize - 0.5;\\n\\n vec2 iuv = floor(st);\\n vec2 fuv = fract(st);\\n\\n vec4 a = texture2D(sam, (iuv + vec2(0.5, 0.5)) * tsize);\\n vec4 b = texture2D(sam, (iuv + vec2(1.5, 0.5)) * tsize);\\n vec4 c = texture2D(sam, (iuv + vec2(0.5, 1.5)) * tsize);\\n vec4 d = texture2D(sam, (iuv + vec2(1.5, 1.5)) * tsize);\\n\\n return mix(mix(a, b, fuv.x), mix(c, d, fuv.x), fuv.y);\\n }\\n\\n void main () {\\n #ifdef MANUAL_FILTERING\\n vec2 coord = vUv - dt * bilerp(uVelocity, vUv, texelSize).xy * texelSize;\\n vec4 result = bilerp(uSource, coord, dyeTexelSize);\\n #else\\n vec2 coord = vUv - dt * texture2D(uVelocity, vUv).xy * texelSize;\\n vec4 result = texture2D(uSource, coord);\\n #endif\\n float decay = 1.0 + dissipation * dt;\\n gl_FragColor = result / decay;\\n }\",v.supportLinearFiltering?null:[\"MANUAL_FILTERING\"]),B=h(f.FRAGMENT_SHADER,\"\\n precision mediump float;\\n precision mediump sampler2D;\\n\\n varying highp vec2 vUv;\\n varying highp vec2 vL;\\n varying highp vec2 vR;\\n varying highp vec2 vT;\\n varying highp vec2 vB;\\n uniform sampler2D uVelocity;\\n\\n void main () {\\n float L = texture2D(uVelocity, vL).x;\\n float R = texture2D(uVelocity, vR).x;\\n float T = texture2D(uVelocity, vT).y;\\n float B = texture2D(uVelocity, vB).y;\\n\\n vec2 C = texture2D(uVelocity, vUv).xy;\\n if (vL.x < 0.0) { L = -C.x; }\\n if (vR.x > 1.0) { R = -C.x; }\\n if (vT.y > 1.0) { T = -C.y; }\\n if (vB.y < 0.0) { B = -C.y; }\\n\\n float div = 0.5 * (R - L + T - B);\\n gl_FragColor = vec4(div, 0.0, 0.0, 1.0);\\n }\\n\"),C=h(f.FRAGMENT_SHADER,\"\\n precision mediump float;\\n precision mediump sampler2D;\\n\\n varying highp vec2 vUv;\\n varying highp vec2 vL;\\n varying highp vec2 vR;\\n varying highp vec2 vT;\\n varying highp vec2 vB;\\n uniform sampler2D uVelocity;\\n\\n void main () {\\n float L = texture2D(uVelocity, vL).y;\\n float R = texture2D(uVelocity, vR).y;\\n float T = texture2D(uVelocity, vT).x;\\n float B = texture2D(uVelocity, vB).x;\\n float vorticity = R - L - T + B;\\n gl_FragColor = vec4(0.5 * vorticity, 0.0, 0.0, 1.0);\\n }\\n\"),Y=h(f.FRAGMENT_SHADER,\"\\n precision highp float;\\n precision highp sampler2D;\\n\\n varying vec2 vUv;\\n varying vec2 vL;\\n varying vec2 vR;\\n varying vec2 vT;\\n varying vec2 vB;\\n uniform sampler2D uVelocity;\\n uniform sampler2D uCurl;\\n uniform float curl;\\n uniform float dt;\\n\\n void main () {\\n float L = texture2D(uCurl, vL).x;\\n float R = texture2D(uCurl, vR).x;\\n float T = texture2D(uCurl, vT).x;\\n float B = texture2D(uCurl, vB).x;\\n float C = texture2D(uCurl, vUv).x;\\n\\n vec2 force = 0.5 * vec2(abs(T) - abs(B), abs(R) - abs(L));\\n force /= length(force) + 0.0001;\\n force *= curl * C;\\n force.y *= -1.0;\\n\\n vec2 velocity = texture2D(uVelocity, vUv).xy;\\n velocity += force * dt;\\n velocity = min(max(velocity, -1000.0), 1000.0);\\n gl_FragColor = vec4(velocity, 0.0, 1.0);\\n }\\n\"),X=h(f.FRAGMENT_SHADER,\"\\n precision mediump float;\\n precision mediump sampler2D;\\n\\n varying highp vec2 vUv;\\n varying highp vec2 vL;\\n varying highp vec2 vR;\\n varying highp vec2 vT;\\n varying highp vec2 vB;\\n uniform sampler2D uPressure;\\n uniform sampler2D uDivergence;\\n\\n void main () {\\n float L = texture2D(uPressure, vL).x;\\n float R = texture2D(uPressure, vR).x;\\n float T = texture2D(uPressure, vT).x;\\n float B = texture2D(uPressure, vB).x;\\n float C = texture2D(uPressure, vUv).x;\\n float divergence = texture2D(uDivergence, vUv).x;\\n float pressure = (L + R + B + T - divergence) * 0.25;\\n gl_FragColor = vec4(pressure, 0.0, 0.0, 1.0);\\n }\\n\"),z=h(f.FRAGMENT_SHADER,\"\\n precision mediump float;\\n precision mediump sampler2D;\\n\\n varying highp vec2 vUv;\\n varying highp vec2 vL;\\n varying highp vec2 vR;\\n varying highp vec2 vT;\\n varying highp vec2 vB;\\n uniform sampler2D uPressure;\\n uniform sampler2D uVelocity;\\n\\n void main () {\\n float L = texture2D(uPressure, vL).x;\\n float R = texture2D(uPressure, vR).x;\\n float T = texture2D(uPressure, vT).x;\\n float B = texture2D(uPressure, vB).x;\\n vec2 velocity = texture2D(uVelocity, vUv).xy;\\n velocity.xy -= vec2(R - L, T - B);\\n gl_FragColor = vec4(velocity, 0.0, 1.0);\\n }\\n\"),V=(()=>(f.bindBuffer(f.ARRAY_BUFFER,f.createBuffer()),f.bufferData(f.ARRAY_BUFFER,new Float32Array([-1,-1,-1,1,1,1,1,-1]),f.STATIC_DRAW),f.bindBuffer(f.ELEMENT_ARRAY_BUFFER,f.createBuffer()),f.bufferData(f.ELEMENT_ARRAY_BUFFER,new Uint16Array([0,1,2,0,2,3]),f.STATIC_DRAW),f.vertexAttribPointer(0,2,f.FLOAT,!1,0,0),f.enableVertexAttribArray(0),(e,t=!1)=>{null==e?(f.viewport(0,0,f.drawingBufferWidth,f.drawingBufferHeight),f.bindFramebuffer(f.FRAMEBUFFER,null)):(f.viewport(0,0,e.width,e.height),f.bindFramebuffer(f.FRAMEBUFFER,e.fbo)),t&&(f.clearColor(0,0,0,1),f.clear(f.COLOR_BUFFER_BIT)),f.drawElements(f.TRIANGLES,6,f.UNSIGNED_SHORT,0)}))();let P,G,H,K,_,W,k,q,J=tt(\"data:image/png;base64,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