{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"<!--\n",
"SPDX-License-Identifier: AGPL-3.0-or-later\n",
"Copyright (C) 2025 SWGY, Inc\n",
"-->\n",
"\n",
"# License\n",
"\n",
"Copyright (C) 2025 SWGY, Inc\n",
"\n",
"This notebook is part of the pressure-wave project and is licensed under\n",
"the GNU Affero General Public License v3.0 or later. See the `LICENSE`\n",
"file at the repository root for the full license text, or\n",
"<https://www.gnu.org/licenses/agpl-3.0.html>.\n"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "2a7231bc-6d37-47fb-827a-0bbedce3dea0",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Requirement already satisfied: numpy in /home/_jupyter/venv/lib/python3.11/site-packages (from -r requirements.txt (line 1)) (2.2.4)\n",
"Requirement already satisfied: trimesh in /home/_jupyter/venv/lib/python3.11/site-packages (from -r requirements.txt (line 2)) (4.6.6)\n",
"Requirement already satisfied: matplotlib in /home/_jupyter/venv/lib/python3.11/site-packages (from -r requirements.txt (line 3)) (3.10.1)\n",
"Requirement already satisfied: scipy in /home/_jupyter/venv/lib/python3.11/site-packages (from -r requirements.txt (line 4)) (1.15.2)\n",
"Requirement already satisfied: contourpy>=1.0.1 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (1.3.1)\n",
"Requirement already satisfied: cycler>=0.10 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (0.12.1)\n",
"Requirement already satisfied: fonttools>=4.22.0 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (4.57.0)\n",
"Requirement already satisfied: kiwisolver>=1.3.1 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (1.4.8)\n",
"Requirement already satisfied: packaging>=20.0 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (24.2)\n",
"Requirement already satisfied: pillow>=8 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (11.2.1)\n",
"Requirement already satisfied: pyparsing>=2.3.1 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (3.2.3)\n",
"Requirement already satisfied: python-dateutil>=2.7 in /home/_jupyter/venv/lib/python3.11/site-packages (from matplotlib->-r requirements.txt (line 3)) (2.9.0.post0)\n",
"Requirement already satisfied: six>=1.5 in /home/_jupyter/venv/lib/python3.11/site-packages (from python-dateutil>=2.7->matplotlib->-r requirements.txt (line 3)) (1.17.0)\n",
"Note: you may need to restart the kernel to use updated packages.\n"
]
}
],
"source": [
"%pip install -r requirements.txt"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "fc20b63d-3dd7-460d-9e88-3ebad8e46f7e",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"time(cpu-seconds) unlimited\n",
"file(blocks) unlimited\n",
"coredump(blocks) unlimited\n",
"data(kbytes) 4194304\n",
"stack(kbytes) 4096\n",
"lockedmem(kbytes) 87381\n",
"memory(kbytes) 130036380\n",
"nofiles(descriptors) 512\n",
"processes 256\n"
]
}
],
"source": [
"!ulimit -a"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "193c62ec-d551-48ab-9953-bf93a73558fd",
"metadata": {},
"outputs": [],
"source": [
"import os\n",
"\n",
"# Must be set BEFORE numpy or other libraries that load OpenBLAS are imported.\n",
"os.environ[\"OPENBLAS_NUM_THREADS\"] = \"10\"\n",
"\n",
"import numpy as np\n",
"# Now numpy will honor OPENBLAS_NUM_THREADS=10\n",
"# Note this is required for my OpenBSD system with 20 hardware threads.\n",
"# See https://github.com/OpenMathLib/OpenBLAS/issues/5226\n"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "54dacf89-2e47-4635-be7c-ff8828c957a3",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"outputs": [],
"source": [
"import model\n",
"from model import create_simulation_scene\n",
"import numpy as np\n",
"import trimesh\n",
"import trimesh.transformations as t\n",
"from trimesh.visual import ColorVisuals\n",
"\n",
"import logging\n",
"\n",
"logging.basicConfig(level=logging.ERROR, format=\"%(asctime)s - %(levelname)s - %(message)s\")\n",
"\n",
"P0_KPA = 50_000\n",
"RESOLUTION_ARCMIN = 6\n",
"MAX_BOUNCES = 10\n",
"# Define sensor and blast point\n",
"sensor = model.define_sensor([0, 0, 0], 0.111)\n",
"blast_point = np.array([0, -4, 0])\n",
"vest = model.load_vest(\"assets/SAPI.obj\")\n",
"helmet = model.load_helmet(\"assets/MICH.obj\")\n"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "208c75ac-8a25-43f1-83ca-a3cb446ea551",
"metadata": {},
"outputs": [
{
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"0<x.length,shadowMapType:a.shadowMap.type,toneMapping:e.toneMapped?a.toneMapping:0,physicallyCorrectLights:a.physicallyCorrectLights,premultipliedAlpha:e.premultipliedAlpha,alphaTest:e.alphaTest,doubleSided:2===e.side,flipSided:1===e.side,depthPacking:void 0!==e.depthPacking?e.depthPacking:!1,index0AttributeName:e.index0AttributeName,extensionDerivatives:e.extensions&&e.extensions.derivatives,extensionFragDepth:e.extensions&&e.extensions.fragDepth,extensionDrawBuffers:e.extensions&&e.extensions.drawBuffers,\n",
"extensionShaderTextureLOD:e.extensions&&e.extensions.shaderTextureLOD,rendererExtensionFragDepth:f||null!==b.get("EXT_frag_depth"),rendererExtensionDrawBuffers:f||null!==b.get("WEBGL_draw_buffers"),rendererExtensionShaderTextureLod:f||null!==b.get("EXT_shader_texture_lod"),onBeforeCompile:e.onBeforeCompile}};this.getProgramCacheKey=function(b){var c=[];b.shaderID?c.push(b.shaderID):(c.push(b.fragmentShader),c.push(b.vertexShader));if(void 0!==b.defines)for(var d in b.defines)c.push(d),c.push(b.defines[d]);\n",
"if(void 0===b.isRawShaderMaterial){for(d=0;d<k.length;d++)c.push(b[k[d]]);c.push(a.outputEncoding);c.push(a.gammaFactor)}c.push(b.onBeforeCompile.toString());return c.join()};this.acquireProgram=function(b,c){for(var d,f=0,g=e.length;f<g;f++){var h=e[f];if(h.cacheKey===c){d=h;++d.usedTimes;break}}void 0===d&&(d=new vk(a,c,b),e.push(d));return d};this.releaseProgram=function(a){if(0===--a.usedTimes){var b=e.indexOf(a);e[b]=e[e.length-1];e.pop();a.destroy()}};this.programs=e}function yk(){var a=new WeakMap;\n",
"return{get:function(b){var c=a.get(b);void 0===c&&(c={},a.set(b,c));return c},remove:function(b){a.delete(b)},update:function(b,c,d){a.get(b)[c]=d},dispose:function(){a=new WeakMap}}}function zk(a,b){return a.groupOrder!==b.groupOrder?a.groupOrder-b.groupOrder:a.renderOrder!==b.renderOrder?a.renderOrder-b.renderOrder:a.program!==b.program?a.program.id-b.program.id:a.material.id!==b.material.id?a.material.id-b.material.id:a.z!==b.z?a.z-b.z:a.id-b.id}function Ak(a,b){return a.groupOrder!==b.groupOrder?\n",
"a.groupOrder-b.groupOrder:a.renderOrder!==b.renderOrder?a.renderOrder-b.renderOrder:a.z!==b.z?b.z-a.z:a.id-b.id}function Vh(){function a(a,d,e,m,k,p){var g=b[c];void 0===g?(g={id:a.id,object:a,geometry:d,material:e,program:e.program||f,groupOrder:m,renderOrder:a.renderOrder,z:k,group:p},b[c]=g):(g.id=a.id,g.object=a,g.geometry=d,g.material=e,g.program=e.program||f,g.groupOrder=m,g.renderOrder=a.renderOrder,g.z=k,g.group=p);c++;return g}var b=[],c=0,d=[],e=[],f={id:-1};return{opaque:d,transparent:e,\n",
"init:function(){c=0;d.length=0;e.length=0},push:function(b,c,f,m,k,p){b=a(b,c,f,m,k,p);(!0===f.transparent?e:d).push(b)},unshift:function(b,c,f,m,k,p){b=a(b,c,f,m,k,p);(!0===f.transparent?e:d).unshift(b)},finish:function(){for(var a=c,d=b.length;a<d;a++){var e=b[a];if(null===e.id)break;e.id=null;e.object=null;e.geometry=null;e.material=null;e.program=null;e.group=null}},sort:function(a,b){1<d.length&&d.sort(a||zk);1<e.length&&e.sort(b||Ak)}}}function Bk(){function a(c){c=c.target;c.removeEventListener("dispose",\n",
"a);b.delete(c)}var b=new WeakMap;return{get:function(c,d){var e=b.get(c);if(void 0===e){var f=new Vh;b.set(c,new WeakMap);b.get(c).set(d,f);c.addEventListener("dispose",a)}else f=e.get(d),void 0===f&&(f=new Vh,e.set(d,f));return f},dispose:function(){b=new WeakMap}}}function Ck(){var a={};return{get:function(b){if(void 0!==a[b.id])return a[b.id];switch(b.type){case "DirectionalLight":var c={direction:new n,color:new A};break;case "SpotLight":c={position:new n,direction:new n,color:new A,distance:0,\n",
"coneCos:0,penumbraCos:0,decay:0};break;case "PointLight":c={position:new n,color:new A,distance:0,decay:0};break;case "HemisphereLight":c={direction:new n,skyColor:new A,groundColor:new A};break;case "RectAreaLight":c={color:new A,position:new n,halfWidth:new n,halfHeight:new n}}return a[b.id]=c}}}function Dk(){var a={};return{get:function(b){if(void 0!==a[b.id])return a[b.id];switch(b.type){case "DirectionalLight":var c={shadowBias:0,shadowRadius:1,shadowMapSize:new t};break;case "SpotLight":c={shadowBias:0,\n",
"shadowRadius:1,shadowMapSize:new t};break;case "PointLight":c={shadowBias:0,shadowRadius:1,shadowMapSize:new t,shadowCameraNear:1,shadowCameraFar:1E3}}return a[b.id]=c}}}function Ek(a,b){return(b.castShadow?1:0)-(a.castShadow?1:0)}function Fk(){for(var a=new Ck,b=Dk(),c={version:0,hash:{directionalLength:-1,pointLength:-1,spotLength:-1,rectAreaLength:-1,hemiLength:-1,numDirectionalShadows:-1,numPointShadows:-1,numSpotShadows:-1},ambient:[0,0,0],probe:[],directional:[],directionalShadow:[],directionalShadowMap:[],\n",
"directionalShadowMatrix:[],spot:[],spotShadow:[],spotShadowMap:[],spotShadowMatrix:[],rectArea:[],point:[],pointShadow:[],pointShadowMap:[],pointShadowMatrix:[],hemi:[]},d=0;9>d;d++)c.probe.push(new n);var e=new n,f=new P,g=new P;return{setup:function(d,l,m){for(var h=0,p=0,k=0,r=0;9>r;r++)c.probe[r].set(0,0,0);var q=l=0,v=0,n=0,w=0,z=0,ha=0,U=0;m=m.matrixWorldInverse;d.sort(Ek);r=0;for(var ca=d.length;r<ca;r++){var B=d[r],t=B.color,ia=B.intensity,Ca=B.distance,Ja=B.shadow&&B.shadow.map?B.shadow.map.texture:\n",
"null;if(B.isAmbientLight)h+=t.r*ia,p+=t.g*ia,k+=t.b*ia;else if(B.isLightProbe)for(Ja=0;9>Ja;Ja++)c.probe[Ja].addScaledVector(B.sh.coefficients[Ja],ia);else if(B.isDirectionalLight){var H=a.get(B);H.color.copy(B.color).multiplyScalar(B.intensity);H.direction.setFromMatrixPosition(B.matrixWorld);e.setFromMatrixPosition(B.target.matrixWorld);H.direction.sub(e);H.direction.transformDirection(m);B.castShadow&&(ia=B.shadow,t=b.get(B),t.shadowBias=ia.bias,t.shadowRadius=ia.radius,t.shadowMapSize=ia.mapSize,\n",
"c.directionalShadow[l]=t,c.directionalShadowMap[l]=Ja,c.directionalShadowMatrix[l]=B.shadow.matrix,z++);c.directional[l]=H;l++}else B.isSpotLight?(H=a.get(B),H.position.setFromMatrixPosition(B.matrixWorld),H.position.applyMatrix4(m),H.color.copy(t).multiplyScalar(ia),H.distance=Ca,H.direction.setFromMatrixPosition(B.matrixWorld),e.setFromMatrixPosition(B.target.matrixWorld),H.direction.sub(e),H.direction.transformDirection(m),H.coneCos=Math.cos(B.angle),H.penumbraCos=Math.cos(B.angle*(1-B.penumbra)),\n",
"H.decay=B.decay,B.castShadow&&(ia=B.shadow,t=b.get(B),t.shadowBias=ia.bias,t.shadowRadius=ia.radius,t.shadowMapSize=ia.mapSize,c.spotShadow[v]=t,c.spotShadowMap[v]=Ja,c.spotShadowMatrix[v]=B.shadow.matrix,U++),c.spot[v]=H,v++):B.isRectAreaLight?(H=a.get(B),H.color.copy(t).multiplyScalar(ia),H.position.setFromMatrixPosition(B.matrixWorld),H.position.applyMatrix4(m),g.identity(),f.copy(B.matrixWorld),f.premultiply(m),g.extractRotation(f),H.halfWidth.set(.5*B.width,0,0),H.halfHeight.set(0,.5*B.height,\n",
"0),H.halfWidth.applyMatrix4(g),H.halfHeight.applyMatrix4(g),c.rectArea[n]=H,n++):B.isPointLight?(H=a.get(B),H.position.setFromMatrixPosition(B.matrixWorld),H.position.applyMatrix4(m),H.color.copy(B.color).multiplyScalar(B.intensity),H.distance=B.distance,H.decay=B.decay,B.castShadow&&(ia=B.shadow,t=b.get(B),t.shadowBias=ia.bias,t.shadowRadius=ia.radius,t.shadowMapSize=ia.mapSize,t.shadowCameraNear=ia.camera.near,t.shadowCameraFar=ia.camera.far,c.pointShadow[q]=t,c.pointShadowMap[q]=Ja,c.pointShadowMatrix[q]=\n",
"B.shadow.matrix,ha++),c.point[q]=H,q++):B.isHemisphereLight&&(H=a.get(B),H.direction.setFromMatrixPosition(B.matrixWorld),H.direction.transformDirection(m),H.direction.normalize(),H.skyColor.copy(B.color).multiplyScalar(ia),H.groundColor.copy(B.groundColor).multiplyScalar(ia),c.hemi[w]=H,w++)}c.ambient[0]=h;c.ambient[1]=p;c.ambient[2]=k;d=c.hash;if(d.directionalLength!==l||d.pointLength!==q||d.spotLength!==v||d.rectAreaLength!==n||d.hemiLength!==w||d.numDirectionalShadows!==z||d.numPointShadows!==\n",
"ha||d.numSpotShadows!==U)c.directional.length=l,c.spot.length=v,c.rectArea.length=n,c.point.length=q,c.hemi.length=w,c.directionalShadow.length=z,c.directionalShadowMap.length=z,c.pointShadow.length=ha,c.pointShadowMap.length=ha,c.spotShadow.length=U,c.spotShadowMap.length=U,c.directionalShadowMatrix.length=z,c.pointShadowMatrix.length=ha,c.spotShadowMatrix.length=U,d.directionalLength=l,d.pointLength=q,d.spotLength=v,d.rectAreaLength=n,d.hemiLength=w,d.numDirectionalShadows=z,d.numPointShadows=ha,\n",
"d.numSpotShadows=U,c.version=Gk++},state:c}}function Wh(){var a=new Fk,b=[],c=[];return{init:function(){b.length=0;c.length=0},state:{lightsArray:b,shadowsArray:c,lights:a},setupLights:function(d){a.setup(b,c,d)},pushLight:function(a){b.push(a)},pushShadow:function(a){c.push(a)}}}function Hk(){function a(c){c=c.target;c.removeEventListener("dispose",a);b.delete(c)}var b=new WeakMap;return{get:function(c,d){if(!1===b.has(c)){var e=new Wh;b.set(c,new WeakMap);b.get(c).set(d,e);c.addEventListener("dispose",\n",
"a)}else!1===b.get(c).has(d)?(e=new Wh,b.get(c).set(d,e)):e=b.get(c).get(d);return e},dispose:function(){b=new WeakMap}}}function Fb(a){K.call(this);this.type="MeshDepthMaterial";this.depthPacking=3200;this.morphTargets=this.skinning=!1;this.displacementMap=this.alphaMap=this.map=null;this.displacementScale=1;this.displacementBias=0;this.wireframe=!1;this.wireframeLinewidth=1;this.fog=!1;this.setValues(a)}function Gb(a){K.call(this);this.type="MeshDistanceMaterial";this.referencePosition=new n;this.nearDistance=\n",
"1;this.farDistance=1E3;this.morphTargets=this.skinning=!1;this.displacementMap=this.alphaMap=this.map=null;this.displacementScale=1;this.displacementBias=0;this.fog=!1;this.setValues(a)}function Xh(a,b,c){function d(a,b,c){c=a<<0|b<<1|c<<2;var d=p[c];void 0===d&&(d=new Fb({depthPacking:3201,morphTargets:a,skinning:b}),p[c]=d);return d}function e(a,b,c){c=a<<0|b<<1|c<<2;var d=x[c];void 0===d&&(d=new Gb({morphTargets:a,skinning:b}),x[c]=d);return d}function f(b,c,f,g,h,l){var m=b.geometry,p=d,k=b.customDepthMaterial;\n",
"!0===f.isPointLight&&(p=e,k=b.customDistanceMaterial);void 0===k?(k=!1,!0===c.morphTargets&&(!0===m.isBufferGeometry?k=m.morphAttributes&&m.morphAttributes.position&&0<m.morphAttributes.position.length:!0===m.isGeometry&&(k=m.morphTargets&&0<m.morphTargets.length)),m=!1,!0===b.isSkinnedMesh&&(!0===c.skinning?m=!0:console.warn("THREE.WebGLShadowMap: THREE.SkinnedMesh with material.skinning set to false:",b)),b=p(k,m,!0===b.isInstancedMesh)):b=k;a.localClippingEnabled&&!0===c.clipShadows&&0!==c.clippingPlanes.length&&\n",
"(k=b.uuid,p=c.uuid,m=r[k],void 0===m&&(m={},r[k]=m),k=m[p],void 0===k&&(k=b.clone(),m[p]=k),b=k);b.visible=c.visible;b.wireframe=c.wireframe;b.side=3===l?null!==c.shadowSide?c.shadowSide:c.side:null!==c.shadowSide?c.shadowSide:q[c.side];b.clipShadows=c.clipShadows;b.clippingPlanes=c.clippingPlanes;b.clipIntersection=c.clipIntersection;b.wireframeLinewidth=c.wireframeLinewidth;b.linewidth=c.linewidth;!0===f.isPointLight&&!0===b.isMeshDistanceMaterial&&(b.referencePosition.setFromMatrixPosition(f.matrixWorld),\n",
"b.nearDistance=g,b.farDistance=h);return b}function g(c,d,e,l,m){if(!1!==c.visible){if(c.layers.test(d.layers)&&(c.isMesh||c.isLine||c.isPoints)&&(c.castShadow||c.receiveShadow&&3===m)&&(!c.frustumCulled||h.intersectsObject(c))){c.modelViewMatrix.multiplyMatrices(e.matrixWorldInverse,c.matrixWorld);var p=b.update(c),k=c.material;if(Array.isArray(k))for(var u=p.groups,x=0,q=u.length;x<q;x++){var r=u[x],v=k[r.materialIndex];v&&v.visible&&(v=f(c,v,l,e.near,e.far,m),a.renderBufferDirect(e,null,p,v,c,\n",
"r))}else k.visible&&(v=f(c,k,l,e.near,e.far,m),a.renderBufferDirect(e,null,p,v,c,null))}c=c.children;p=0;for(k=c.length;p<k;p++)g(c[p],d,e,l,m)}}var h=new Hc,l=new t,m=new t,k=new ka,p=[],x=[],r={},q={0:1,1:0,2:2},v=new Ba({defines:{SAMPLE_RATE:.25,HALF_SAMPLE_RATE:.125},uniforms:{shadow_pass:{value:null},resolution:{value:new t},radius:{value:4}},vertexShader:"void main() {\\n\\tgl_Position = vec4( position, 1.0 );\\n}",fragmentShader:"uniform sampler2D shadow_pass;\\nuniform vec2 resolution;\\nuniform float radius;\\n#include <packing>\\nvoid main() {\\n float mean = 0.0;\\n float squared_mean = 0.0;\\n\\tfloat depth = unpackRGBAToDepth( texture2D( shadow_pass, ( gl_FragCoord.xy ) / resolution ) );\\n for ( float i = -1.0; i < 1.0 ; i += SAMPLE_RATE) {\\n #ifdef HORIZONAL_PASS\\n vec2 distribution = unpackRGBATo2Half( texture2D( shadow_pass, ( gl_FragCoord.xy + vec2( i, 0.0 ) * radius ) / resolution ) );\\n mean += distribution.x;\\n squared_mean += distribution.y * distribution.y + distribution.x * distribution.x;\\n #else\\n float depth = unpackRGBAToDepth( texture2D( shadow_pass, ( gl_FragCoord.xy + vec2( 0.0, i ) * radius ) / resolution ) );\\n mean += depth;\\n squared_mean += depth * depth;\\n #endif\\n }\\n mean = mean * HALF_SAMPLE_RATE;\\n squared_mean = squared_mean * HALF_SAMPLE_RATE;\\n float std_dev = sqrt( squared_mean - mean * mean );\\n gl_FragColor = pack2HalfToRGBA( vec2( mean, std_dev ) );\\n}"}),\n",
"n=v.clone();n.defines.HORIZONAL_PASS=1;var w=new C;w.setAttribute("position",new M(new Float32Array([-1,-1,.5,3,-1,.5,-1,3,.5]),3));var z=new S(w,v),ha=this;this.enabled=!1;this.autoUpdate=!0;this.needsUpdate=!1;this.type=1;this.render=function(d,e,f){if(!1!==ha.enabled&&(!1!==ha.autoUpdate||!1!==ha.needsUpdate)&&0!==d.length){var p=a.getRenderTarget(),u=a.getActiveCubeFace(),x=a.getActiveMipmapLevel(),q=a.state;q.setBlending(0);q.buffers.color.setClear(1,1,1,1);q.buffers.depth.setTest(!0);q.setScissorTest(!1);\n",
"for(var r=0,E=d.length;r<E;r++){var w=d[r],B=w.shadow;if(void 0===B)console.warn("THREE.WebGLShadowMap:",w,"has no shadow.");else{l.copy(B.mapSize);var t=B.getFrameExtents();l.multiply(t);m.copy(B.mapSize);if(l.x>c||l.y>c)console.warn("THREE.WebGLShadowMap:",w,"has shadow exceeding max texture size, reducing"),l.x>c&&(m.x=Math.floor(c/t.x),l.x=m.x*t.x,B.mapSize.x=m.x),l.y>c&&(m.y=Math.floor(c/t.y),l.y=m.y*t.y,B.mapSize.y=m.y);null!==B.map||B.isPointLightShadow||3!==this.type||(t={minFilter:1006,magFilter:1006,\n",
"format:1023},B.map=new Ha(l.x,l.y,t),B.map.texture.name=w.name+".shadowMap",B.mapPass=new Ha(l.x,l.y,t),B.camera.updateProjectionMatrix());null===B.map&&(t={minFilter:1003,magFilter:1003,format:1023},B.map=new Ha(l.x,l.y,t),B.map.texture.name=w.name+".shadowMap",B.camera.updateProjectionMatrix());a.setRenderTarget(B.map);a.clear();t=B.getViewportCount();for(var ca=0;ca<t;ca++){var U=B.getViewport(ca);k.set(m.x*U.x,m.y*U.y,m.x*U.z,m.y*U.w);q.viewport(k);B.updateMatrices(w,ca);h=B.getFrustum();g(e,\n",
"f,B.camera,w,this.type)}B.isPointLightShadow||3!==this.type||(w=B,B=f,t=b.update(z),v.uniforms.shadow_pass.value=w.map.texture,v.uniforms.resolution.value=w.mapSize,v.uniforms.radius.value=w.radius,a.setRenderTarget(w.mapPass),a.clear(),a.renderBufferDirect(B,null,t,v,z,null),n.uniforms.shadow_pass.value=w.mapPass.texture,n.uniforms.resolution.value=w.mapSize,n.uniforms.radius.value=w.radius,a.setRenderTarget(w.map),a.clear(),a.renderBufferDirect(B,null,t,n,z,null))}}ha.needsUpdate=!1;a.setRenderTarget(p,\n",
"u,x)}}}function Ik(a,b,c){function d(b,c,d){var e=new Uint8Array(4),f=a.createTexture();a.bindTexture(b,f);a.texParameteri(b,10241,9728);a.texParameteri(b,10240,9728);for(b=0;b<d;b++)a.texImage2D(c+b,0,6408,1,1,0,6408,5121,e);return f}function e(c,d){n[c]=1;0===w[c]&&(a.enableVertexAttribArray(c),w[c]=1);z[c]!==d&&((x?a:b.get("ANGLE_instanced_arrays"))[x?"vertexAttribDivisor":"vertexAttribDivisorANGLE"](c,d),z[c]=d)}function f(b){!0!==t[b]&&(a.enable(b),t[b]=!0)}function g(b){!1!==t[b]&&(a.disable(b),\n",
"t[b]=!1)}function h(b,c,d,e,h,l,m,p){if(0===b)ca&&(g(3042),ca=!1);else if(ca||(f(3042),ca=!0),5!==b){if(b!==B||p!==F){if(100!==y||100!==Ja)a.blendEquation(32774),Ja=y=100;if(p)switch(b){case 1:a.blendFuncSeparate(1,771,1,771);break;case 2:a.blendFunc(1,1);break;case 3:a.blendFuncSeparate(0,0,769,771);break;case 4:a.blendFuncSeparate(0,768,0,770);break;default:console.error("THREE.WebGLState: Invalid blending: ",b)}else switch(b){case 1:a.blendFuncSeparate(770,771,1,771);break;case 2:a.blendFunc(770,\n",
"1);break;case 3:a.blendFunc(0,769);break;case 4:a.blendFunc(0,768);break;default:console.error("THREE.WebGLState: Invalid blending: ",b)}D=H=Ca=ia=null;B=b;F=p}}else{h=h||c;l=l||d;m=m||e;if(c!==y||h!==Ja)a.blendEquationSeparate(Lc[c],Lc[h]),y=c,Ja=h;if(d!==ia||e!==Ca||l!==H||m!==D)a.blendFuncSeparate(J[d],J[e],J[l],J[m]),ia=d,Ca=e,H=l,D=m;B=b;F=null}}function l(b){A!==b&&(b?a.frontFace(2304):a.frontFace(2305),A=b)}function m(b){0!==b?(f(2884),b!==C&&(1===b?a.cullFace(1029):2===b?a.cullFace(1028):\n",
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"d,35056,c.width,c.height)):a.renderbufferStorage(36161,34041,c.width,c.height),a.framebufferRenderbuffer(36160,33306,36161,b)):(b=f.convert(c.texture.format),e=f.convert(c.texture.type),e=x(c.texture.internalFormat,b,e),d?(d=ia(c),a.renderbufferStorageMultisample(36161,d,e,c.width,c.height)):a.renderbufferStorage(36161,e,c.width,c.height));a.bindRenderbuffer(36161,null)}function ia(a){return Ca&&a.isWebGLMultisampleRenderTarget?Math.min(A,a.samples):0}var Ca=e.isWebGL2,D=e.maxTextures,H=e.maxCubemapSize,\n",
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"g.memory.textures++;var l=!0===b.isWebGLCubeRenderTarget,u=!0===b.isWebGLMultisampleRenderTarget,q=m(b)||Ca;!Ca||1022!==b.texture.format||1015!==b.texture.type&&1016!==b.texture.type||(b.texture.format=1023,console.warn("THREE.WebGLRenderer: Rendering to textures with RGB format is not supported. Using RGBA format instead."));if(l)for(e.__webglFramebuffer=[],u=0;6>u;u++)e.__webglFramebuffer[u]=a.createFramebuffer();else if(e.__webglFramebuffer=a.createFramebuffer(),u)if(Ca){e.__webglMultisampledFramebuffer=\n",
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"b.width,b.height),c.bindTexture(3553,null);if(b.depthBuffer){e=d.get(b);h=!0===b.isWebGLCubeRenderTarget;if(b.depthTexture){if(h)throw Error("target.depthTexture not supported in Cube render targets");if(b&&b.isWebGLCubeRenderTarget)throw Error("Depth Texture with cube render targets is not supported");a.bindFramebuffer(36160,e.__webglFramebuffer);if(!b.depthTexture||!b.depthTexture.isDepthTexture)throw Error("renderTarget.depthTexture must be an instance of THREE.DepthTexture");d.get(b.depthTexture).__webglTexture&&\n",
"b.depthTexture.image.width===b.width&&b.depthTexture.image.height===b.height||(b.depthTexture.image.width=b.width,b.depthTexture.image.height=b.height,b.depthTexture.needsUpdate=!0);n(b.depthTexture,0);e=d.get(b.depthTexture).__webglTexture;if(1026===b.depthTexture.format)a.framebufferTexture2D(36160,36096,3553,e,0);else if(1027===b.depthTexture.format)a.framebufferTexture2D(36160,33306,3553,e,0);else throw Error("Unknown depthTexture format");}else if(h)for(e.__webglDepthbuffer=[],h=0;6>h;h++)a.bindFramebuffer(36160,\n",
"e.__webglFramebuffer[h]),e.__webglDepthbuffer[h]=a.createRenderbuffer(),y(e.__webglDepthbuffer[h],b,!1);else a.bindFramebuffer(36160,e.__webglFramebuffer),e.__webglDepthbuffer=a.createRenderbuffer(),y(e.__webglDepthbuffer,b,!1);a.bindFramebuffer(36160,null)}};this.updateRenderTargetMipmap=function(a){var b=a.texture,e=m(a)||Ca;if(k(b,e)){e=a.isWebGLCubeRenderTarget?34067:3553;var f=d.get(b).__webglTexture;c.bindTexture(e,f);p(e,b,a.width,a.height);c.bindTexture(e,null)}};this.updateMultisampleRenderTarget=\n",
"function(b){if(b.isWebGLMultisampleRenderTarget)if(Ca){var c=d.get(b);a.bindFramebuffer(36008,c.__webglMultisampledFramebuffer);a.bindFramebuffer(36009,c.__webglFramebuffer);var e=b.width,f=b.height,g=16384;b.depthBuffer&&(g|=256);b.stencilBuffer&&(g|=1024);a.blitFramebuffer(0,0,e,f,0,0,e,f,g,9728);a.bindFramebuffer(36160,c.__webglMultisampledFramebuffer)}else console.warn("THREE.WebGLRenderer: WebGLMultisampleRenderTarget can only be used with WebGL2.")};this.safeSetTexture2D=function(a,b){a&&a.isWebGLRenderTarget&&\n",
"(!1===P&&(console.warn("THREE.WebGLTextures.safeSetTexture2D: don't use render targets as textures. Use their .texture property instead."),P=!0),a=a.texture);n(a,b)};this.safeSetTextureCube=function(a,b){a&&a.isWebGLCubeRenderTarget&&(!1===O&&(console.warn("THREE.WebGLTextures.safeSetTextureCube: don't use cube render targets as textures. Use their .texture property instead."),O=!0),a=a.texture);a&&a.isCubeTexture||Array.isArray(a.image)&&6===a.image.length?w(a,b):z(a,b)}}function Zh(a,b,c){var d=\n",
"c.isWebGL2;return{convert:function(a){if(1009===a)return 5121;if(1017===a)return 32819;if(1018===a)return 32820;if(1019===a)return 33635;if(1010===a)return 5120;if(1011===a)return 5122;if(1012===a)return 5123;if(1013===a)return 5124;if(1014===a)return 5125;if(1015===a)return 5126;if(1016===a){if(d)return 5131;var c=b.get("OES_texture_half_float");return null!==c?c.HALF_FLOAT_OES:null}if(1021===a)return 6406;if(1022===a)return 6407;if(1023===a)return 6408;if(1024===a)return 6409;if(1025===a)return 6410;\n",
"if(1026===a)return 6402;if(1027===a)return 34041;if(1028===a)return 6403;if(1029===a)return 36244;if(1030===a)return 33319;if(1031===a)return 33320;if(1032===a)return 36248;if(1033===a)return 36249;if(33776===a||33777===a||33778===a||33779===a)if(c=b.get("WEBGL_compressed_texture_s3tc"),null!==c){if(33776===a)return c.COMPRESSED_RGB_S3TC_DXT1_EXT;if(33777===a)return c.COMPRESSED_RGBA_S3TC_DXT1_EXT;if(33778===a)return c.COMPRESSED_RGBA_S3TC_DXT3_EXT;if(33779===a)return c.COMPRESSED_RGBA_S3TC_DXT5_EXT}else return null;\n",
"if(35840===a||35841===a||35842===a||35843===a)if(c=b.get("WEBGL_compressed_texture_pvrtc"),null!==c){if(35840===a)return c.COMPRESSED_RGB_PVRTC_4BPPV1_IMG;if(35841===a)return c.COMPRESSED_RGB_PVRTC_2BPPV1_IMG;if(35842===a)return c.COMPRESSED_RGBA_PVRTC_4BPPV1_IMG;if(35843===a)return c.COMPRESSED_RGBA_PVRTC_2BPPV1_IMG}else return null;if(36196===a)return c=b.get("WEBGL_compressed_texture_etc1"),null!==c?c.COMPRESSED_RGB_ETC1_WEBGL:null;if(37492===a||37496===a)if(c=b.get("WEBGL_compressed_texture_etc"),\n",
"null!==c){if(37492===a)return c.COMPRESSED_RGB8_ETC2;if(37496===a)return c.COMPRESSED_RGBA8_ETC2_EAC}if(37808===a||37809===a||37810===a||37811===a||37812===a||37813===a||37814===a||37815===a||37816===a||37817===a||37818===a||37819===a||37820===a||37821===a||37840===a||37841===a||37842===a||37843===a||37844===a||37845===a||37846===a||37847===a||37848===a||37849===a||37850===a||37851===a||37852===a||37853===a)return c=b.get("WEBGL_compressed_texture_astc"),null!==c?a:null;if(36492===a)return c=b.get("EXT_texture_compression_bptc"),\n",
"null!==c?a:null;if(1020===a){if(d)return 34042;c=b.get("WEBGL_depth_texture");return null!==c?c.UNSIGNED_INT_24_8_WEBGL:null}}}}function Pe(a){aa.call(this);this.cameras=a||[]}function Mc(){F.call(this);this.type="Group"}function $h(a,b){function c(a){var b=q.get(a.inputSource);b&&(b.targetRay&&b.targetRay.dispatchEvent({type:a.type}),b.grip&&b.grip.dispatchEvent({type:a.type}))}function d(){q.forEach(function(a,b){a.targetRay&&(a.targetRay.dispatchEvent({type:"disconnected",data:b}),a.targetRay.visible=\n",
"!1);a.grip&&(a.grip.dispatchEvent({type:"disconnected",data:b}),a.grip.visible=!1)});q.clear();a.setFramebuffer(null);a.setRenderTarget(a.getRenderTarget());y.stop();h.isPresenting=!1;h.dispatchEvent({type:"sessionend"})}function e(a){k=a;y.setContext(l);y.start();h.isPresenting=!0;h.dispatchEvent({type:"sessionstart"})}function f(a){for(var b=l.inputSources,c=0;c<r.length;c++)q.set(b[c],r[c]);for(c=0;c<a.removed.length;c++){b=a.removed[c];var d=q.get(b);d&&(d.targetRay&&d.targetRay.dispatchEvent({type:"disconnected",\n",
"data:b}),d.grip&&d.grip.dispatchEvent({type:"disconnected",data:b}),q.delete(b))}for(c=0;c<a.added.length;c++)if(b=a.added[c],d=q.get(b))d.targetRay&&d.targetRay.dispatchEvent({type:"connected",data:b}),d.grip&&d.grip.dispatchEvent({type:"connected",data:b})}function g(a,b){null===b?a.matrixWorld.copy(a.matrix):a.matrixWorld.multiplyMatrices(b.matrixWorld,a.matrix);a.matrixWorldInverse.getInverse(a.matrixWorld)}var h=this,l=null,m=1,k=null,p="local-floor",x=null,r=[],q=new Map,v=new aa;v.layers.enable(1);\n",
"v.viewport=new ka;var E=new aa;E.layers.enable(2);E.viewport=new ka;var w=new Pe([v,E]);w.layers.enable(1);w.layers.enable(2);var z=null,t=null;this.isPresenting=this.enabled=!1;this.getController=function(a){var b=r[a];void 0===b&&(b={},r[a]=b);void 0===b.targetRay&&(b.targetRay=new Mc,b.targetRay.matrixAutoUpdate=!1,b.targetRay.visible=!1);return b.targetRay};this.getControllerGrip=function(a){var b=r[a];void 0===b&&(b={},r[a]=b);void 0===b.grip&&(b.grip=new Mc,b.grip.matrixAutoUpdate=!1,b.grip.visible=\n",
"!1);return b.grip};this.setFramebufferScaleFactor=function(a){m=a;1==h.isPresenting&&console.warn("WebXRManager: Cannot change framebuffer scale while presenting VR content")};this.setReferenceSpaceType=function(a){p=a};this.getReferenceSpace=function(){return k};this.getSession=function(){return l};this.setSession=function(a){l=a;null!==l&&(l.addEventListener("select",c),l.addEventListener("selectstart",c),l.addEventListener("selectend",c),l.addEventListener("squeeze",c),l.addEventListener("squeezestart",\n",
"c),l.addEventListener("squeezeend",c),l.addEventListener("end",d),a=b.getContextAttributes(),a=new XRWebGLLayer(l,b,{antialias:a.antialias,alpha:a.alpha,depth:a.depth,stencil:a.stencil,framebufferScaleFactor:m}),l.updateRenderState({baseLayer:a}),l.requestReferenceSpace(p).then(e),l.addEventListener("inputsourceschange",f))};var U=new n,ca=new n;this.getCamera=function(a){w.near=E.near=v.near=a.near;w.far=E.far=v.far=a.far;if(z!==w.near||t!==w.far)l.updateRenderState({depthNear:w.near,depthFar:w.far}),\n",
"z=w.near,t=w.far;var b=a.parent,c=w.cameras;g(w,b);for(var d=0;d<c.length;d++)g(c[d],b);a.matrixWorld.copy(w.matrixWorld);a=a.children;d=0;for(b=a.length;d<b;d++)a[d].updateMatrixWorld(!0);U.setFromMatrixPosition(v.matrixWorld);ca.setFromMatrixPosition(E.matrixWorld);d=U.distanceTo(ca);var e=v.projectionMatrix.elements,f=E.projectionMatrix.elements,h=e[14]/(e[10]-1);a=e[14]/(e[10]+1);b=(e[9]+1)/e[5];c=(e[9]-1)/e[5];var m=(e[8]-1)/e[0],p=(f[8]+1)/f[0];f=h*m;e=h*p;p=d/(-m+p);m=p*-m;v.matrixWorld.decompose(w.position,\n",
"w.quaternion,w.scale);w.translateX(m);w.translateZ(p);w.matrixWorld.compose(w.position,w.quaternion,w.scale);w.matrixWorldInverse.getInverse(w.matrixWorld);h+=p;p=a+p;w.projectionMatrix.makePerspective(f-m,e+(d-m),b*a/p*h,c*a/p*h,h,p);return w};var B=null,y=new Ah;y.setAnimationLoop(function(b,c){x=c.getViewerPose(k);if(null!==x){var d=x.views,e=l.renderState.baseLayer;a.setFramebuffer(e.framebuffer);for(var f=0;f<d.length;f++){var g=d[f],h=e.getViewport(g),m=w.cameras[f];m.matrix.fromArray(g.transform.matrix);\n",
"m.projectionMatrix.fromArray(g.projectionMatrix);m.viewport.set(h.x,h.y,h.width,h.height);0===f&&w.matrix.copy(m.matrix)}}d=l.inputSources;for(f=0;f<r.length;f++)e=r[f],g=d[f],m=h=null,g&&(e.targetRay&&(h=c.getPose(g.targetRaySpace,k),null!==h&&(e.targetRay.matrix.fromArray(h.transform.matrix),e.targetRay.matrix.decompose(e.targetRay.position,e.targetRay.rotation,e.targetRay.scale))),e.grip&&g.gripSpace&&(m=c.getPose(g.gripSpace,k),null!==m&&(e.grip.matrix.fromArray(m.transform.matrix),e.grip.matrix.decompose(e.grip.position,\n",
"e.grip.rotation,e.grip.scale)))),e.targetRay&&(e.targetRay.visible=null!==h),e.grip&&(e.grip.visible=null!==m);B&&B(b,c)});this.setAnimationLoop=function(a){B=a};this.dispose=function(){}}function og(a){var b;function c(){ra=new zj(I);Fa=new xj(I,ra,a);!1===Fa.isWebGL2&&(ra.get("WEBGL_depth_texture"),ra.get("OES_texture_float"),ra.get("OES_texture_half_float"),ra.get("OES_texture_half_float_linear"),ra.get("OES_standard_derivatives"),ra.get("OES_element_index_uint"),ra.get("ANGLE_instanced_arrays"));\n",
"ra.get("OES_texture_float_linear");qa=new Zh(I,ra,Fa);Y=new Ik(I,ra,Fa);Y.scissor(T.copy(ja).multiplyScalar(Q).floor());Y.viewport(Z.copy(R).multiplyScalar(Q).floor());aa=new Cj(I);X=new yk;ea=new Jk(I,ra,Y,X,Fa,qa,aa);oa=new uj(I,Fa);xa=new Aj(I,oa,aa);sa=new Fj(I,xa,oa,aa);ya=new Ej(I);ta=new xk(H,ra,Fa);wa=new Bk;va=new Hk;pa=new vj(H,Y,sa,ca);Aa=new wj(I,ra,aa,Fa);Ba=new Bj(I,ra,aa,Fa);aa.programs=ta.programs;H.capabilities=Fa;H.extensions=ra;H.properties=X;H.renderLists=wa;H.state=Y;H.info=aa}\n",
"function d(a){a.preventDefault();console.log("THREE.WebGLRenderer: Context Lost.");G=!0}function e(){console.log("THREE.WebGLRenderer: Context Restored.");G=!1;c()}function f(a){a=a.target;a.removeEventListener("dispose",f);g(a);X.remove(a)}function g(a){var b=X.get(a).program;a.program=void 0;void 0!==b&&ta.releaseProgram(b)}function h(a,b){a.render(function(a){H.renderBufferImmediate(a,b)})}function l(a,b,c,d){if(!1!==a.visible){if(a.layers.test(b.layers))if(a.isGroup)c=a.renderOrder;else if(a.isLOD)!0===\n",
"a.autoUpdate&&a.update(b);else if(a.isLight)A.pushLight(a),a.castShadow&&A.pushShadow(a);else if(a.isSprite){if(!a.frustumCulled||lg.intersectsSprite(a)){d&&Hb.setFromMatrixPosition(a.matrixWorld).applyMatrix4(Md);var e=sa.update(a),f=a.material;f.visible&&C.push(a,e,f,c,Hb.z,null)}}else if(a.isImmediateRenderObject)d&&Hb.setFromMatrixPosition(a.matrixWorld).applyMatrix4(Md),C.push(a,null,a.material,c,Hb.z,null);else if(a.isMesh||a.isLine||a.isPoints)if(a.isSkinnedMesh&&a.skeleton.frame!==aa.render.frame&&\n",
"(a.skeleton.update(),a.skeleton.frame=aa.render.frame),!a.frustumCulled||lg.intersectsObject(a))if(d&&Hb.setFromMatrixPosition(a.matrixWorld).applyMatrix4(Md),e=sa.update(a),f=a.material,Array.isArray(f))for(var g=e.groups,h=0,m=g.length;h<m;h++){var p=g[h],k=f[p.materialIndex];k&&k.visible&&C.push(a,e,k,c,Hb.z,p)}else f.visible&&C.push(a,e,f,c,Hb.z,null);a=a.children;h=0;for(m=a.length;h<m;h++)l(a[h],b,c,d)}}function m(a,b,c,d){for(var e=0,f=a.length;e<f;e++){var g=a[e],h=g.object,l=g.geometry,m=\n",
"void 0===d?g.material:d;g=g.group;if(c.isArrayCamera){ba=c;for(var p=c.cameras,u=0,q=p.length;u<q;u++){var x=p[u];h.layers.test(x.layers)&&(Y.viewport(Z.copy(x.viewport)),A.setupLights(x),k(h,b,x,l,m,g))}}else ba=null,k(h,b,c,l,m,g)}}function k(a,c,d,e,f,g){a.onBeforeRender(H,c,d,e,f,g);A=va.get(c,ba||d);a.modelViewMatrix.multiplyMatrices(d.matrixWorldInverse,a.matrixWorld);a.normalMatrix.getNormalMatrix(a.modelViewMatrix);if(a.isImmediateRenderObject){var l=x(d,c,f,a);Y.setMaterial(f);fa=b=null;\n",
"Oe=!1;h(a,l)}else H.renderBufferDirect(d,c,e,f,a,g);a.onAfterRender(H,c,d,e,f,g);A=va.get(c,ba||d)}function p(a,b,c){var d=X.get(a),e=A.state.lights,h=e.state.version;c=ta.getParameters(a,e.state,A.state.shadowsArray,b,Ua.numPlanes,Ua.numIntersection,c);var l=ta.getProgramCacheKey(c),m=d.program,p=!0;if(void 0===m)a.addEventListener("dispose",f);else if(m.cacheKey!==l)g(a);else{if(d.lightsStateVersion!==h)d.lightsStateVersion=h;else if(void 0!==c.shaderID)return;p=!1}p&&(m=ta.acquireProgram(c,l),\n",
"d.program=m,d.uniforms=c.uniforms,d.environment=a.isMeshStandardMaterial?b.environment:null,d.outputEncoding=H.outputEncoding,a.program=m);c=m.getAttributes();if(a.morphTargets)for(l=a.numSupportedMorphTargets=0;l<H.maxMorphTargets;l++)0<=c["morphTarget"+l]&&a.numSupportedMorphTargets++;if(a.morphNormals)for(l=a.numSupportedMorphNormals=0;l<H.maxMorphNormals;l++)0<=c["morphNormal"+l]&&a.numSupportedMorphNormals++;c=d.uniforms;if(!a.isShaderMaterial&&!a.isRawShaderMaterial||!0===a.clipping)d.numClippingPlanes=\n",
"Ua.numPlanes,d.numIntersection=Ua.numIntersection,c.clippingPlanes=Ua.uniform;d.fog=b.fog;d.needsLights=a.isMeshLambertMaterial||a.isMeshToonMaterial||a.isMeshPhongMaterial||a.isMeshStandardMaterial||a.isShadowMaterial||a.isShaderMaterial&&!0===a.lights;d.lightsStateVersion=h;d.needsLights&&(c.ambientLightColor.value=e.state.ambient,c.lightProbe.value=e.state.probe,c.directionalLights.value=e.state.directional,c.directionalLightShadows.value=e.state.directionalShadow,c.spotLights.value=e.state.spot,\n",
"c.spotLightShadows.value=e.state.spotShadow,c.rectAreaLights.value=e.state.rectArea,c.pointLights.value=e.state.point,c.pointLightShadows.value=e.state.pointShadow,c.hemisphereLights.value=e.state.hemi,c.directionalShadowMap.value=e.state.directionalShadowMap,c.directionalShadowMatrix.value=e.state.directionalShadowMatrix,c.spotShadowMap.value=e.state.spotShadowMap,c.spotShadowMatrix.value=e.state.spotShadowMatrix,c.pointShadowMap.value=e.state.pointShadowMap,c.pointShadowMatrix.value=e.state.pointShadowMatrix);\n",
"a=d.program.getUniforms();a=Eb.seqWithValue(a.seq,c);d.uniformsList=a}function x(a,b,c,d){ea.resetTextureUnits();var e=b.fog,f=c.isMeshStandardMaterial?b.environment:null,g=X.get(c),h=A.state.lights;na&&(mg||a!==V)&&Ua.setState(c.clippingPlanes,c.clipIntersection,c.clipShadows,a,g,a===V&&c.id===Ne);c.version===g.__version?void 0===g.program?p(c,b,d):c.fog&&g.fog!==e?p(c,b,d):g.environment!==f?p(c,b,d):g.needsLights&&g.lightsStateVersion!==h.state.version?p(c,b,d):void 0===g.numClippingPlanes||g.numClippingPlanes===\n",
"Ua.numPlanes&&g.numIntersection===Ua.numIntersection?g.outputEncoding!==H.outputEncoding&&p(c,b,d):p(c,b,d):(p(c,b,d),g.__version=c.version);var l=!1,m=!1,k=!1;b=g.program;h=b.getUniforms();var u=g.uniforms;Y.useProgram(b.program)&&(k=m=l=!0);c.id!==Ne&&(Ne=c.id,m=!0);if(l||V!==a){h.setValue(I,"projectionMatrix",a.projectionMatrix);Fa.logarithmicDepthBuffer&&h.setValue(I,"logDepthBufFC",2/(Math.log(a.far+1)/Math.LN2));V!==a&&(V=a,k=m=!0);if(c.isShaderMaterial||c.isMeshPhongMaterial||c.isMeshToonMaterial||\n",
"c.isMeshStandardMaterial||c.envMap)l=h.map.cameraPosition,void 0!==l&&l.setValue(I,Hb.setFromMatrixPosition(a.matrixWorld));(c.isMeshPhongMaterial||c.isMeshToonMaterial||c.isMeshLambertMaterial||c.isMeshBasicMaterial||c.isMeshStandardMaterial||c.isShaderMaterial)&&h.setValue(I,"isOrthographic",!0===a.isOrthographicCamera);(c.isMeshPhongMaterial||c.isMeshToonMaterial||c.isMeshLambertMaterial||c.isMeshBasicMaterial||c.isMeshStandardMaterial||c.isShaderMaterial||c.skinning)&&h.setValue(I,"viewMatrix",\n",
"a.matrixWorldInverse)}if(c.skinning&&(h.setOptional(I,d,"bindMatrix"),h.setOptional(I,d,"bindMatrixInverse"),a=d.skeleton))if(l=a.bones,Fa.floatVertexTextures){if(void 0===a.boneTexture){l=Math.sqrt(4*l.length);l=L.ceilPowerOfTwo(l);l=Math.max(l,4);var x=new Float32Array(l*l*4);x.set(a.boneMatrices);var v=new ac(x,l,l,1023,1015);a.boneMatrices=x;a.boneTexture=v;a.boneTextureSize=l}h.setValue(I,"boneTexture",a.boneTexture,ea);h.setValue(I,"boneTextureSize",a.boneTextureSize)}else h.setOptional(I,a,\n",
""boneMatrices");if(m||g.receiveShadow!==d.receiveShadow)g.receiveShadow=d.receiveShadow,h.setValue(I,"receiveShadow",d.receiveShadow);if(m){h.setValue(I,"toneMappingExposure",H.toneMappingExposure);h.setValue(I,"toneMappingWhitePoint",H.toneMappingWhitePoint);g.needsLights&&(m=k,u.ambientLightColor.needsUpdate=m,u.lightProbe.needsUpdate=m,u.directionalLights.needsUpdate=m,u.directionalLightShadows.needsUpdate=m,u.pointLights.needsUpdate=m,u.pointLightShadows.needsUpdate=m,u.spotLights.needsUpdate=\n",
"m,u.spotLightShadows.needsUpdate=m,u.rectAreaLights.needsUpdate=m,u.hemisphereLights.needsUpdate=m);e&&c.fog&&(u.fogColor.value.copy(e.color),e.isFog?(u.fogNear.value=e.near,u.fogFar.value=e.far):e.isFogExp2&&(u.fogDensity.value=e.density));if(c.isMeshBasicMaterial)r(u,c);else if(c.isMeshLambertMaterial)r(u,c),c.emissiveMap&&(u.emissiveMap.value=c.emissiveMap);else if(c.isMeshToonMaterial)r(u,c),u.specular.value.copy(c.specular),u.shininess.value=Math.max(c.shininess,1E-4),c.gradientMap&&(u.gradientMap.value=\n",
"c.gradientMap),c.emissiveMap&&(u.emissiveMap.value=c.emissiveMap),c.bumpMap&&(u.bumpMap.value=c.bumpMap,u.bumpScale.value=c.bumpScale,1===c.side&&(u.bumpScale.value*=-1)),c.normalMap&&(u.normalMap.value=c.normalMap,u.normalScale.value.copy(c.normalScale),1===c.side&&u.normalScale.value.negate()),c.displacementMap&&(u.displacementMap.value=c.displacementMap,u.displacementScale.value=c.displacementScale,u.displacementBias.value=c.displacementBias);else if(c.isMeshPhongMaterial)r(u,c),u.specular.value.copy(c.specular),\n",
"u.shininess.value=Math.max(c.shininess,1E-4),c.emissiveMap&&(u.emissiveMap.value=c.emissiveMap),c.bumpMap&&(u.bumpMap.value=c.bumpMap,u.bumpScale.value=c.bumpScale,1===c.side&&(u.bumpScale.value*=-1)),c.normalMap&&(u.normalMap.value=c.normalMap,u.normalScale.value.copy(c.normalScale),1===c.side&&u.normalScale.value.negate()),c.displacementMap&&(u.displacementMap.value=c.displacementMap,u.displacementScale.value=c.displacementScale,u.displacementBias.value=c.displacementBias);else if(c.isMeshStandardMaterial)r(u,\n",
"c,f),c.isMeshPhysicalMaterial?(q(u,c,f),u.reflectivity.value=c.reflectivity,u.clearcoat.value=c.clearcoat,u.clearcoatRoughness.value=c.clearcoatRoughness,c.sheen&&u.sheen.value.copy(c.sheen),c.clearcoatMap&&(u.clearcoatMap.value=c.clearcoatMap),c.clearcoatRoughnessMap&&(u.clearcoatRoughnessMap.value=c.clearcoatRoughnessMap),c.clearcoatNormalMap&&(u.clearcoatNormalScale.value.copy(c.clearcoatNormalScale),u.clearcoatNormalMap.value=c.clearcoatNormalMap,1===c.side&&u.clearcoatNormalScale.value.negate()),\n",
"u.transparency.value=c.transparency):q(u,c,f);else if(c.isMeshMatcapMaterial)r(u,c),c.matcap&&(u.matcap.value=c.matcap),c.bumpMap&&(u.bumpMap.value=c.bumpMap,u.bumpScale.value=c.bumpScale,1===c.side&&(u.bumpScale.value*=-1)),c.normalMap&&(u.normalMap.value=c.normalMap,u.normalScale.value.copy(c.normalScale),1===c.side&&u.normalScale.value.negate()),c.displacementMap&&(u.displacementMap.value=c.displacementMap,u.displacementScale.value=c.displacementScale,u.displacementBias.value=c.displacementBias);\n",
"else if(c.isMeshDepthMaterial)r(u,c),c.displacementMap&&(u.displacementMap.value=c.displacementMap,u.displacementScale.value=c.displacementScale,u.displacementBias.value=c.displacementBias);else if(c.isMeshDistanceMaterial)r(u,c),c.displacementMap&&(u.displacementMap.value=c.displacementMap,u.displacementScale.value=c.displacementScale,u.displacementBias.value=c.displacementBias),u.referencePosition.value.copy(c.referencePosition),u.nearDistance.value=c.nearDistance,u.farDistance.value=c.farDistance;\n",
"else if(c.isMeshNormalMaterial)r(u,c),c.bumpMap&&(u.bumpMap.value=c.bumpMap,u.bumpScale.value=c.bumpScale,1===c.side&&(u.bumpScale.value*=-1)),c.normalMap&&(u.normalMap.value=c.normalMap,u.normalScale.value.copy(c.normalScale),1===c.side&&u.normalScale.value.negate()),c.displacementMap&&(u.displacementMap.value=c.displacementMap,u.displacementScale.value=c.displacementScale,u.displacementBias.value=c.displacementBias);else if(c.isLineBasicMaterial)u.diffuse.value.copy(c.color),u.opacity.value=c.opacity,\n",
"c.isLineDashedMaterial&&(u.dashSize.value=c.dashSize,u.totalSize.value=c.dashSize+c.gapSize,u.scale.value=c.scale);else if(c.isPointsMaterial){u.diffuse.value.copy(c.color);u.opacity.value=c.opacity;u.size.value=c.size*Q;u.scale.value=.5*J;c.map&&(u.map.value=c.map);c.alphaMap&&(u.alphaMap.value=c.alphaMap);if(c.map)var n=c.map;else c.alphaMap&&(n=c.alphaMap);void 0!==n&&(!0===n.matrixAutoUpdate&&n.updateMatrix(),u.uvTransform.value.copy(n.matrix))}else if(c.isSpriteMaterial){u.diffuse.value.copy(c.color);\n",
"u.opacity.value=c.opacity;u.rotation.value=c.rotation;c.map&&(u.map.value=c.map);c.alphaMap&&(u.alphaMap.value=c.alphaMap);if(c.map)var w=c.map;else c.alphaMap&&(w=c.alphaMap);void 0!==w&&(!0===w.matrixAutoUpdate&&w.updateMatrix(),u.uvTransform.value.copy(w.matrix))}else c.isShadowMaterial&&(u.color.value.copy(c.color),u.opacity.value=c.opacity);void 0!==u.ltc_1&&(u.ltc_1.value=D.LTC_1);void 0!==u.ltc_2&&(u.ltc_2.value=D.LTC_2);Eb.upload(I,g.uniformsList,u,ea);c.isShaderMaterial&&(c.uniformsNeedUpdate=\n",
"!1)}c.isShaderMaterial&&!0===c.uniformsNeedUpdate&&(Eb.upload(I,g.uniformsList,u,ea),c.uniformsNeedUpdate=!1);c.isSpriteMaterial&&h.setValue(I,"center",d.center);h.setValue(I,"modelViewMatrix",d.modelViewMatrix);h.setValue(I,"normalMatrix",d.normalMatrix);h.setValue(I,"modelMatrix",d.matrixWorld);return b}function r(a,b,c){a.opacity.value=b.opacity;b.color&&a.diffuse.value.copy(b.color);b.emissive&&a.emissive.value.copy(b.emissive).multiplyScalar(b.emissiveIntensity);b.map&&(a.map.value=b.map);b.alphaMap&&\n",
"(a.alphaMap.value=b.alphaMap);b.specularMap&&(a.specularMap.value=b.specularMap);if(c=b.envMap||c)a.envMap.value=c,a.flipEnvMap.value=c.isCubeTexture?-1:1,a.reflectivity.value=b.reflectivity,a.refractionRatio.value=b.refractionRatio,a.maxMipLevel.value=X.get(c).__maxMipLevel;b.lightMap&&(a.lightMap.value=b.lightMap,a.lightMapIntensity.value=b.lightMapIntensity);b.aoMap&&(a.aoMap.value=b.aoMap,a.aoMapIntensity.value=b.aoMapIntensity);if(b.map)var d=b.map;else b.specularMap?d=b.specularMap:b.displacementMap?\n",
"d=b.displacementMap:b.normalMap?d=b.normalMap:b.bumpMap?d=b.bumpMap:b.roughnessMap?d=b.roughnessMap:b.metalnessMap?d=b.metalnessMap:b.alphaMap?d=b.alphaMap:b.emissiveMap&&(d=b.emissiveMap);void 0!==d&&(d.isWebGLRenderTarget&&(d=d.texture),!0===d.matrixAutoUpdate&&d.updateMatrix(),a.uvTransform.value.copy(d.matrix));if(b.aoMap)var e=b.aoMap;else b.lightMap&&(e=b.lightMap);void 0!==e&&(e.isWebGLRenderTarget&&(e=e.texture),!0===e.matrixAutoUpdate&&e.updateMatrix(),a.uv2Transform.value.copy(e.matrix))}\n",
"function q(a,b,c){a.roughness.value=b.roughness;a.metalness.value=b.metalness;b.roughnessMap&&(a.roughnessMap.value=b.roughnessMap);b.metalnessMap&&(a.metalnessMap.value=b.metalnessMap);b.emissiveMap&&(a.emissiveMap.value=b.emissiveMap);b.bumpMap&&(a.bumpMap.value=b.bumpMap,a.bumpScale.value=b.bumpScale,1===b.side&&(a.bumpScale.value*=-1));b.normalMap&&(a.normalMap.value=b.normalMap,a.normalScale.value.copy(b.normalScale),1===b.side&&a.normalScale.value.negate());b.displacementMap&&(a.displacementMap.value=\n",
"b.displacementMap,a.displacementScale.value=b.displacementScale,a.displacementBias.value=b.displacementBias);if(b.envMap||c)a.envMapIntensity.value=b.envMapIntensity}a=a||{};var v=void 0!==a.canvas?a.canvas:document.createElementNS("http://www.w3.org/1999/xhtml","canvas"),E=void 0!==a.context?a.context:null,w=void 0!==a.alpha?a.alpha:!1,z=void 0!==a.depth?a.depth:!0,ha=void 0!==a.stencil?a.stencil:!0,U=void 0!==a.antialias?a.antialias:!1,ca=void 0!==a.premultipliedAlpha?a.premultipliedAlpha:!0,B=\n",
"void 0!==a.preserveDrawingBuffer?a.preserveDrawingBuffer:!1,y=void 0!==a.powerPreference?a.powerPreference:"default",F=void 0!==a.failIfMajorPerformanceCaveat?a.failIfMajorPerformanceCaveat:!1,C=null,A=null;this.domElement=v;this.debug={checkShaderErrors:!0};this.sortObjects=this.autoClearStencil=this.autoClearDepth=this.autoClearColor=this.autoClear=!0;this.clippingPlanes=[];this.localClippingEnabled=!1;this.gammaFactor=2;this.outputEncoding=3E3;this.physicallyCorrectLights=!1;this.toneMappingWhitePoint=\n",
"this.toneMappingExposure=this.toneMapping=1;this.maxMorphTargets=8;this.maxMorphNormals=4;var H=this,G=!1,M=null,N=0,K=0,O=null,W=null,Ne=-1;var fa=b=null;var Oe=!1;var V=null,ba=null,Z=new ka,T=new ka,da=null,S=v.width,J=v.height,Q=1,la=null,ma=null,R=new ka(0,0,S,J),ja=new ka(0,0,S,J),kg=!1,lg=new Hc,Ua=new yj,na=!1,mg=!1,Md=new P,Hb=new n;try{w={alpha:w,depth:z,stencil:ha,antialias:U,premultipliedAlpha:ca,preserveDrawingBuffer:B,powerPreference:y,failIfMajorPerformanceCaveat:F,xrCompatible:!0};\n",
"v.addEventListener("webglcontextlost",d,!1);v.addEventListener("webglcontextrestored",e,!1);var I=E||v.getContext("webgl",w)||v.getContext("experimental-webgl",w);if(null===I){if(null!==v.getContext("webgl"))throw Error("Error creating WebGL context with your selected attributes.");throw Error("Error creating WebGL context.");}void 0===I.getShaderPrecisionFormat&&(I.getShaderPrecisionFormat=function(){return{rangeMin:1,rangeMax:1,precision:1}})}catch(ai){throw console.error("THREE.WebGLRenderer: "+\n",
"ai.message),ai;}var ra,Fa,Y,aa,X,ea,oa,xa,sa,ta,wa,va,pa,ya,Aa,Ba,qa;c();var ua=new $h(H,I);this.xr=ua;var Ea=new Xh(H,sa,Fa.maxTextureSize);this.shadowMap=Ea;this.getContext=function(){return I};this.getContextAttributes=function(){return I.getContextAttributes()};this.forceContextLoss=function(){var a=ra.get("WEBGL_lose_context");a&&a.loseContext()};this.forceContextRestore=function(){var a=ra.get("WEBGL_lose_context");a&&a.restoreContext()};this.getPixelRatio=function(){return Q};this.setPixelRatio=\n",
"function(a){void 0!==a&&(Q=a,this.setSize(S,J,!1))};this.getSize=function(a){void 0===a&&(console.warn("WebGLRenderer: .getsize() now requires a Vector2 as an argument"),a=new t);return a.set(S,J)};this.setSize=function(a,b,c){ua.isPresenting?console.warn("THREE.WebGLRenderer: Can't change size while VR device is presenting."):(S=a,J=b,v.width=Math.floor(a*Q),v.height=Math.floor(b*Q),!1!==c&&(v.style.width=a+"px",v.style.height=b+"px"),this.setViewport(0,0,a,b))};this.getDrawingBufferSize=function(a){void 0===\n",
"a&&(console.warn("WebGLRenderer: .getdrawingBufferSize() now requires a Vector2 as an argument"),a=new t);return a.set(S*Q,J*Q).floor()};this.setDrawingBufferSize=function(a,b,c){S=a;J=b;Q=c;v.width=Math.floor(a*c);v.height=Math.floor(b*c);this.setViewport(0,0,a,b)};this.getCurrentViewport=function(a){void 0===a&&(console.warn("WebGLRenderer: .getCurrentViewport() now requires a Vector4 as an argument"),a=new ka);return a.copy(Z)};this.getViewport=function(a){return a.copy(R)};this.setViewport=function(a,\n",
"b,c,d){a.isVector4?R.set(a.x,a.y,a.z,a.w):R.set(a,b,c,d);Y.viewport(Z.copy(R).multiplyScalar(Q).floor())};this.getScissor=function(a){return a.copy(ja)};this.setScissor=function(a,b,c,d){a.isVector4?ja.set(a.x,a.y,a.z,a.w):ja.set(a,b,c,d);Y.scissor(T.copy(ja).multiplyScalar(Q).floor())};this.getScissorTest=function(){return kg};this.setScissorTest=function(a){Y.setScissorTest(kg=a)};this.setOpaqueSort=function(a){la=a};this.setTransparentSort=function(a){ma=a};this.getClearColor=function(){return pa.getClearColor()};\n",
"this.setClearColor=function(){pa.setClearColor.apply(pa,arguments)};this.getClearAlpha=function(){return pa.getClearAlpha()};this.setClearAlpha=function(){pa.setClearAlpha.apply(pa,arguments)};this.clear=function(a,b,c){var d=0;if(void 0===a||a)d|=16384;if(void 0===b||b)d|=256;if(void 0===c||c)d|=1024;I.clear(d)};this.clearColor=function(){this.clear(!0,!1,!1)};this.clearDepth=function(){this.clear(!1,!0,!1)};this.clearStencil=function(){this.clear(!1,!1,!0)};this.dispose=function(){v.removeEventListener("webglcontextlost",\n",
"d,!1);v.removeEventListener("webglcontextrestored",e,!1);wa.dispose();va.dispose();X.dispose();sa.dispose();ua.dispose();za.stop();this.forceContextLoss()};this.renderBufferImmediate=function(a,b){Y.initAttributes();var c=X.get(a);a.hasPositions&&!c.position&&(c.position=I.createBuffer());a.hasNormals&&!c.normal&&(c.normal=I.createBuffer());a.hasUvs&&!c.uv&&(c.uv=I.createBuffer());a.hasColors&&!c.color&&(c.color=I.createBuffer());b=b.getAttributes();a.hasPositions&&(I.bindBuffer(34962,c.position),\n",
"I.bufferData(34962,a.positionArray,35048),Y.enableAttribute(b.position),I.vertexAttribPointer(b.position,3,5126,!1,0,0));a.hasNormals&&(I.bindBuffer(34962,c.normal),I.bufferData(34962,a.normalArray,35048),Y.enableAttribute(b.normal),I.vertexAttribPointer(b.normal,3,5126,!1,0,0));a.hasUvs&&(I.bindBuffer(34962,c.uv),I.bufferData(34962,a.uvArray,35048),Y.enableAttribute(b.uv),I.vertexAttribPointer(b.uv,2,5126,!1,0,0));a.hasColors&&(I.bindBuffer(34962,c.color),I.bufferData(34962,a.colorArray,35048),Y.enableAttribute(b.color),\n",
"I.vertexAttribPointer(b.color,3,5126,!1,0,0));Y.disableUnusedAttributes();I.drawArrays(4,0,a.count);a.count=0};var Ga=new ob;this.renderBufferDirect=function(a,c,d,e,f,g){null===c&&(c=Ga);var h=f.isMesh&&0>f.matrixWorld.determinant(),l=x(a,c,e,f);Y.setMaterial(e,h);var m=!1;if(b!==d.id||fa!==l.id||Oe!==(!0===e.wireframe))b=d.id,fa=l.id,Oe=!0===e.wireframe,m=!0;if(e.morphTargets||e.morphNormals)ya.update(f,d,e,l),m=!0;a=d.index;c=d.attributes.position;if(null===a){if(void 0===c||0===c.count)return}else if(0===\n",
"a.count)return;var u=1;!0===e.wireframe&&(a=xa.getWireframeAttribute(d),u=2);h=Aa;if(null!==a){var p=oa.get(a);h=Ba;h.setIndex(p)}if(m){if(!1!==Fa.isWebGL2||!f.isInstancedMesh&&!d.isInstancedBufferGeometry||null!==ra.get("ANGLE_instanced_arrays")){Y.initAttributes();m=d.attributes;l=l.getAttributes();var k=e.defaultAttributeValues;for(ha in l){var q=l[ha];if(0<=q){var r=m[ha];if(void 0!==r){var n=r.normalized,v=r.itemSize,w=oa.get(r);if(void 0!==w){var E=w.buffer,z=w.type;w=w.bytesPerElement;if(r.isInterleavedBufferAttribute){var B=\n",
"r.data,t=B.stride;r=r.offset;B&&B.isInstancedInterleavedBuffer?(Y.enableAttributeAndDivisor(q,B.meshPerAttribute),void 0===d.maxInstancedCount&&(d.maxInstancedCount=B.meshPerAttribute*B.count)):Y.enableAttribute(q);I.bindBuffer(34962,E);I.vertexAttribPointer(q,v,z,n,t*w,r*w)}else r.isInstancedBufferAttribute?(Y.enableAttributeAndDivisor(q,r.meshPerAttribute),void 0===d.maxInstancedCount&&(d.maxInstancedCount=r.meshPerAttribute*r.count)):Y.enableAttribute(q),I.bindBuffer(34962,E),I.vertexAttribPointer(q,\n",
"v,z,n,0,0)}}else if("instanceMatrix"===ha)w=oa.get(f.instanceMatrix),void 0!==w&&(E=w.buffer,z=w.type,Y.enableAttributeAndDivisor(q+0,1),Y.enableAttributeAndDivisor(q+1,1),Y.enableAttributeAndDivisor(q+2,1),Y.enableAttributeAndDivisor(q+3,1),I.bindBuffer(34962,E),I.vertexAttribPointer(q+0,4,z,!1,64,0),I.vertexAttribPointer(q+1,4,z,!1,64,16),I.vertexAttribPointer(q+2,4,z,!1,64,32),I.vertexAttribPointer(q+3,4,z,!1,64,48));else if(void 0!==k&&(n=k[ha],void 0!==n))switch(n.length){case 2:I.vertexAttrib2fv(q,\n",
"n);break;case 3:I.vertexAttrib3fv(q,n);break;case 4:I.vertexAttrib4fv(q,n);break;default:I.vertexAttrib1fv(q,n)}}}Y.disableUnusedAttributes()}null!==a&&I.bindBuffer(34963,p.buffer)}var ha=d.drawRange.start*u;m=null!==g?g.start*u:0;p=Math.max(ha,m);g=Math.max(0,Math.min(null!==a?a.count:c.count,ha+d.drawRange.count*u,m+(null!==g?g.count*u:Infinity))-1-p+1);0!==g&&(f.isMesh?!0===e.wireframe?(Y.setLineWidth(e.wireframeLinewidth*(null===O?Q:1)),h.setMode(1)):h.setMode(4):f.isLine?(e=e.linewidth,void 0===\n",
"e&&(e=1),Y.setLineWidth(e*(null===O?Q:1)),f.isLineSegments?h.setMode(1):f.isLineLoop?h.setMode(2):h.setMode(3)):f.isPoints?h.setMode(0):f.isSprite&&h.setMode(4),f.isInstancedMesh?h.renderInstances(d,p,g,f.count):d.isInstancedBufferGeometry?h.renderInstances(d,p,g,d.maxInstancedCount):h.render(p,g))};this.compile=function(a,b){A=va.get(a,b);A.init();a.traverse(function(a){a.isLight&&(A.pushLight(a),a.castShadow&&A.pushShadow(a))});A.setupLights(b);var c={};a.traverse(function(b){if(b.material)if(Array.isArray(b.material))for(var d=\n",
"0;d<b.material.length;d++)!1===b.material[d].uuid in c&&(p(b.material[d],a,b),c[b.material[d].uuid]=!0);else!1===b.material.uuid in c&&(p(b.material,a,b),c[b.material.uuid]=!0)})};var Da=null,za=new Ah;za.setAnimationLoop(function(a){ua.isPresenting||Da&&Da(a)});"undefined"!==typeof window&&za.setContext(window);this.setAnimationLoop=function(a){Da=a;ua.setAnimationLoop(a);za.start()};this.render=function(a,c,d,e){if(void 0!==d){console.warn("THREE.WebGLRenderer.render(): the renderTarget argument has been removed. Use .setRenderTarget() instead.");\n",
"var f=d}if(void 0!==e){console.warn("THREE.WebGLRenderer.render(): the forceClear argument has been removed. Use .clear() instead.");var g=e}c&&c.isCamera?G||(fa=b=null,Oe=!1,Ne=-1,V=null,!0===a.autoUpdate&&a.updateMatrixWorld(),null===c.parent&&c.updateMatrixWorld(),ua.enabled&&ua.isPresenting&&(c=ua.getCamera(c)),A=va.get(a,c),A.init(),a.onBeforeRender(H,a,c,f||O),Md.multiplyMatrices(c.projectionMatrix,c.matrixWorldInverse),lg.setFromProjectionMatrix(Md),mg=this.localClippingEnabled,na=Ua.init(this.clippingPlanes,\n",
"mg,c),C=wa.get(a,c),C.init(),l(a,c,0,H.sortObjects),C.finish(),!0===H.sortObjects&&C.sort(la,ma),na&&Ua.beginShadows(),Ea.render(A.state.shadowsArray,a,c),A.setupLights(c),na&&Ua.endShadows(),this.info.autoReset&&this.info.reset(),void 0!==f&&this.setRenderTarget(f),pa.render(C,a,c,g),d=C.opaque,e=C.transparent,a.overrideMaterial?(f=a.overrideMaterial,d.length&&m(d,a,c,f),e.length&&m(e,a,c,f)):(d.length&&m(d,a,c),e.length&&m(e,a,c)),a.onAfterRender(H,a,c),null!==O&&(ea.updateRenderTargetMipmap(O),\n",
"ea.updateMultisampleRenderTarget(O)),Y.buffers.depth.setTest(!0),Y.buffers.depth.setMask(!0),Y.buffers.color.setMask(!0),Y.setPolygonOffset(!1),A=C=null):console.error("THREE.WebGLRenderer.render: camera is not an instance of THREE.Camera.")};this.setFramebuffer=function(a){M!==a&&null===O&&I.bindFramebuffer(36160,a);M=a};this.getActiveCubeFace=function(){return N};this.getActiveMipmapLevel=function(){return K};this.getRenderTarget=function(){return O};this.setRenderTarget=function(a,b,c){O=a;N=b;\n",
"K=c;a&&void 0===X.get(a).__webglFramebuffer&&ea.setupRenderTarget(a);var d=M,e=!1;a?(d=X.get(a).__webglFramebuffer,a.isWebGLCubeRenderTarget?(d=d[b||0],e=!0):d=a.isWebGLMultisampleRenderTarget?X.get(a).__webglMultisampledFramebuffer:d,Z.copy(a.viewport),T.copy(a.scissor),da=a.scissorTest):(Z.copy(R).multiplyScalar(Q).floor(),T.copy(ja).multiplyScalar(Q).floor(),da=kg);W!==d&&(I.bindFramebuffer(36160,d),W=d);Y.viewport(Z);Y.scissor(T);Y.setScissorTest(da);e&&(a=X.get(a.texture),I.framebufferTexture2D(36160,\n",
"36064,34069+(b||0),a.__webglTexture,c||0))};this.readRenderTargetPixels=function(a,b,c,d,e,f,g){if(a&&a.isWebGLRenderTarget){var h=X.get(a).__webglFramebuffer;a.isWebGLCubeRenderTarget&&void 0!==g&&(h=h[g]);if(h){g=!1;h!==W&&(I.bindFramebuffer(36160,h),g=!0);try{var l=a.texture,m=l.format,u=l.type;1023!==m&&qa.convert(m)!==I.getParameter(35739)?console.error("THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in RGBA or implementation defined format."):1009===u||qa.convert(u)===I.getParameter(35738)||\n",
"1015===u&&(Fa.isWebGL2||ra.get("OES_texture_float")||ra.get("WEBGL_color_buffer_float"))||1016===u&&(Fa.isWebGL2?ra.get("EXT_color_buffer_float"):ra.get("EXT_color_buffer_half_float"))?36053===I.checkFramebufferStatus(36160)?0<=b&&b<=a.width-d&&0<=c&&c<=a.height-e&&I.readPixels(b,c,d,e,qa.convert(m),qa.convert(u),f):console.error("THREE.WebGLRenderer.readRenderTargetPixels: readPixels from renderTarget failed. Framebuffer not complete."):console.error("THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in UnsignedByteType or implementation defined type.")}finally{g&&\n",
"I.bindFramebuffer(36160,W)}}}else console.error("THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not THREE.WebGLRenderTarget.")};this.copyFramebufferToTexture=function(a,b,c){void 0===c&&(c=0);var d=Math.pow(2,-c),e=Math.floor(b.image.width*d);d=Math.floor(b.image.height*d);var f=qa.convert(b.format);ea.setTexture2D(b,0);I.copyTexImage2D(3553,c,f,a.x,a.y,e,d,0);Y.unbindTexture()};this.copyTextureToTexture=function(a,b,c,d){var e=b.image.width,f=b.image.height,g=qa.convert(c.format),h=\n",
"qa.convert(c.type);ea.setTexture2D(c,0);b.isDataTexture?I.texSubImage2D(3553,d||0,a.x,a.y,e,f,g,h,b.image.data):I.texSubImage2D(3553,d||0,a.x,a.y,g,h,b.image);Y.unbindTexture()};this.initTexture=function(a){ea.setTexture2D(a,0);Y.unbindTexture()};"undefined"!==typeof __THREE_DEVTOOLS__&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent("observe",{detail:this}))}function Qe(a,b){this.name="";this.color=new A(a);this.density=void 0!==b?b:2.5E-4}function Re(a,b,c){this.name="";this.color=new A(a);this.near=\n",
"void 0!==b?b:1;this.far=void 0!==c?c:1E3}function rb(a,b){this.array=a;this.stride=b;this.count=void 0!==a?a.length/b:0;this.usage=35044;this.updateRange={offset:0,count:-1};this.version=0}function Od(a,b,c,d){this.data=a;this.itemSize=b;this.offset=c;this.normalized=!0===d}function Ib(a){K.call(this);this.type="SpriteMaterial";this.color=new A(16777215);this.alphaMap=this.map=null;this.rotation=0;this.transparent=this.sizeAttenuation=!0;this.setValues(a)}function Pd(a){F.call(this);this.type="Sprite";\n",
"if(void 0===Nc){Nc=new C;var b=new Float32Array([-.5,-.5,0,0,0,.5,-.5,0,1,0,.5,.5,0,1,1,-.5,.5,0,0,1]);b=new rb(b,5);Nc.setIndex([0,1,2,0,2,3]);Nc.setAttribute("position",new Od(b,3,0,!1));Nc.setAttribute("uv",new Od(b,2,3,!1))}this.geometry=Nc;this.material=void 0!==a?a:new Ib;this.center=new t(.5,.5)}function Se(a,b,c,d,e,f){Oc.subVectors(a,c).addScalar(.5).multiply(d);void 0!==e?(Qd.x=f*Oc.x-e*Oc.y,Qd.y=e*Oc.x+f*Oc.y):Qd.copy(Oc);a.copy(b);a.x+=Qd.x;a.y+=Qd.y;a.applyMatrix4(bi)}function Rd(){F.call(this);\n",
"this._currentLevel=0;this.type="LOD";Object.defineProperties(this,{levels:{enumerable:!0,value:[]}});this.autoUpdate=!0}function Te(a,b){a&&a.isGeometry&&console.error("THREE.SkinnedMesh no longer supports THREE.Geometry. Use THREE.BufferGeometry instead.");S.call(this,a,b);this.type="SkinnedMesh";this.bindMode="attached";this.bindMatrix=new P;this.bindMatrixInverse=new P}function Ue(a,b){a=a||[];this.bones=a.slice(0);this.boneMatrices=new Float32Array(16*this.bones.length);this.frame=-1;if(void 0===\n",
"b)this.calculateInverses();else if(this.bones.length===b.length)this.boneInverses=b.slice(0);else for(console.warn("THREE.Skeleton boneInverses is the wrong length."),this.boneInverses=[],a=0,b=this.bones.length;a<b;a++)this.boneInverses.push(new P)}function pg(){F.call(this);this.type="Bone"}function Ve(a,b,c){S.call(this,a,b);this.instanceMatrix=new M(new Float32Array(16*c),16);this.count=c;this.frustumCulled=!1}function la(a){K.call(this);this.type="LineBasicMaterial";this.color=new A(16777215);\n",
"this.linewidth=1;this.linejoin=this.linecap="round";this.setValues(a)}function Ka(a,b,c){1===c&&console.error("THREE.Line: parameter THREE.LinePieces no longer supported. Use THREE.LineSegments instead.");F.call(this);this.type="Line";this.geometry=void 0!==a?a:new C;this.material=void 0!==b?b:new la}function ma(a,b){Ka.call(this,a,b);this.type="LineSegments"}function We(a,b){Ka.call(this,a,b);this.type="LineLoop"}function Va(a){K.call(this);this.type="PointsMaterial";this.color=new A(16777215);this.alphaMap=\n",
"this.map=null;this.size=1;this.sizeAttenuation=!0;this.morphTargets=!1;this.setValues(a)}function Pc(a,b){F.call(this);this.type="Points";this.geometry=void 0!==a?a:new C;this.material=void 0!==b?b:new Va;this.updateMorphTargets()}function qg(a,b,c,d,e,f,g){var h=rg.distanceSqToPoint(a);h<c&&(c=new n,rg.closestPointToPoint(a,c),c.applyMatrix4(d),a=e.ray.origin.distanceTo(c),a<e.near||a>e.far||f.push({distance:a,distanceToRay:Math.sqrt(h),point:c,index:b,face:null,object:g}))}function sg(a,b,c,d,e,\n",
"f,g,h,l){V.call(this,a,b,c,d,e,f,g,h,l);this.format=void 0!==g?g:1022;this.minFilter=void 0!==f?f:1006;this.magFilter=void 0!==e?e:1006;this.generateMipmaps=!1}function Qc(a,b,c,d,e,f,g,h,l,m,u,p){V.call(this,null,f,g,h,l,m,d,e,u,p);this.image={width:b,height:c};this.mipmaps=a;this.generateMipmaps=this.flipY=!1}function Sd(a,b,c,d,e,f,g,h,l){V.call(this,a,b,c,d,e,f,g,h,l);this.needsUpdate=!0}function Td(a,b,c,d,e,f,g,h,l,m){m=void 0!==m?m:1026;if(1026!==m&&1027!==m)throw Error("DepthTexture format must be either THREE.DepthFormat or THREE.DepthStencilFormat");\n",
"void 0===c&&1026===m&&(c=1012);void 0===c&&1027===m&&(c=1020);V.call(this,null,d,e,f,g,h,m,c,l);this.image={width:a,height:b};this.magFilter=void 0!==g?g:1003;this.minFilter=void 0!==h?h:1003;this.generateMipmaps=this.flipY=!1}function Rc(a){C.call(this);this.type="WireframeGeometry";var b=[],c,d,e,f=[0,0],g={},h=["a","b","c"];if(a&&a.isGeometry){var l=a.faces;var m=0;for(d=l.length;m<d;m++){var u=l[m];for(c=0;3>c;c++){var p=u[h[c]];var k=u[h[(c+1)%3]];f[0]=Math.min(p,k);f[1]=Math.max(p,k);p=f[0]+\n",
"","+f[1];void 0===g[p]&&(g[p]={index1:f[0],index2:f[1]})}}for(p in g)m=g[p],h=a.vertices[m.index1],b.push(h.x,h.y,h.z),h=a.vertices[m.index2],b.push(h.x,h.y,h.z)}else if(a&&a.isBufferGeometry)if(h=new n,null!==a.index){l=a.attributes.position;u=a.index;var r=a.groups;0===r.length&&(r=[{start:0,count:u.count,materialIndex:0}]);a=0;for(e=r.length;a<e;++a)for(m=r[a],c=m.start,d=m.count,m=c,d=c+d;m<d;m+=3)for(c=0;3>c;c++)p=u.getX(m+c),k=u.getX(m+(c+1)%3),f[0]=Math.min(p,k),f[1]=Math.max(p,k),p=f[0]+","+\n",
"f[1],void 0===g[p]&&(g[p]={index1:f[0],index2:f[1]});for(p in g)m=g[p],h.fromBufferAttribute(l,m.index1),b.push(h.x,h.y,h.z),h.fromBufferAttribute(l,m.index2),b.push(h.x,h.y,h.z)}else for(l=a.attributes.position,m=0,d=l.count/3;m<d;m++)for(c=0;3>c;c++)g=3*m+c,h.fromBufferAttribute(l,g),b.push(h.x,h.y,h.z),g=3*m+(c+1)%3,h.fromBufferAttribute(l,g),b.push(h.x,h.y,h.z);this.setAttribute("position",new y(b,3))}function Ud(a,b,c){N.call(this);this.type="ParametricGeometry";this.parameters={func:a,slices:b,\n",
"stacks:c};this.fromBufferGeometry(new Sc(a,b,c));this.mergeVertices()}function Sc(a,b,c){C.call(this);this.type="ParametricBufferGeometry";this.parameters={func:a,slices:b,stacks:c};var d=[],e=[],f=[],g=[],h=new n,l=new n,m=new n,u=new n,p=new n,k,r;3>a.length&&console.error("THREE.ParametricGeometry: Function must now modify a Vector3 as third parameter.");var q=b+1;for(k=0;k<=c;k++){var v=k/c;for(r=0;r<=b;r++){var E=r/b;a(E,v,l);e.push(l.x,l.y,l.z);0<=E-1E-5?(a(E-1E-5,v,m),u.subVectors(l,m)):(a(E+\n",
"1E-5,v,m),u.subVectors(m,l));0<=v-1E-5?(a(E,v-1E-5,m),p.subVectors(l,m)):(a(E,v+1E-5,m),p.subVectors(m,l));h.crossVectors(u,p).normalize();f.push(h.x,h.y,h.z);g.push(E,v)}}for(k=0;k<c;k++)for(r=0;r<b;r++)a=k*q+r+1,h=(k+1)*q+r+1,l=(k+1)*q+r,d.push(k*q+r,a,l),d.push(a,h,l);this.setIndex(d);this.setAttribute("position",new y(e,3));this.setAttribute("normal",new y(f,3));this.setAttribute("uv",new y(g,2))}function Vd(a,b,c,d){N.call(this);this.type="PolyhedronGeometry";this.parameters={vertices:a,indices:b,\n",
"radius:c,detail:d};this.fromBufferGeometry(new Ga(a,b,c,d));this.mergeVertices()}function Ga(a,b,c,d){function e(a){h.push(a.x,a.y,a.z)}function f(b,c){b*=3;c.x=a[b+0];c.y=a[b+1];c.z=a[b+2]}function g(a,b,c,d){0>d&&1===a.x&&(l[b]=a.x-1);0===c.x&&0===c.z&&(l[b]=d/2/Math.PI+.5)}C.call(this);this.type="PolyhedronBufferGeometry";this.parameters={vertices:a,indices:b,radius:c,detail:d};c=c||1;d=d||0;var h=[],l=[];(function(a){for(var c=new n,d=new n,g=new n,h=0;h<b.length;h+=3){f(b[h+0],c);f(b[h+1],d);\n",
"f(b[h+2],g);var l,m,k=c,w=d,z=g,t=Math.pow(2,a),U=[];for(m=0;m<=t;m++){U[m]=[];var ca=k.clone().lerp(z,m/t),B=w.clone().lerp(z,m/t),A=t-m;for(l=0;l<=A;l++)U[m][l]=0===l&&m===t?ca:ca.clone().lerp(B,l/A)}for(m=0;m<t;m++)for(l=0;l<2*(t-m)-1;l++)k=Math.floor(l/2),0===l%2?(e(U[m][k+1]),e(U[m+1][k]),e(U[m][k])):(e(U[m][k+1]),e(U[m+1][k+1]),e(U[m+1][k]))}})(d);(function(a){for(var b=new n,c=0;c<h.length;c+=3)b.x=h[c+0],b.y=h[c+1],b.z=h[c+2],b.normalize().multiplyScalar(a),h[c+0]=b.x,h[c+1]=b.y,h[c+2]=b.z})(c);\n",
"(function(){for(var a=new n,b=0;b<h.length;b+=3)a.x=h[b+0],a.y=h[b+1],a.z=h[b+2],l.push(Math.atan2(a.z,-a.x)/2/Math.PI+.5,1-(Math.atan2(-a.y,Math.sqrt(a.x*a.x+a.z*a.z))/Math.PI+.5));a=new n;b=new n;for(var c=new n,d=new n,e=new t,f=new t,k=new t,E=0,w=0;E<h.length;E+=9,w+=6){a.set(h[E+0],h[E+1],h[E+2]);b.set(h[E+3],h[E+4],h[E+5]);c.set(h[E+6],h[E+7],h[E+8]);e.set(l[w+0],l[w+1]);f.set(l[w+2],l[w+3]);k.set(l[w+4],l[w+5]);d.copy(a).add(b).add(c).divideScalar(3);var z=Math.atan2(d.z,-d.x);g(e,w+0,a,z);\n",
"g(f,w+2,b,z);g(k,w+4,c,z)}for(a=0;a<l.length;a+=6)b=l[a+0],c=l[a+2],d=l[a+4],e=Math.min(b,c,d),.9<Math.max(b,c,d)&&.1>e&&(.2>b&&(l[a+0]+=1),.2>c&&(l[a+2]+=1),.2>d&&(l[a+4]+=1))})();this.setAttribute("position",new y(h,3));this.setAttribute("normal",new y(h.slice(),3));this.setAttribute("uv",new y(l,2));0===d?this.computeVertexNormals():this.normalizeNormals()}function Wd(a,b){N.call(this);this.type="TetrahedronGeometry";this.parameters={radius:a,detail:b};this.fromBufferGeometry(new Tc(a,b));this.mergeVertices()}\n",
"function Tc(a,b){Ga.call(this,[1,1,1,-1,-1,1,-1,1,-1,1,-1,-1],[2,1,0,0,3,2,1,3,0,2,3,1],a,b);this.type="TetrahedronBufferGeometry";this.parameters={radius:a,detail:b}}function Xd(a,b){N.call(this);this.type="OctahedronGeometry";this.parameters={radius:a,detail:b};this.fromBufferGeometry(new cc(a,b));this.mergeVertices()}function cc(a,b){Ga.call(this,[1,0,0,-1,0,0,0,1,0,0,-1,0,0,0,1,0,0,-1],[0,2,4,0,4,3,0,3,5,0,5,2,1,2,5,1,5,3,1,3,4,1,4,2],a,b);this.type="OctahedronBufferGeometry";this.parameters=\n",
"{radius:a,detail:b}}function Yd(a,b){N.call(this);this.type="IcosahedronGeometry";this.parameters={radius:a,detail:b};this.fromBufferGeometry(new Uc(a,b));this.mergeVertices()}function Uc(a,b){var c=(1+Math.sqrt(5))/2;Ga.call(this,[-1,c,0,1,c,0,-1,-c,0,1,-c,0,0,-1,c,0,1,c,0,-1,-c,0,1,-c,c,0,-1,c,0,1,-c,0,-1,-c,0,1],[0,11,5,0,5,1,0,1,7,0,7,10,0,10,11,1,5,9,5,11,4,11,10,2,10,7,6,7,1,8,3,9,4,3,4,2,3,2,6,3,6,8,3,8,9,4,9,5,2,4,11,6,2,10,8,6,7,9,8,1],a,b);this.type="IcosahedronBufferGeometry";this.parameters=\n",
"{radius:a,detail:b}}function Zd(a,b){N.call(this);this.type="DodecahedronGeometry";this.parameters={radius:a,detail:b};this.fromBufferGeometry(new Vc(a,b));this.mergeVertices()}function Vc(a,b){var c=(1+Math.sqrt(5))/2,d=1/c;Ga.call(this,[-1,-1,-1,-1,-1,1,-1,1,-1,-1,1,1,1,-1,-1,1,-1,1,1,1,-1,1,1,1,0,-d,-c,0,-d,c,0,d,-c,0,d,c,-d,-c,0,-d,c,0,d,-c,0,d,c,0,-c,0,-d,c,0,-d,-c,0,d,c,0,d],[3,11,7,3,7,15,3,15,13,7,19,17,7,17,6,7,6,15,17,4,8,17,8,10,17,10,6,8,0,16,8,16,2,8,2,10,0,12,1,0,1,18,0,18,16,6,10,2,\n",
"6,2,13,6,13,15,2,16,18,2,18,3,2,3,13,18,1,9,18,9,11,18,11,3,4,14,12,4,12,0,4,0,8,11,9,5,11,5,19,11,19,7,19,5,14,19,14,4,19,4,17,1,12,14,1,14,5,1,5,9],a,b);this.type="DodecahedronBufferGeometry";this.parameters={radius:a,detail:b}}function $d(a,b,c,d,e,f){N.call(this);this.type="TubeGeometry";this.parameters={path:a,tubularSegments:b,radius:c,radialSegments:d,closed:e};void 0!==f&&console.warn("THREE.TubeGeometry: taper has been removed.");a=new dc(a,b,c,d,e);this.tangents=a.tangents;this.normals=\n",
"a.normals;this.binormals=a.binormals;this.fromBufferGeometry(a);this.mergeVertices()}function dc(a,b,c,d,e){function f(e){u=a.getPointAt(e/b,u);var f=g.normals[e];e=g.binormals[e];for(x=0;x<=d;x++){var m=x/d*Math.PI*2,k=Math.sin(m);m=-Math.cos(m);l.x=m*f.x+k*e.x;l.y=m*f.y+k*e.y;l.z=m*f.z+k*e.z;l.normalize();q.push(l.x,l.y,l.z);h.x=u.x+c*l.x;h.y=u.y+c*l.y;h.z=u.z+c*l.z;r.push(h.x,h.y,h.z)}}C.call(this);this.type="TubeBufferGeometry";this.parameters={path:a,tubularSegments:b,radius:c,radialSegments:d,\n",
"closed:e};b=b||64;c=c||1;d=d||8;e=e||!1;var g=a.computeFrenetFrames(b,e);this.tangents=g.tangents;this.normals=g.normals;this.binormals=g.binormals;var h=new n,l=new n,m=new t,u=new n,k,x,r=[],q=[],v=[],E=[];for(k=0;k<b;k++)f(k);f(!1===e?b:0);for(k=0;k<=b;k++)for(x=0;x<=d;x++)m.x=k/b,m.y=x/d,v.push(m.x,m.y);(function(){for(x=1;x<=b;x++)for(k=1;k<=d;k++){var a=(d+1)*x+(k-1),c=(d+1)*x+k,e=(d+1)*(x-1)+k;E.push((d+1)*(x-1)+(k-1),a,e);E.push(a,c,e)}})();this.setIndex(E);this.setAttribute("position",new y(r,\n",
"3));this.setAttribute("normal",new y(q,3));this.setAttribute("uv",new y(v,2))}function ae(a,b,c,d,e,f,g){N.call(this);this.type="TorusKnotGeometry";this.parameters={radius:a,tube:b,tubularSegments:c,radialSegments:d,p:e,q:f};void 0!==g&&console.warn("THREE.TorusKnotGeometry: heightScale has been deprecated. Use .scale( x, y, z ) instead.");this.fromBufferGeometry(new Wc(a,b,c,d,e,f));this.mergeVertices()}function Wc(a,b,c,d,e,f){function g(a,b,c,d,e){var f=Math.sin(a);b=c/b*a;c=Math.cos(b);e.x=d*\n",
"(2+c)*.5*Math.cos(a);e.y=d*(2+c)*f*.5;e.z=d*Math.sin(b)*.5}C.call(this);this.type="TorusKnotBufferGeometry";this.parameters={radius:a,tube:b,tubularSegments:c,radialSegments:d,p:e,q:f};a=a||1;b=b||.4;c=Math.floor(c)||64;d=Math.floor(d)||8;e=e||2;f=f||3;var h=[],l=[],m=[],k=[],p,x=new n,r=new n,q=new n,v=new n,E=new n,w=new n,z=new n;for(p=0;p<=c;++p){var t=p/c*e*Math.PI*2;g(t,e,f,a,q);g(t+.01,e,f,a,v);w.subVectors(v,q);z.addVectors(v,q);E.crossVectors(w,z);z.crossVectors(E,w);E.normalize();z.normalize();\n",
"for(t=0;t<=d;++t){var U=t/d*Math.PI*2,ca=-b*Math.cos(U);U=b*Math.sin(U);x.x=q.x+(ca*z.x+U*E.x);x.y=q.y+(ca*z.y+U*E.y);x.z=q.z+(ca*z.z+U*E.z);l.push(x.x,x.y,x.z);r.subVectors(x,q).normalize();m.push(r.x,r.y,r.z);k.push(p/c);k.push(t/d)}}for(t=1;t<=c;t++)for(p=1;p<=d;p++)a=(d+1)*t+(p-1),b=(d+1)*t+p,e=(d+1)*(t-1)+p,h.push((d+1)*(t-1)+(p-1),a,e),h.push(a,b,e);this.setIndex(h);this.setAttribute("position",new y(l,3));this.setAttribute("normal",new y(m,3));this.setAttribute("uv",new y(k,2))}function be(a,\n",
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"void 0!==c?c:0;this.angle=void 0!==d?d:Math.PI/3;this.penumbra=void 0!==e?e:0;this.decay=void 0!==f?f:1;this.shadow=new gf}function zg(){jb.call(this,new aa(90,1,.5,500));this._frameExtents=new t(4,2);this._viewportCount=6;this._viewports=[new ka(2,1,1,1),new ka(0,1,1,1),new ka(3,1,1,1),new ka(1,1,1,1),new ka(3,0,1,1),new ka(1,0,1,1)];this._cubeDirections=[new n(1,0,0),new n(-1,0,0),new n(0,0,1),new n(0,0,-1),new n(0,1,0),new n(0,-1,0)];this._cubeUps=[new n(0,1,0),new n(0,1,0),new n(0,1,0),new n(0,\n",
"1,0),new n(0,0,1),new n(0,0,-1)]}function jf(a,b,c,d){da.call(this,a,b);this.type="PointLight";Object.defineProperty(this,"power",{get:function(){return 4*this.intensity*Math.PI},set:function(a){this.intensity=a/(4*Math.PI)}});this.distance=void 0!==c?c:0;this.decay=void 0!==d?d:1;this.shadow=new zg}function hd(a,b,c,d,e,f){db.call(this);this.type="OrthographicCamera";this.zoom=1;this.view=null;this.left=void 0!==a?a:-1;this.right=void 0!==b?b:1;this.top=void 0!==c?c:1;this.bottom=void 0!==d?d:-1;\n",
"this.near=void 0!==e?e:.1;this.far=void 0!==f?f:2E3;this.updateProjectionMatrix()}function kf(){jb.call(this,new hd(-5,5,5,-5,.5,500))}function lf(a,b){da.call(this,a,b);this.type="DirectionalLight";this.position.copy(F.DefaultUp);this.updateMatrix();this.target=new F;this.shadow=new kf}function mf(a,b){da.call(this,a,b);this.type="AmbientLight";this.castShadow=void 0}function nf(a,b,c,d){da.call(this,a,b);this.type="RectAreaLight";this.width=void 0!==c?c:10;this.height=void 0!==d?d:10}function of(a){W.call(this,\n",
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"void 0,c);a=(new A).set(a);c=(new A).set(b);b=new n(a.r,a.g,a.b);a=new n(c.r,c.g,c.b);c=Math.sqrt(Math.PI);var d=c*Math.sqrt(.75);this.sh.coefficients[0].copy(b).add(a).multiplyScalar(c);this.sh.coefficients[1].copy(b).sub(a).multiplyScalar(d)}function Fg(a,b){ab.call(this,void 0,b);a=(new A).set(a);this.sh.coefficients[0].set(a.r,a.g,a.b).multiplyScalar(2*Math.sqrt(Math.PI))}function mi(){this.type="StereoCamera";this.aspect=1;this.eyeSep=.064;this.cameraL=new aa;this.cameraL.layers.enable(1);this.cameraL.matrixAutoUpdate=\n",
"!1;this.cameraR=new aa;this.cameraR.layers.enable(2);this.cameraR.matrixAutoUpdate=!1;this._cache={focus:null,fov:null,aspect:null,near:null,far:null,zoom:null,eyeSep:null}}function Gg(a){this.autoStart=void 0!==a?a:!0;this.elapsedTime=this.oldTime=this.startTime=0;this.running=!1}function Hg(){F.call(this);this.type="AudioListener";this.context=Ig.getContext();this.gain=this.context.createGain();this.gain.connect(this.context.destination);this.filter=null;this.timeDelta=0;this._clock=new Gg}function id(a){F.call(this);\n",
"this.type="Audio";this.listener=a;this.context=a.context;this.gain=this.context.createGain();this.gain.connect(a.getInput());this.autoplay=!1;this.buffer=null;this.detune=0;this.loop=!1;this.offset=this.loopEnd=this.loopStart=0;this.duration=void 0;this.playbackRate=1;this.isPlaying=!1;this.hasPlaybackControl=!0;this.sourceType="empty";this._pausedAt=this._startedAt=0;this.filters=[]}function Jg(a){id.call(this,a);this.panner=this.context.createPanner();this.panner.panningModel="HRTF";this.panner.connect(this.gain)}\n",
"function Kg(a,b){this.analyser=a.context.createAnalyser();this.analyser.fftSize=void 0!==b?b:2048;this.data=new Uint8Array(this.analyser.frequencyBinCount);a.getOutput().connect(this.analyser)}function Lg(a,b,c){this.binding=a;this.valueSize=c;a=Float64Array;switch(b){case "quaternion":b=this._slerp;break;case "string":case "bool":a=Array;b=this._select;break;default:b=this._lerp}this.buffer=new a(4*c);this._mixBufferRegion=b;this.referenceCount=this.useCount=this.cumulativeWeight=0}function ni(a,\n",
"b,c){c=c||ya.parseTrackName(b);this._targetGroup=a;this._bindings=a.subscribe_(b,c)}function ya(a,b,c){this.path=b;this.parsedPath=c||ya.parseTrackName(b);this.node=ya.findNode(a,this.parsedPath.nodeName)||a;this.rootNode=a}function oi(){this.uuid=L.generateUUID();this._objects=Array.prototype.slice.call(arguments);this.nCachedObjects_=0;var a={};this._indicesByUUID=a;for(var b=0,c=arguments.length;b!==c;++b)a[arguments[b].uuid]=b;this._paths=[];this._parsedPaths=[];this._bindings=[];this._bindingsIndicesByPath=\n",
"{};var d=this;this.stats={objects:{get total(){return d._objects.length},get inUse(){return this.total-d.nCachedObjects_}},get bindingsPerObject(){return d._bindings.length}}}function pi(a,b,c){this._mixer=a;this._clip=b;this._localRoot=c||null;a=b.tracks;b=a.length;c=Array(b);for(var d={endingStart:2400,endingEnd:2400},e=0;e!==b;++e){var f=a[e].createInterpolant(null);c[e]=f;f.settings=d}this._interpolantSettings=d;this._interpolants=c;this._propertyBindings=Array(b);this._weightInterpolant=this._timeScaleInterpolant=\n",
"this._byClipCacheIndex=this._cacheIndex=null;this.loop=2201;this._loopCount=-1;this._startTime=null;this.time=0;this._effectiveWeight=this.weight=this._effectiveTimeScale=this.timeScale=1;this.repetitions=Infinity;this.paused=!1;this.enabled=!0;this.clampWhenFinished=!1;this.zeroSlopeAtEnd=this.zeroSlopeAtStart=!0}function Mg(a){this._root=a;this._initMemoryManager();this.time=this._accuIndex=0;this.timeScale=1}function vf(a,b){"string"===typeof a&&(console.warn("THREE.Uniform: Type parameter is no longer needed."),\n",
"a=b);this.value=a}function Ng(a,b,c){rb.call(this,a,b);this.meshPerAttribute=c||1}function Og(a,b,c,d){this.ray=new Vb(a,b);this.near=c||0;this.far=d||Infinity;this.camera=null;this.layers=new He;this.params={Mesh:{},Line:{threshold:1},LOD:{},Points:{threshold:1},Sprite:{}};Object.defineProperties(this.params,{PointCloud:{get:function(){console.warn("THREE.Raycaster: params.PointCloud has been renamed to params.Points.");return this.Points}}})}function qi(a,b){return a.distance-b.distance}function Pg(a,\n",
"b,c,d){a.layers.test(b.layers)&&a.raycast(b,c);if(!0===d){a=a.children;d=0;for(var e=a.length;d<e;d++)Pg(a[d],b,c,!0)}}function ri(a,b,c){this.radius=void 0!==a?a:1;this.phi=void 0!==b?b:0;this.theta=void 0!==c?c:0;return this}function si(a,b,c){this.radius=void 0!==a?a:1;this.theta=void 0!==b?b:0;this.y=void 0!==c?c:0;return this}function Qg(a,b){this.min=void 0!==a?a:new t(Infinity,Infinity);this.max=void 0!==b?b:new t(-Infinity,-Infinity)}function Rg(a,b){this.start=void 0!==a?a:new n;this.end=\n",
"void 0!==b?b:new n}function re(a){F.call(this);this.material=a;this.render=function(){}}function jd(a,b){F.call(this);this.light=a;this.light.updateMatrixWorld();this.matrix=a.matrixWorld;this.matrixAutoUpdate=!1;this.color=b;a=new C;b=[0,0,0,0,0,1,0,0,0,1,0,1,0,0,0,-1,0,1,0,0,0,0,1,1,0,0,0,0,-1,1];for(var c=0,d=1;32>c;c++,d++){var e=c/32*Math.PI*2,f=d/32*Math.PI*2;b.push(Math.cos(e),Math.sin(e),1,Math.cos(f),Math.sin(f),1)}a.setAttribute("position",new y(b,3));b=new la({fog:!1,toneMapped:!1});this.cone=\n",
"new ma(a,b);this.add(this.cone);this.update()}function ti(a){var b=[];a&&a.isBone&&b.push(a);for(var c=0;c<a.children.length;c++)b.push.apply(b,ti(a.children[c]));return b}function rc(a){for(var b=ti(a),c=new C,d=[],e=[],f=new A(0,0,1),g=new A(0,1,0),h=0;h<b.length;h++){var l=b[h];l.parent&&l.parent.isBone&&(d.push(0,0,0),d.push(0,0,0),e.push(f.r,f.g,f.b),e.push(g.r,g.g,g.b))}c.setAttribute("position",new y(d,3));c.setAttribute("color",new y(e,3));d=new la({vertexColors:!0,depthTest:!1,depthWrite:!1,\n",
"toneMapped:!1,transparent:!0});ma.call(this,c,d);this.root=a;this.bones=b;this.matrix=a.matrixWorld;this.matrixAutoUpdate=!1}function kd(a,b,c){this.light=a;this.light.updateMatrixWorld();this.color=c;a=new gc(b,4,2);b=new Oa({wireframe:!0,fog:!1,toneMapped:!1});S.call(this,a,b);this.matrix=this.light.matrixWorld;this.matrixAutoUpdate=!1;this.update()}function ld(a,b,c){F.call(this);this.light=a;this.light.updateMatrixWorld();this.matrix=a.matrixWorld;this.matrixAutoUpdate=!1;this.color=c;a=new cc(b);\n",
"a.rotateY(.5*Math.PI);this.material=new Oa({wireframe:!0,fog:!1,toneMapped:!1});void 0===this.color&&(this.material.vertexColors=!0);b=a.getAttribute("position");b=new Float32Array(3*b.count);a.setAttribute("color",new M(b,3));this.add(new S(a,this.material));this.update()}function wf(a,b,c,d){a=a||10;b=b||10;c=new A(void 0!==c?c:4473924);d=new A(void 0!==d?d:8947848);var e=b/2,f=a/b,g=a/2;a=[];for(var h=[],l=0,m=0,k=-g;l<=b;l++,k+=f){a.push(-g,0,k,g,0,k);a.push(k,0,-g,k,0,g);var p=l===e?c:d;p.toArray(h,\n",
"m);m+=3;p.toArray(h,m);m+=3;p.toArray(h,m);m+=3;p.toArray(h,m);m+=3}b=new C;b.setAttribute("position",new y(a,3));b.setAttribute("color",new y(h,3));c=new la({vertexColors:!0,toneMapped:!1});ma.call(this,b,c)}function xf(a,b,c,d,e,f){a=a||10;b=b||16;c=c||8;d=d||64;e=new A(void 0!==e?e:4473924);f=new A(void 0!==f?f:8947848);var g=[],h=[],l;for(l=0;l<=b;l++){var m=l/b*2*Math.PI;var k=Math.sin(m)*a;m=Math.cos(m)*a;g.push(0,0,0);g.push(k,0,m);var p=l&1?e:f;h.push(p.r,p.g,p.b);h.push(p.r,p.g,p.b)}for(l=\n",
"0;l<=c;l++){p=l&1?e:f;var n=a-a/c*l;for(b=0;b<d;b++)m=b/d*2*Math.PI,k=Math.sin(m)*n,m=Math.cos(m)*n,g.push(k,0,m),h.push(p.r,p.g,p.b),m=(b+1)/d*2*Math.PI,k=Math.sin(m)*n,m=Math.cos(m)*n,g.push(k,0,m),h.push(p.r,p.g,p.b)}a=new C;a.setAttribute("position",new y(g,3));a.setAttribute("color",new y(h,3));g=new la({vertexColors:!0,toneMapped:!1});ma.call(this,a,g)}function md(a,b,c){F.call(this);this.light=a;this.light.updateMatrixWorld();this.matrix=a.matrixWorld;this.matrixAutoUpdate=!1;this.color=c;\n",
"void 0===b&&(b=1);a=new C;a.setAttribute("position",new y([-b,b,0,b,b,0,b,-b,0,-b,-b,0,-b,b,0],3));b=new la({fog:!1,toneMapped:!1});this.lightPlane=new Ka(a,b);this.add(this.lightPlane);a=new C;a.setAttribute("position",new y([0,0,0,0,0,1],3));this.targetLine=new Ka(a,b);this.add(this.targetLine);this.update()}function se(a){function b(a,b,d){c(a,d);c(b,d)}function c(a,b){f.push(0,0,0);g.push(b.r,b.g,b.b);void 0===h[a]&&(h[a]=[]);h[a].push(f.length/3-1)}var d=new C,e=new la({color:16777215,vertexColors:!0,\n",
"toneMapped:!1}),f=[],g=[],h={},l=new A(16755200),m=new A(16711680),k=new A(43775),p=new A(16777215),n=new A(3355443);b("n1","n2",l);b("n2","n4",l);b("n4","n3",l);b("n3","n1",l);b("f1","f2",l);b("f2","f4",l);b("f4","f3",l);b("f3","f1",l);b("n1","f1",l);b("n2","f2",l);b("n3","f3",l);b("n4","f4",l);b("p","n1",m);b("p","n2",m);b("p","n3",m);b("p","n4",m);b("u1","u2",k);b("u2","u3",k);b("u3","u1",k);b("c","t",p);b("p","c",n);b("cn1","cn2",n);b("cn3","cn4",n);b("cf1","cf2",n);b("cf3","cf4",n);d.setAttribute("position",\n",
"new y(f,3));d.setAttribute("color",new y(g,3));ma.call(this,d,e);this.camera=a;this.camera.updateProjectionMatrix&&this.camera.updateProjectionMatrix();this.matrix=a.matrixWorld;this.matrixAutoUpdate=!1;this.pointMap=h;this.update()}function na(a,b,c,d,e,f,g){yf.set(e,f,g).unproject(d);a=b[a];if(void 0!==a)for(c=c.getAttribute("position"),b=0,d=a.length;b<d;b++)c.setXYZ(a[b],yf.x,yf.y,yf.z)}function wb(a,b){this.object=a;void 0===b&&(b=16776960);a=new Uint16Array([0,1,1,2,2,3,3,0,4,5,5,6,6,7,7,4,\n",
"0,4,1,5,2,6,3,7]);var c=new Float32Array(24),d=new C;d.setIndex(new M(a,1));d.setAttribute("position",new M(c,3));ma.call(this,d,new la({color:b,toneMapped:!1}));this.matrixAutoUpdate=!1;this.update()}function te(a,b){this.type="Box3Helper";this.box=a;b=b||16776960;a=new Uint16Array([0,1,1,2,2,3,3,0,4,5,5,6,6,7,7,4,0,4,1,5,2,6,3,7]);var c=new C;c.setIndex(new M(a,1));c.setAttribute("position",new y([1,1,1,-1,1,1,-1,-1,1,1,-1,1,1,1,-1,-1,1,-1,-1,-1,-1,1,-1,-1],3));ma.call(this,c,new la({color:b,toneMapped:!1}));\n",
"this.geometry.computeBoundingSphere()}function ue(a,b,c){this.type="PlaneHelper";this.plane=a;this.size=void 0===b?1:b;a=void 0!==c?c:16776960;b=new C;b.setAttribute("position",new y([1,-1,1,-1,1,1,-1,-1,1,1,1,1,-1,1,1,-1,-1,1,1,-1,1,1,1,1,0,0,1,0,0,0],3));b.computeBoundingSphere();Ka.call(this,b,new la({color:a,toneMapped:!1}));b=new C;b.setAttribute("position",new y([1,1,1,-1,1,1,-1,-1,1,1,1,1,-1,-1,1,1,-1,1],3));b.computeBoundingSphere();this.add(new S(b,new Oa({color:a,opacity:.2,transparent:!0,\n",
"depthWrite:!1,toneMapped:!1})))}function xb(a,b,c,d,e,f){F.call(this);void 0===a&&(a=new n(0,0,1));void 0===b&&(b=new n(0,0,0));void 0===c&&(c=1);void 0===d&&(d=16776960);void 0===e&&(e=.2*c);void 0===f&&(f=.2*e);void 0===zf&&(zf=new C,zf.setAttribute("position",new y([0,0,0,0,1,0],3)),Sg=new tb(0,.5,1,5,1),Sg.translate(0,-.5,0));this.position.copy(b);this.line=new Ka(zf,new la({color:d,toneMapped:!1}));this.line.matrixAutoUpdate=!1;this.add(this.line);this.cone=new S(Sg,new Oa({color:d,toneMapped:!1}));\n",
"this.cone.matrixAutoUpdate=!1;this.add(this.cone);this.setDirection(a);this.setLength(c,e,f)}function ve(a){a=a||1;var b=[0,0,0,a,0,0,0,0,0,0,a,0,0,0,0,0,0,a];a=new C;a.setAttribute("position",new y(b,3));a.setAttribute("color",new y([1,0,0,1,.6,0,0,1,0,.6,1,0,0,0,1,0,.6,1],3));b=new la({vertexColors:!0,toneMapped:!1});ma.call(this,a,b)}function Tg(a){T=a;Ug(Af)}function ui(a){var b={magFilter:1003,minFilter:1003,generateMipmaps:!1,type:a?a.type:1009,format:a?a.format:1023,encoding:a?a.encoding:3002,\n",
"depthBuffer:!1,stencilBuffer:!1},c=vi(b);c.depthBuffer=a?!1:!0;Bf=vi(b);return c}function wi(a){Bf.dispose();T.setRenderTarget(Vg);a.scissorTest=!1;a.setSize(a.width,a.height)}function Ug(a){var b=new ob;b.add(new S(we[0],a));T.compile(b,Wg)}function vi(a){a=new Ha(3*kb,3*kb,a);a.texture.mapping=306;a.texture.name="PMREM.cubeUv";a.scissorTest=!0;return a}function Xg(a,b,c,d,e){a.viewport.set(b,c,d,e);a.scissor.set(b,c,d,e)}function xi(a){var b=T.autoClear;T.autoClear=!1;for(var c=1;c<yi;c++)zi(a,\n",
"c-1,c,Math.sqrt(Cf[c]*Cf[c]-Cf[c-1]*Cf[c-1]),Ai[(c-1)%Ai.length]);T.autoClear=b}function zi(a,b,c,d,e){Bi(a,Bf,b,c,d,"latitudinal",e);Bi(Bf,a,c,c,d,"longitudinal",e)}function Bi(a,b,c,d,e,f,g){"latitudinal"!==f&&"longitudinal"!==f&&console.error("blur direction must be either latitudinal or longitudinal!");var h=new ob;h.add(new S(we[d],Af));var l=Af.uniforms,m=Ci[c]-1;m=isFinite(e)?Math.PI/(2*m):2*Math.PI/39;var k=e/m,p=isFinite(e)?1+Math.floor(3*k):20;20<p&&console.warn("sigmaRadians, "+e+", is too large and will clip, as it requested "+\n",
"p+" samples when the maximum is set to 20");e=[];for(var n=0,r=0;20>r;++r){var q=r/k;q=Math.exp(-q*q/2);e.push(q);0==r?n+=q:r<p&&(n+=2*q)}for(r=0;r<e.length;r++)e[r]/=n;l.envMap.value=a.texture;l.samples.value=p;l.weights.value=e;l.latitudinal.value="latitudinal"===f;g&&(l.poleAxis.value=g);l.dTheta.value=m;l.mipInt.value=8-c;l.inputEncoding.value=lb[a.texture.encoding];l.outputEncoding.value=lb[a.texture.encoding];a=Ci[d];q=3*Math.max(0,kb-2*a);Xg(b,q,(0===d?0:2*kb)+2*a*(4<d?d-8+4:0),3*a,2*a);T.setRenderTarget(b);\n",
"T.render(h,Wg)}function Di(){var a=new t(1,1);a=new ub({uniforms:{envMap:{value:null},texelSize:{value:a},inputEncoding:{value:lb[3E3]},outputEncoding:{value:lb[3E3]}},vertexShader:Yg(),fragmentShader:"\\nprecision mediump float;\\nprecision mediump int;\\nvarying vec3 vOutputDirection;\\nuniform sampler2D envMap;\\nuniform vec2 texelSize;\\n\\n"+Zg()+"\\n\\n#define RECIPROCAL_PI 0.31830988618\\n#define RECIPROCAL_PI2 0.15915494\\n\\nvoid main() {\\n\\tgl_FragColor = vec4(0.0);\\n\\tvec3 outputDirection = normalize(vOutputDirection);\\n\\tvec2 uv;\\n\\tuv.y = asin(clamp(outputDirection.y, -1.0, 1.0)) * RECIPROCAL_PI + 0.5;\\n\\tuv.x = atan(outputDirection.z, outputDirection.x) * RECIPROCAL_PI2 + 0.5;\\n\\tvec2 f = fract(uv / texelSize - 0.5);\\n\\tuv -= f * texelSize;\\n\\tvec3 tl = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n\\tuv.x += texelSize.x;\\n\\tvec3 tr = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n\\tuv.y += texelSize.y;\\n\\tvec3 br = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n\\tuv.x -= texelSize.x;\\n\\tvec3 bl = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n\\tvec3 tm = mix(tl, tr, f.x);\\n\\tvec3 bm = mix(bl, br, f.x);\\n\\tgl_FragColor.rgb = mix(tm, bm, f.y);\\n\\tgl_FragColor = linearToOutputTexel(gl_FragColor);\\n}\\n\\t\\t",\n",
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"Object.defineProperties(t.prototype,{width:{get:function(){return this.x},set:function(a){this.x=a}},height:{get:function(){return this.y},set:function(a){this.y=a}}});Object.assign(t.prototype,{isVector2:!0,set:function(a,b){this.x=a;this.y=b;return this},setScalar:function(a){this.y=this.x=a;return this},setX:function(a){this.x=a;return this},setY:function(a){this.y=a;return this},setComponent:function(a,b){switch(a){case 0:this.x=b;break;case 1:this.y=b;break;default:throw Error("index is out of range: "+\n",
"a);}return this},getComponent:function(a){switch(a){case 0:return this.x;case 1:return this.y;default:throw Error("index is out of range: "+a);}},clone:function(){return new this.constructor(this.x,this.y)},copy:function(a){this.x=a.x;this.y=a.y;return this},add:function(a,b){if(void 0!==b)return console.warn("THREE.Vector2: .add() now only accepts one argument. Use .addVectors( a, b ) instead."),this.addVectors(a,b);this.x+=a.x;this.y+=a.y;return this},addScalar:function(a){this.x+=a;this.y+=a;return this},\n",
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"a.y;return this},multiplyScalar:function(a){this.x*=a;this.y*=a;return this},divide:function(a){this.x/=a.x;this.y/=a.y;return this},divideScalar:function(a){return this.multiplyScalar(1/a)},applyMatrix3:function(a){var b=this.x,c=this.y;a=a.elements;this.x=a[0]*b+a[3]*c+a[6];this.y=a[1]*b+a[4]*c+a[7];return this},min:function(a){this.x=Math.min(this.x,a.x);this.y=Math.min(this.y,a.y);return this},max:function(a){this.x=Math.max(this.x,a.x);this.y=Math.max(this.y,a.y);return this},clamp:function(a,\n",
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"equals:function(a){var b=this.elements;a=a.elements;for(var c=0;9>c;c++)if(b[c]!==a[c])return!1;return!0},fromArray:function(a,b){void 0===b&&(b=0);for(var c=0;9>c;c++)this.elements[c]=a[c+b];return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);var c=this.elements;a[b]=c[0];a[b+1]=c[1];a[b+2]=c[2];a[b+3]=c[3];a[b+4]=c[4];a[b+5]=c[5];a[b+6]=c[6];a[b+7]=c[7];a[b+8]=c[8];return a}});var nd,Lb={getDataURL:function(a){if("undefined"==typeof HTMLCanvasElement)return a.src;if(!(a instanceof\n",
"HTMLCanvasElement)){void 0===nd&&(nd=document.createElementNS("http://www.w3.org/1999/xhtml","canvas"));nd.width=a.width;nd.height=a.height;var b=nd.getContext("2d");a instanceof ImageData?b.putImageData(a,0,0):b.drawImage(a,0,0,a.width,a.height);a=nd}return 2048<a.width||2048<a.height?a.toDataURL("image/jpeg",.6):a.toDataURL("image/png")}},pj=0;V.DEFAULT_IMAGE=void 0;V.DEFAULT_MAPPING=300;V.prototype=Object.assign(Object.create(Ea.prototype),{constructor:V,isTexture:!0,updateMatrix:function(){this.matrix.setUvTransform(this.offset.x,\n",
"this.offset.y,this.repeat.x,this.repeat.y,this.rotation,this.center.x,this.center.y)},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.name=a.name;this.image=a.image;this.mipmaps=a.mipmaps.slice(0);this.mapping=a.mapping;this.wrapS=a.wrapS;this.wrapT=a.wrapT;this.magFilter=a.magFilter;this.minFilter=a.minFilter;this.anisotropy=a.anisotropy;this.format=a.format;this.internalFormat=a.internalFormat;this.type=a.type;this.offset.copy(a.offset);this.repeat.copy(a.repeat);\n",
"this.center.copy(a.center);this.rotation=a.rotation;this.matrixAutoUpdate=a.matrixAutoUpdate;this.matrix.copy(a.matrix);this.generateMipmaps=a.generateMipmaps;this.premultiplyAlpha=a.premultiplyAlpha;this.flipY=a.flipY;this.unpackAlignment=a.unpackAlignment;this.encoding=a.encoding;return this},toJSON:function(a){var b=void 0===a||"string"===typeof a;if(!b&&void 0!==a.textures[this.uuid])return a.textures[this.uuid];var c={metadata:{version:4.5,type:"Texture",generator:"Texture.toJSON"},uuid:this.uuid,\n",
"name:this.name,mapping:this.mapping,repeat:[this.repeat.x,this.repeat.y],offset:[this.offset.x,this.offset.y],center:[this.center.x,this.center.y],rotation:this.rotation,wrap:[this.wrapS,this.wrapT],format:this.format,type:this.type,encoding:this.encoding,minFilter:this.minFilter,magFilter:this.magFilter,anisotropy:this.anisotropy,flipY:this.flipY,premultiplyAlpha:this.premultiplyAlpha,unpackAlignment:this.unpackAlignment};if(void 0!==this.image){var d=this.image;void 0===d.uuid&&(d.uuid=L.generateUUID());\n",
"if(!b&&void 0===a.images[d.uuid]){if(Array.isArray(d)){var e=[];for(var f=0,g=d.length;f<g;f++)e.push(Lb.getDataURL(d[f]))}else e=Lb.getDataURL(d);a.images[d.uuid]={uuid:d.uuid,url:e}}c.image=d.uuid}b||(a.textures[this.uuid]=c);return c},dispose:function(){this.dispatchEvent({type:"dispose"})},transformUv:function(a){if(300!==this.mapping)return a;a.applyMatrix3(this.matrix);if(0>a.x||1<a.x)switch(this.wrapS){case 1E3:a.x-=Math.floor(a.x);break;case 1001:a.x=0>a.x?0:1;break;case 1002:a.x=1===Math.abs(Math.floor(a.x)%\n",
"2)?Math.ceil(a.x)-a.x:a.x-Math.floor(a.x)}if(0>a.y||1<a.y)switch(this.wrapT){case 1E3:a.y-=Math.floor(a.y);break;case 1001:a.y=0>a.y?0:1;break;case 1002:a.y=1===Math.abs(Math.floor(a.y)%2)?Math.ceil(a.y)-a.y:a.y-Math.floor(a.y)}this.flipY&&(a.y=1-a.y);return a}});Object.defineProperty(V.prototype,"needsUpdate",{set:function(a){!0===a&&this.version++}});Object.defineProperties(ka.prototype,{width:{get:function(){return this.z},set:function(a){this.z=a}},height:{get:function(){return this.w},set:function(a){this.w=\n",
"a}}});Object.assign(ka.prototype,{isVector4:!0,set:function(a,b,c,d){this.x=a;this.y=b;this.z=c;this.w=d;return this},setScalar:function(a){this.w=this.z=this.y=this.x=a;return this},setX:function(a){this.x=a;return this},setY:function(a){this.y=a;return this},setZ:function(a){this.z=a;return this},setW:function(a){this.w=a;return this},setComponent:function(a,b){switch(a){case 0:this.x=b;break;case 1:this.y=b;break;case 2:this.z=b;break;case 3:this.w=b;break;default:throw Error("index is out of range: "+\n",
"a);}return this},getComponent:function(a){switch(a){case 0:return this.x;case 1:return this.y;case 2:return this.z;case 3:return this.w;default:throw Error("index is out of range: "+a);}},clone:function(){return new this.constructor(this.x,this.y,this.z,this.w)},copy:function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=void 0!==a.w?a.w:1;return this},add:function(a,b){if(void 0!==b)return console.warn("THREE.Vector4: .add() now only accepts one argument. Use .addVectors( a, b ) instead."),this.addVectors(a,\n",
"b);this.x+=a.x;this.y+=a.y;this.z+=a.z;this.w+=a.w;return this},addScalar:function(a){this.x+=a;this.y+=a;this.z+=a;this.w+=a;return this},addVectors:function(a,b){this.x=a.x+b.x;this.y=a.y+b.y;this.z=a.z+b.z;this.w=a.w+b.w;return this},addScaledVector:function(a,b){this.x+=a.x*b;this.y+=a.y*b;this.z+=a.z*b;this.w+=a.w*b;return this},sub:function(a,b){if(void 0!==b)return console.warn("THREE.Vector4: .sub() now only accepts one argument. Use .subVectors( a, b ) instead."),this.subVectors(a,b);this.x-=\n",
"a.x;this.y-=a.y;this.z-=a.z;this.w-=a.w;return this},subScalar:function(a){this.x-=a;this.y-=a;this.z-=a;this.w-=a;return this},subVectors:function(a,b){this.x=a.x-b.x;this.y=a.y-b.y;this.z=a.z-b.z;this.w=a.w-b.w;return this},multiplyScalar:function(a){this.x*=a;this.y*=a;this.z*=a;this.w*=a;return this},applyMatrix4:function(a){var b=this.x,c=this.y,d=this.z,e=this.w;a=a.elements;this.x=a[0]*b+a[4]*c+a[8]*d+a[12]*e;this.y=a[1]*b+a[5]*c+a[9]*d+a[13]*e;this.z=a[2]*b+a[6]*c+a[10]*d+a[14]*e;this.w=a[3]*\n",
"b+a[7]*c+a[11]*d+a[15]*e;return this},divideScalar:function(a){return this.multiplyScalar(1/a)},setAxisAngleFromQuaternion:function(a){this.w=2*Math.acos(a.w);var b=Math.sqrt(1-a.w*a.w);1E-4>b?(this.x=1,this.z=this.y=0):(this.x=a.x/b,this.y=a.y/b,this.z=a.z/b);return this},setAxisAngleFromRotationMatrix:function(a){a=a.elements;var b=a[0];var c=a[4];var d=a[8],e=a[1],f=a[5],g=a[9];var h=a[2];var l=a[6];var m=a[10];if(.01>Math.abs(c-e)&&.01>Math.abs(d-h)&&.01>Math.abs(g-l)){if(.1>Math.abs(c+e)&&.1>\n",
"Math.abs(d+h)&&.1>Math.abs(g+l)&&.1>Math.abs(b+f+m-3))return this.set(1,0,0,0),this;a=Math.PI;b=(b+1)/2;f=(f+1)/2;m=(m+1)/2;c=(c+e)/4;d=(d+h)/4;g=(g+l)/4;b>f&&b>m?.01>b?(l=0,c=h=.707106781):(l=Math.sqrt(b),h=c/l,c=d/l):f>m?.01>f?(l=.707106781,h=0,c=.707106781):(h=Math.sqrt(f),l=c/h,c=g/h):.01>m?(h=l=.707106781,c=0):(c=Math.sqrt(m),l=d/c,h=g/c);this.set(l,h,c,a);return this}a=Math.sqrt((l-g)*(l-g)+(d-h)*(d-h)+(e-c)*(e-c));.001>Math.abs(a)&&(a=1);this.x=(l-g)/a;this.y=(d-h)/a;this.z=(e-c)/a;this.w=\n",
"Math.acos((b+f+m-1)/2);return this},min:function(a){this.x=Math.min(this.x,a.x);this.y=Math.min(this.y,a.y);this.z=Math.min(this.z,a.z);this.w=Math.min(this.w,a.w);return this},max:function(a){this.x=Math.max(this.x,a.x);this.y=Math.max(this.y,a.y);this.z=Math.max(this.z,a.z);this.w=Math.max(this.w,a.w);return this},clamp:function(a,b){this.x=Math.max(a.x,Math.min(b.x,this.x));this.y=Math.max(a.y,Math.min(b.y,this.y));this.z=Math.max(a.z,Math.min(b.z,this.z));this.w=Math.max(a.w,Math.min(b.w,this.w));\n",
"return this},clampScalar:function(a,b){this.x=Math.max(a,Math.min(b,this.x));this.y=Math.max(a,Math.min(b,this.y));this.z=Math.max(a,Math.min(b,this.z));this.w=Math.max(a,Math.min(b,this.w));return this},clampLength:function(a,b){var c=this.length();return this.divideScalar(c||1).multiplyScalar(Math.max(a,Math.min(b,c)))},floor:function(){this.x=Math.floor(this.x);this.y=Math.floor(this.y);this.z=Math.floor(this.z);this.w=Math.floor(this.w);return this},ceil:function(){this.x=Math.ceil(this.x);this.y=\n",
"Math.ceil(this.y);this.z=Math.ceil(this.z);this.w=Math.ceil(this.w);return this},round:function(){this.x=Math.round(this.x);this.y=Math.round(this.y);this.z=Math.round(this.z);this.w=Math.round(this.w);return this},roundToZero:function(){this.x=0>this.x?Math.ceil(this.x):Math.floor(this.x);this.y=0>this.y?Math.ceil(this.y):Math.floor(this.y);this.z=0>this.z?Math.ceil(this.z):Math.floor(this.z);this.w=0>this.w?Math.ceil(this.w):Math.floor(this.w);return this},negate:function(){this.x=-this.x;this.y=\n",
"-this.y;this.z=-this.z;this.w=-this.w;return this},dot:function(a){return this.x*a.x+this.y*a.y+this.z*a.z+this.w*a.w},lengthSq:function(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w},length:function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)},manhattanLength:function(){return Math.abs(this.x)+Math.abs(this.y)+Math.abs(this.z)+Math.abs(this.w)},normalize:function(){return this.divideScalar(this.length()||1)},setLength:function(a){return this.normalize().multiplyScalar(a)},\n",
"lerp:function(a,b){this.x+=(a.x-this.x)*b;this.y+=(a.y-this.y)*b;this.z+=(a.z-this.z)*b;this.w+=(a.w-this.w)*b;return this},lerpVectors:function(a,b,c){return this.subVectors(b,a).multiplyScalar(c).add(a)},equals:function(a){return a.x===this.x&&a.y===this.y&&a.z===this.z&&a.w===this.w},fromArray:function(a,b){void 0===b&&(b=0);this.x=a[b];this.y=a[b+1];this.z=a[b+2];this.w=a[b+3];return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);a[b]=this.x;a[b+1]=this.y;a[b+2]=this.z;a[b+3]=\n",
"this.w;return a},fromBufferAttribute:function(a,b,c){void 0!==c&&console.warn("THREE.Vector4: offset has been removed from .fromBufferAttribute().");this.x=a.getX(b);this.y=a.getY(b);this.z=a.getZ(b);this.w=a.getW(b);return this}});Ha.prototype=Object.assign(Object.create(Ea.prototype),{constructor:Ha,isWebGLRenderTarget:!0,setSize:function(a,b){if(this.width!==a||this.height!==b)this.width=a,this.height=b,this.texture.image.width=a,this.texture.image.height=b,this.dispose();this.viewport.set(0,0,\n",
"a,b);this.scissor.set(0,0,a,b)},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.width=a.width;this.height=a.height;this.viewport.copy(a.viewport);this.texture=a.texture.clone();this.depthBuffer=a.depthBuffer;this.stencilBuffer=a.stencilBuffer;this.depthTexture=a.depthTexture;return this},dispose:function(){this.dispatchEvent({type:"dispose"})}});Zf.prototype=Object.assign(Object.create(Ha.prototype),{constructor:Zf,isWebGLMultisampleRenderTarget:!0,copy:function(a){Ha.prototype.copy.call(this,\n",
"a);this.samples=a.samples;return this}});Object.assign(Aa,{slerp:function(a,b,c,d){return c.copy(a).slerp(b,d)},slerpFlat:function(a,b,c,d,e,f,g){var h=c[d+0],l=c[d+1],m=c[d+2];c=c[d+3];d=e[f+0];var k=e[f+1],p=e[f+2];e=e[f+3];if(c!==e||h!==d||l!==k||m!==p){f=1-g;var n=h*d+l*k+m*p+c*e,r=0<=n?1:-1,q=1-n*n;q>Number.EPSILON&&(q=Math.sqrt(q),n=Math.atan2(q,n*r),f=Math.sin(f*n)/q,g=Math.sin(g*n)/q);r*=g;h=h*f+d*r;l=l*f+k*r;m=m*f+p*r;c=c*f+e*r;f===1-g&&(g=1/Math.sqrt(h*h+l*l+m*m+c*c),h*=g,l*=g,m*=g,c*=g)}a[b]=\n",
"h;a[b+1]=l;a[b+2]=m;a[b+3]=c}});Object.defineProperties(Aa.prototype,{x:{get:function(){return this._x},set:function(a){this._x=a;this._onChangeCallback()}},y:{get:function(){return this._y},set:function(a){this._y=a;this._onChangeCallback()}},z:{get:function(){return this._z},set:function(a){this._z=a;this._onChangeCallback()}},w:{get:function(){return this._w},set:function(a){this._w=a;this._onChangeCallback()}}});Object.assign(Aa.prototype,{isQuaternion:!0,set:function(a,b,c,d){this._x=a;this._y=\n",
"b;this._z=c;this._w=d;this._onChangeCallback();return this},clone:function(){return new this.constructor(this._x,this._y,this._z,this._w)},copy:function(a){this._x=a.x;this._y=a.y;this._z=a.z;this._w=a.w;this._onChangeCallback();return this},setFromEuler:function(a,b){if(!a||!a.isEuler)throw Error("THREE.Quaternion: .setFromEuler() now expects an Euler rotation rather than a Vector3 and order.");var c=a._x,d=a._y,e=a._z;a=a.order;var f=Math.cos,g=Math.sin,h=f(c/2),l=f(d/2);f=f(e/2);c=g(c/2);d=g(d/\n",
"2);e=g(e/2);"XYZ"===a?(this._x=c*l*f+h*d*e,this._y=h*d*f-c*l*e,this._z=h*l*e+c*d*f,this._w=h*l*f-c*d*e):"YXZ"===a?(this._x=c*l*f+h*d*e,this._y=h*d*f-c*l*e,this._z=h*l*e-c*d*f,this._w=h*l*f+c*d*e):"ZXY"===a?(this._x=c*l*f-h*d*e,this._y=h*d*f+c*l*e,this._z=h*l*e+c*d*f,this._w=h*l*f-c*d*e):"ZYX"===a?(this._x=c*l*f-h*d*e,this._y=h*d*f+c*l*e,this._z=h*l*e-c*d*f,this._w=h*l*f+c*d*e):"YZX"===a?(this._x=c*l*f+h*d*e,this._y=h*d*f+c*l*e,this._z=h*l*e-c*d*f,this._w=h*l*f-c*d*e):"XZY"===a&&(this._x=c*l*f-h*d*\n",
"e,this._y=h*d*f-c*l*e,this._z=h*l*e+c*d*f,this._w=h*l*f+c*d*e);!1!==b&&this._onChangeCallback();return this},setFromAxisAngle:function(a,b){b/=2;var c=Math.sin(b);this._x=a.x*c;this._y=a.y*c;this._z=a.z*c;this._w=Math.cos(b);this._onChangeCallback();return this},setFromRotationMatrix:function(a){var b=a.elements,c=b[0];a=b[4];var d=b[8],e=b[1],f=b[5],g=b[9],h=b[2],l=b[6];b=b[10];var m=c+f+b;0<m?(c=.5/Math.sqrt(m+1),this._w=.25/c,this._x=(l-g)*c,this._y=(d-h)*c,this._z=(e-a)*c):c>f&&c>b?(c=2*Math.sqrt(1+\n",
"c-f-b),this._w=(l-g)/c,this._x=.25*c,this._y=(a+e)/c,this._z=(d+h)/c):f>b?(c=2*Math.sqrt(1+f-c-b),this._w=(d-h)/c,this._x=(a+e)/c,this._y=.25*c,this._z=(g+l)/c):(c=2*Math.sqrt(1+b-c-f),this._w=(e-a)/c,this._x=(d+h)/c,this._y=(g+l)/c,this._z=.25*c);this._onChangeCallback();return this},setFromUnitVectors:function(a,b){var c=a.dot(b)+1;1E-6>c?(c=0,Math.abs(a.x)>Math.abs(a.z)?(this._x=-a.y,this._y=a.x,this._z=0):(this._x=0,this._y=-a.z,this._z=a.y)):(this._x=a.y*b.z-a.z*b.y,this._y=a.z*b.x-a.x*b.z,this._z=\n",
"a.x*b.y-a.y*b.x);this._w=c;return this.normalize()},angleTo:function(a){return 2*Math.acos(Math.abs(L.clamp(this.dot(a),-1,1)))},rotateTowards:function(a,b){var c=this.angleTo(a);if(0===c)return this;this.slerp(a,Math.min(1,b/c));return this},inverse:function(){return this.conjugate()},conjugate:function(){this._x*=-1;this._y*=-1;this._z*=-1;this._onChangeCallback();return this},dot:function(a){return this._x*a._x+this._y*a._y+this._z*a._z+this._w*a._w},lengthSq:function(){return this._x*this._x+\n",
"this._y*this._y+this._z*this._z+this._w*this._w},length:function(){return Math.sqrt(this._x*this._x+this._y*this._y+this._z*this._z+this._w*this._w)},normalize:function(){var a=this.length();0===a?(this._z=this._y=this._x=0,this._w=1):(a=1/a,this._x*=a,this._y*=a,this._z*=a,this._w*=a);this._onChangeCallback();return this},multiply:function(a,b){return void 0!==b?(console.warn("THREE.Quaternion: .multiply() now only accepts one argument. Use .multiplyQuaternions( a, b ) instead."),this.multiplyQuaternions(a,\n",
"b)):this.multiplyQuaternions(this,a)},premultiply:function(a){return this.multiplyQuaternions(a,this)},multiplyQuaternions:function(a,b){var c=a._x,d=a._y,e=a._z;a=a._w;var f=b._x,g=b._y,h=b._z;b=b._w;this._x=c*b+a*f+d*h-e*g;this._y=d*b+a*g+e*f-c*h;this._z=e*b+a*h+c*g-d*f;this._w=a*b-c*f-d*g-e*h;this._onChangeCallback();return this},slerp:function(a,b){if(0===b)return this;if(1===b)return this.copy(a);var c=this._x,d=this._y,e=this._z,f=this._w,g=f*a._w+c*a._x+d*a._y+e*a._z;0>g?(this._w=-a._w,this._x=\n",
"-a._x,this._y=-a._y,this._z=-a._z,g=-g):this.copy(a);if(1<=g)return this._w=f,this._x=c,this._y=d,this._z=e,this;a=1-g*g;if(a<=Number.EPSILON)return g=1-b,this._w=g*f+b*this._w,this._x=g*c+b*this._x,this._y=g*d+b*this._y,this._z=g*e+b*this._z,this.normalize(),this._onChangeCallback(),this;a=Math.sqrt(a);var h=Math.atan2(a,g);g=Math.sin((1-b)*h)/a;b=Math.sin(b*h)/a;this._w=f*g+this._w*b;this._x=c*g+this._x*b;this._y=d*g+this._y*b;this._z=e*g+this._z*b;this._onChangeCallback();return this},equals:function(a){return a._x===\n",
"this._x&&a._y===this._y&&a._z===this._z&&a._w===this._w},fromArray:function(a,b){void 0===b&&(b=0);this._x=a[b];this._y=a[b+1];this._z=a[b+2];this._w=a[b+3];this._onChangeCallback();return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);a[b]=this._x;a[b+1]=this._y;a[b+2]=this._z;a[b+3]=this._w;return a},fromBufferAttribute:function(a,b){this._x=a.getX(b);this._y=a.getY(b);this._z=a.getZ(b);this._w=a.getW(b);return this},_onChange:function(a){this._onChangeCallback=a;return this},\n",
"_onChangeCallback:function(){}});var ah=new n,Hi=new Aa;Object.assign(n.prototype,{isVector3:!0,set:function(a,b,c){this.x=a;this.y=b;this.z=c;return this},setScalar:function(a){this.z=this.y=this.x=a;return this},setX:function(a){this.x=a;return this},setY:function(a){this.y=a;return this},setZ:function(a){this.z=a;return this},setComponent:function(a,b){switch(a){case 0:this.x=b;break;case 1:this.y=b;break;case 2:this.z=b;break;default:throw Error("index is out of range: "+a);}return this},getComponent:function(a){switch(a){case 0:return this.x;\n",
"case 1:return this.y;case 2:return this.z;default:throw Error("index is out of range: "+a);}},clone:function(){return new this.constructor(this.x,this.y,this.z)},copy:function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this},add:function(a,b){if(void 0!==b)return console.warn("THREE.Vector3: .add() now only accepts one argument. Use .addVectors( a, b ) instead."),this.addVectors(a,b);this.x+=a.x;this.y+=a.y;this.z+=a.z;return this},addScalar:function(a){this.x+=a;this.y+=a;this.z+=a;return this},\n",
"addVectors:function(a,b){this.x=a.x+b.x;this.y=a.y+b.y;this.z=a.z+b.z;return this},addScaledVector:function(a,b){this.x+=a.x*b;this.y+=a.y*b;this.z+=a.z*b;return this},sub:function(a,b){if(void 0!==b)return console.warn("THREE.Vector3: .sub() now only accepts one argument. Use .subVectors( a, b ) instead."),this.subVectors(a,b);this.x-=a.x;this.y-=a.y;this.z-=a.z;return this},subScalar:function(a){this.x-=a;this.y-=a;this.z-=a;return this},subVectors:function(a,b){this.x=a.x-b.x;this.y=a.y-b.y;this.z=\n",
"a.z-b.z;return this},multiply:function(a,b){if(void 0!==b)return console.warn("THREE.Vector3: .multiply() now only accepts one argument. Use .multiplyVectors( a, b ) instead."),this.multiplyVectors(a,b);this.x*=a.x;this.y*=a.y;this.z*=a.z;return this},multiplyScalar:function(a){this.x*=a;this.y*=a;this.z*=a;return this},multiplyVectors:function(a,b){this.x=a.x*b.x;this.y=a.y*b.y;this.z=a.z*b.z;return this},applyEuler:function(a){a&&a.isEuler||console.error("THREE.Vector3: .applyEuler() now expects an Euler rotation rather than a Vector3 and order.");\n",
"return this.applyQuaternion(Hi.setFromEuler(a))},applyAxisAngle:function(a,b){return this.applyQuaternion(Hi.setFromAxisAngle(a,b))},applyMatrix3:function(a){var b=this.x,c=this.y,d=this.z;a=a.elements;this.x=a[0]*b+a[3]*c+a[6]*d;this.y=a[1]*b+a[4]*c+a[7]*d;this.z=a[2]*b+a[5]*c+a[8]*d;return this},applyNormalMatrix:function(a){return this.applyMatrix3(a).normalize()},applyMatrix4:function(a){var b=this.x,c=this.y,d=this.z;a=a.elements;var e=1/(a[3]*b+a[7]*c+a[11]*d+a[15]);this.x=(a[0]*b+a[4]*c+a[8]*\n",
"d+a[12])*e;this.y=(a[1]*b+a[5]*c+a[9]*d+a[13])*e;this.z=(a[2]*b+a[6]*c+a[10]*d+a[14])*e;return this},applyQuaternion:function(a){var b=this.x,c=this.y,d=this.z,e=a.x,f=a.y,g=a.z;a=a.w;var h=a*b+f*d-g*c,l=a*c+g*b-e*d,m=a*d+e*c-f*b;b=-e*b-f*c-g*d;this.x=h*a+b*-e+l*-g-m*-f;this.y=l*a+b*-f+m*-e-h*-g;this.z=m*a+b*-g+h*-f-l*-e;return this},project:function(a){return this.applyMatrix4(a.matrixWorldInverse).applyMatrix4(a.projectionMatrix)},unproject:function(a){return this.applyMatrix4(a.projectionMatrixInverse).applyMatrix4(a.matrixWorld)},\n",
"transformDirection:function(a){var b=this.x,c=this.y,d=this.z;a=a.elements;this.x=a[0]*b+a[4]*c+a[8]*d;this.y=a[1]*b+a[5]*c+a[9]*d;this.z=a[2]*b+a[6]*c+a[10]*d;return this.normalize()},divide:function(a){this.x/=a.x;this.y/=a.y;this.z/=a.z;return this},divideScalar:function(a){return this.multiplyScalar(1/a)},min:function(a){this.x=Math.min(this.x,a.x);this.y=Math.min(this.y,a.y);this.z=Math.min(this.z,a.z);return this},max:function(a){this.x=Math.max(this.x,a.x);this.y=Math.max(this.y,a.y);this.z=\n",
"Math.max(this.z,a.z);return this},clamp:function(a,b){this.x=Math.max(a.x,Math.min(b.x,this.x));this.y=Math.max(a.y,Math.min(b.y,this.y));this.z=Math.max(a.z,Math.min(b.z,this.z));return this},clampScalar:function(a,b){this.x=Math.max(a,Math.min(b,this.x));this.y=Math.max(a,Math.min(b,this.y));this.z=Math.max(a,Math.min(b,this.z));return this},clampLength:function(a,b){var c=this.length();return this.divideScalar(c||1).multiplyScalar(Math.max(a,Math.min(b,c)))},floor:function(){this.x=Math.floor(this.x);\n",
"this.y=Math.floor(this.y);this.z=Math.floor(this.z);return this},ceil:function(){this.x=Math.ceil(this.x);this.y=Math.ceil(this.y);this.z=Math.ceil(this.z);return this},round:function(){this.x=Math.round(this.x);this.y=Math.round(this.y);this.z=Math.round(this.z);return this},roundToZero:function(){this.x=0>this.x?Math.ceil(this.x):Math.floor(this.x);this.y=0>this.y?Math.ceil(this.y):Math.floor(this.y);this.z=0>this.z?Math.ceil(this.z):Math.floor(this.z);return this},negate:function(){this.x=-this.x;\n",
"this.y=-this.y;this.z=-this.z;return this},dot:function(a){return this.x*a.x+this.y*a.y+this.z*a.z},lengthSq:function(){return this.x*this.x+this.y*this.y+this.z*this.z},length:function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z)},manhattanLength:function(){return Math.abs(this.x)+Math.abs(this.y)+Math.abs(this.z)},normalize:function(){return this.divideScalar(this.length()||1)},setLength:function(a){return this.normalize().multiplyScalar(a)},lerp:function(a,b){this.x+=(a.x-this.x)*\n",
"b;this.y+=(a.y-this.y)*b;this.z+=(a.z-this.z)*b;return this},lerpVectors:function(a,b,c){return this.subVectors(b,a).multiplyScalar(c).add(a)},cross:function(a,b){return void 0!==b?(console.warn("THREE.Vector3: .cross() now only accepts one argument. Use .crossVectors( a, b ) instead."),this.crossVectors(a,b)):this.crossVectors(this,a)},crossVectors:function(a,b){var c=a.x,d=a.y;a=a.z;var e=b.x,f=b.y;b=b.z;this.x=d*b-a*f;this.y=a*e-c*b;this.z=c*f-d*e;return this},projectOnVector:function(a){var b=\n",
"a.lengthSq();if(0===b)return this.set(0,0,0);b=a.dot(this)/b;return this.copy(a).multiplyScalar(b)},projectOnPlane:function(a){ah.copy(this).projectOnVector(a);return this.sub(ah)},reflect:function(a){return this.sub(ah.copy(a).multiplyScalar(2*this.dot(a)))},angleTo:function(a){var b=Math.sqrt(this.lengthSq()*a.lengthSq());if(0===b)return Math.PI/2;a=this.dot(a)/b;return Math.acos(L.clamp(a,-1,1))},distanceTo:function(a){return Math.sqrt(this.distanceToSquared(a))},distanceToSquared:function(a){var b=\n",
"this.x-a.x,c=this.y-a.y;a=this.z-a.z;return b*b+c*c+a*a},manhattanDistanceTo:function(a){return Math.abs(this.x-a.x)+Math.abs(this.y-a.y)+Math.abs(this.z-a.z)},setFromSpherical:function(a){return this.setFromSphericalCoords(a.radius,a.phi,a.theta)},setFromSphericalCoords:function(a,b,c){var d=Math.sin(b)*a;this.x=d*Math.sin(c);this.y=Math.cos(b)*a;this.z=d*Math.cos(c);return this},setFromCylindrical:function(a){return this.setFromCylindricalCoords(a.radius,a.theta,a.y)},setFromCylindricalCoords:function(a,\n",
"b,c){this.x=a*Math.sin(b);this.y=c;this.z=a*Math.cos(b);return this},setFromMatrixPosition:function(a){a=a.elements;this.x=a[12];this.y=a[13];this.z=a[14];return this},setFromMatrixScale:function(a){var b=this.setFromMatrixColumn(a,0).length(),c=this.setFromMatrixColumn(a,1).length();a=this.setFromMatrixColumn(a,2).length();this.x=b;this.y=c;this.z=a;return this},setFromMatrixColumn:function(a,b){return this.fromArray(a.elements,4*b)},setFromMatrix3Column:function(a,b){return this.fromArray(a.elements,\n",
"3*b)},equals:function(a){return a.x===this.x&&a.y===this.y&&a.z===this.z},fromArray:function(a,b){void 0===b&&(b=0);this.x=a[b];this.y=a[b+1];this.z=a[b+2];return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);a[b]=this.x;a[b+1]=this.y;a[b+2]=this.z;return a},fromBufferAttribute:function(a,b,c){void 0!==c&&console.warn("THREE.Vector3: offset has been removed from .fromBufferAttribute().");this.x=a.getX(b);this.y=a.getY(b);this.z=a.getZ(b);return this}});var od=new n,X=new P,Rk=new n(0,\n",
"0,0),Sk=new n(1,1,1),Mb=new n,Df=new n,qa=new n;Object.assign(P.prototype,{isMatrix4:!0,set:function(a,b,c,d,e,f,g,h,l,m,k,p,n,r,q,v){var u=this.elements;u[0]=a;u[4]=b;u[8]=c;u[12]=d;u[1]=e;u[5]=f;u[9]=g;u[13]=h;u[2]=l;u[6]=m;u[10]=k;u[14]=p;u[3]=n;u[7]=r;u[11]=q;u[15]=v;return this},identity:function(){this.set(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1);return this},clone:function(){return(new P).fromArray(this.elements)},copy:function(a){var b=this.elements;a=a.elements;b[0]=a[0];b[1]=a[1];b[2]=a[2];b[3]=\n",
"a[3];b[4]=a[4];b[5]=a[5];b[6]=a[6];b[7]=a[7];b[8]=a[8];b[9]=a[9];b[10]=a[10];b[11]=a[11];b[12]=a[12];b[13]=a[13];b[14]=a[14];b[15]=a[15];return this},copyPosition:function(a){var b=this.elements;a=a.elements;b[12]=a[12];b[13]=a[13];b[14]=a[14];return this},extractBasis:function(a,b,c){a.setFromMatrixColumn(this,0);b.setFromMatrixColumn(this,1);c.setFromMatrixColumn(this,2);return this},makeBasis:function(a,b,c){this.set(a.x,b.x,c.x,0,a.y,b.y,c.y,0,a.z,b.z,c.z,0,0,0,0,1);return this},extractRotation:function(a){var b=\n",
"this.elements,c=a.elements,d=1/od.setFromMatrixColumn(a,0).length(),e=1/od.setFromMatrixColumn(a,1).length();a=1/od.setFromMatrixColumn(a,2).length();b[0]=c[0]*d;b[1]=c[1]*d;b[2]=c[2]*d;b[3]=0;b[4]=c[4]*e;b[5]=c[5]*e;b[6]=c[6]*e;b[7]=0;b[8]=c[8]*a;b[9]=c[9]*a;b[10]=c[10]*a;b[11]=0;b[12]=0;b[13]=0;b[14]=0;b[15]=1;return this},makeRotationFromEuler:function(a){a&&a.isEuler||console.error("THREE.Matrix4: .makeRotationFromEuler() now expects a Euler rotation rather than a Vector3 and order.");var b=this.elements,\n",
"c=a.x,d=a.y,e=a.z,f=Math.cos(c);c=Math.sin(c);var g=Math.cos(d);d=Math.sin(d);var h=Math.cos(e);e=Math.sin(e);if("XYZ"===a.order){a=f*h;var l=f*e,m=c*h,k=c*e;b[0]=g*h;b[4]=-g*e;b[8]=d;b[1]=l+m*d;b[5]=a-k*d;b[9]=-c*g;b[2]=k-a*d;b[6]=m+l*d;b[10]=f*g}else"YXZ"===a.order?(a=g*h,l=g*e,m=d*h,k=d*e,b[0]=a+k*c,b[4]=m*c-l,b[8]=f*d,b[1]=f*e,b[5]=f*h,b[9]=-c,b[2]=l*c-m,b[6]=k+a*c,b[10]=f*g):"ZXY"===a.order?(a=g*h,l=g*e,m=d*h,k=d*e,b[0]=a-k*c,b[4]=-f*e,b[8]=m+l*c,b[1]=l+m*c,b[5]=f*h,b[9]=k-a*c,b[2]=-f*d,b[6]=\n",
"c,b[10]=f*g):"ZYX"===a.order?(a=f*h,l=f*e,m=c*h,k=c*e,b[0]=g*h,b[4]=m*d-l,b[8]=a*d+k,b[1]=g*e,b[5]=k*d+a,b[9]=l*d-m,b[2]=-d,b[6]=c*g,b[10]=f*g):"YZX"===a.order?(a=f*g,l=f*d,m=c*g,k=c*d,b[0]=g*h,b[4]=k-a*e,b[8]=m*e+l,b[1]=e,b[5]=f*h,b[9]=-c*h,b[2]=-d*h,b[6]=l*e+m,b[10]=a-k*e):"XZY"===a.order&&(a=f*g,l=f*d,m=c*g,k=c*d,b[0]=g*h,b[4]=-e,b[8]=d*h,b[1]=a*e+k,b[5]=f*h,b[9]=l*e-m,b[2]=m*e-l,b[6]=c*h,b[10]=k*e+a);b[3]=0;b[7]=0;b[11]=0;b[12]=0;b[13]=0;b[14]=0;b[15]=1;return this},makeRotationFromQuaternion:function(a){return this.compose(Rk,\n",
"a,Sk)},lookAt:function(a,b,c){var d=this.elements;qa.subVectors(a,b);0===qa.lengthSq()&&(qa.z=1);qa.normalize();Mb.crossVectors(c,qa);0===Mb.lengthSq()&&(1===Math.abs(c.z)?qa.x+=1E-4:qa.z+=1E-4,qa.normalize(),Mb.crossVectors(c,qa));Mb.normalize();Df.crossVectors(qa,Mb);d[0]=Mb.x;d[4]=Df.x;d[8]=qa.x;d[1]=Mb.y;d[5]=Df.y;d[9]=qa.y;d[2]=Mb.z;d[6]=Df.z;d[10]=qa.z;return this},multiply:function(a,b){return void 0!==b?(console.warn("THREE.Matrix4: .multiply() now only accepts one argument. Use .multiplyMatrices( a, b ) instead."),\n",
"this.multiplyMatrices(a,b)):this.multiplyMatrices(this,a)},premultiply:function(a){return this.multiplyMatrices(a,this)},multiplyMatrices:function(a,b){var c=a.elements,d=b.elements;b=this.elements;a=c[0];var e=c[4],f=c[8],g=c[12],h=c[1],l=c[5],m=c[9],k=c[13],p=c[2],n=c[6],r=c[10],q=c[14],v=c[3],t=c[7],w=c[11];c=c[15];var z=d[0],A=d[4],C=d[8],y=d[12],B=d[1],D=d[5],F=d[9],G=d[13],K=d[2],H=d[6],L=d[10],M=d[14],N=d[3],O=d[7],P=d[11];d=d[15];b[0]=a*z+e*B+f*K+g*N;b[4]=a*A+e*D+f*H+g*O;b[8]=a*C+e*F+f*L+\n",
"g*P;b[12]=a*y+e*G+f*M+g*d;b[1]=h*z+l*B+m*K+k*N;b[5]=h*A+l*D+m*H+k*O;b[9]=h*C+l*F+m*L+k*P;b[13]=h*y+l*G+m*M+k*d;b[2]=p*z+n*B+r*K+q*N;b[6]=p*A+n*D+r*H+q*O;b[10]=p*C+n*F+r*L+q*P;b[14]=p*y+n*G+r*M+q*d;b[3]=v*z+t*B+w*K+c*N;b[7]=v*A+t*D+w*H+c*O;b[11]=v*C+t*F+w*L+c*P;b[15]=v*y+t*G+w*M+c*d;return this},multiplyScalar:function(a){var b=this.elements;b[0]*=a;b[4]*=a;b[8]*=a;b[12]*=a;b[1]*=a;b[5]*=a;b[9]*=a;b[13]*=a;b[2]*=a;b[6]*=a;b[10]*=a;b[14]*=a;b[3]*=a;b[7]*=a;b[11]*=a;b[15]*=a;return this},determinant:function(){var a=\n",
"this.elements,b=a[0],c=a[4],d=a[8],e=a[12],f=a[1],g=a[5],h=a[9],l=a[13],m=a[2],k=a[6],p=a[10],n=a[14];return a[3]*(+e*h*k-d*l*k-e*g*p+c*l*p+d*g*n-c*h*n)+a[7]*(+b*h*n-b*l*p+e*f*p-d*f*n+d*l*m-e*h*m)+a[11]*(+b*l*k-b*g*n-e*f*k+c*f*n+e*g*m-c*l*m)+a[15]*(-d*g*m-b*h*k+b*g*p+d*f*k-c*f*p+c*h*m)},transpose:function(){var a=this.elements;var b=a[1];a[1]=a[4];a[4]=b;b=a[2];a[2]=a[8];a[8]=b;b=a[6];a[6]=a[9];a[9]=b;b=a[3];a[3]=a[12];a[12]=b;b=a[7];a[7]=a[13];a[13]=b;b=a[11];a[11]=a[14];a[14]=b;return this},setPosition:function(a,\n",
"b,c){var d=this.elements;a.isVector3?(d[12]=a.x,d[13]=a.y,d[14]=a.z):(d[12]=a,d[13]=b,d[14]=c);return this},getInverse:function(a,b){void 0!==b&&console.warn("THREE.Matrix4: .getInverse() can no longer be configured to throw on degenerate.");b=this.elements;var c=a.elements;a=c[0];var d=c[1],e=c[2],f=c[3],g=c[4],h=c[5],l=c[6],m=c[7],k=c[8],p=c[9],n=c[10],r=c[11],q=c[12],v=c[13],t=c[14];c=c[15];var w=p*t*m-v*n*m+v*l*r-h*t*r-p*l*c+h*n*c,z=q*n*m-k*t*m-q*l*r+g*t*r+k*l*c-g*n*c,A=k*v*m-q*p*m+q*h*r-g*v*\n",
"r-k*h*c+g*p*c,C=q*p*l-k*v*l-q*h*n+g*v*n+k*h*t-g*p*t,y=a*w+d*z+e*A+f*C;if(0===y)return this.set(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0);y=1/y;b[0]=w*y;b[1]=(v*n*f-p*t*f-v*e*r+d*t*r+p*e*c-d*n*c)*y;b[2]=(h*t*f-v*l*f+v*e*m-d*t*m-h*e*c+d*l*c)*y;b[3]=(p*l*f-h*n*f-p*e*m+d*n*m+h*e*r-d*l*r)*y;b[4]=z*y;b[5]=(k*t*f-q*n*f+q*e*r-a*t*r-k*e*c+a*n*c)*y;b[6]=(q*l*f-g*t*f-q*e*m+a*t*m+g*e*c-a*l*c)*y;b[7]=(g*n*f-k*l*f+k*e*m-a*n*m-g*e*r+a*l*r)*y;b[8]=A*y;b[9]=(q*p*f-k*v*f-q*d*r+a*v*r+k*d*c-a*p*c)*y;b[10]=(g*v*f-q*h*f+q*d*m-\n",
"a*v*m-g*d*c+a*h*c)*y;b[11]=(k*h*f-g*p*f-k*d*m+a*p*m+g*d*r-a*h*r)*y;b[12]=C*y;b[13]=(k*v*e-q*p*e+q*d*n-a*v*n-k*d*t+a*p*t)*y;b[14]=(q*h*e-g*v*e-q*d*l+a*v*l+g*d*t-a*h*t)*y;b[15]=(g*p*e-k*h*e+k*d*l-a*p*l-g*d*n+a*h*n)*y;return this},scale:function(a){var b=this.elements,c=a.x,d=a.y;a=a.z;b[0]*=c;b[4]*=d;b[8]*=a;b[1]*=c;b[5]*=d;b[9]*=a;b[2]*=c;b[6]*=d;b[10]*=a;b[3]*=c;b[7]*=d;b[11]*=a;return this},getMaxScaleOnAxis:function(){var a=this.elements;return Math.sqrt(Math.max(a[0]*a[0]+a[1]*a[1]+a[2]*a[2],a[4]*\n",
"a[4]+a[5]*a[5]+a[6]*a[6],a[8]*a[8]+a[9]*a[9]+a[10]*a[10]))},makeTranslation:function(a,b,c){this.set(1,0,0,a,0,1,0,b,0,0,1,c,0,0,0,1);return this},makeRotationX:function(a){var b=Math.cos(a);a=Math.sin(a);this.set(1,0,0,0,0,b,-a,0,0,a,b,0,0,0,0,1);return this},makeRotationY:function(a){var b=Math.cos(a);a=Math.sin(a);this.set(b,0,a,0,0,1,0,0,-a,0,b,0,0,0,0,1);return this},makeRotationZ:function(a){var b=Math.cos(a);a=Math.sin(a);this.set(b,-a,0,0,a,b,0,0,0,0,1,0,0,0,0,1);return this},makeRotationAxis:function(a,\n",
"b){var c=Math.cos(b);b=Math.sin(b);var d=1-c,e=a.x,f=a.y;a=a.z;var g=d*e,h=d*f;this.set(g*e+c,g*f-b*a,g*a+b*f,0,g*f+b*a,h*f+c,h*a-b*e,0,g*a-b*f,h*a+b*e,d*a*a+c,0,0,0,0,1);return this},makeScale:function(a,b,c){this.set(a,0,0,0,0,b,0,0,0,0,c,0,0,0,0,1);return this},makeShear:function(a,b,c){this.set(1,b,c,0,a,1,c,0,a,b,1,0,0,0,0,1);return this},compose:function(a,b,c){var d=this.elements,e=b._x,f=b._y,g=b._z,h=b._w,l=e+e,m=f+f,k=g+g;b=e*l;var p=e*m;e*=k;var n=f*m;f*=k;g*=k;l*=h;m*=h;h*=k;k=c.x;var r=\n",
"c.y;c=c.z;d[0]=(1-(n+g))*k;d[1]=(p+h)*k;d[2]=(e-m)*k;d[3]=0;d[4]=(p-h)*r;d[5]=(1-(b+g))*r;d[6]=(f+l)*r;d[7]=0;d[8]=(e+m)*c;d[9]=(f-l)*c;d[10]=(1-(b+n))*c;d[11]=0;d[12]=a.x;d[13]=a.y;d[14]=a.z;d[15]=1;return this},decompose:function(a,b,c){var d=this.elements,e=od.set(d[0],d[1],d[2]).length(),f=od.set(d[4],d[5],d[6]).length(),g=od.set(d[8],d[9],d[10]).length();0>this.determinant()&&(e=-e);a.x=d[12];a.y=d[13];a.z=d[14];X.copy(this);a=1/e;d=1/f;var h=1/g;X.elements[0]*=a;X.elements[1]*=a;X.elements[2]*=\n",
"a;X.elements[4]*=d;X.elements[5]*=d;X.elements[6]*=d;X.elements[8]*=h;X.elements[9]*=h;X.elements[10]*=h;b.setFromRotationMatrix(X);c.x=e;c.y=f;c.z=g;return this},makePerspective:function(a,b,c,d,e,f){void 0===f&&console.warn("THREE.Matrix4: .makePerspective() has been redefined and has a new signature. Please check the docs.");var g=this.elements;g[0]=2*e/(b-a);g[4]=0;g[8]=(b+a)/(b-a);g[12]=0;g[1]=0;g[5]=2*e/(c-d);g[9]=(c+d)/(c-d);g[13]=0;g[2]=0;g[6]=0;g[10]=-(f+e)/(f-e);g[14]=-2*f*e/(f-e);g[3]=\n",
"0;g[7]=0;g[11]=-1;g[15]=0;return this},makeOrthographic:function(a,b,c,d,e,f){var g=this.elements,h=1/(b-a),l=1/(c-d),m=1/(f-e);g[0]=2*h;g[4]=0;g[8]=0;g[12]=-((b+a)*h);g[1]=0;g[5]=2*l;g[9]=0;g[13]=-((c+d)*l);g[2]=0;g[6]=0;g[10]=-2*m;g[14]=-((f+e)*m);g[3]=0;g[7]=0;g[11]=0;g[15]=1;return this},equals:function(a){var b=this.elements;a=a.elements;for(var c=0;16>c;c++)if(b[c]!==a[c])return!1;return!0},fromArray:function(a,b){void 0===b&&(b=0);for(var c=0;16>c;c++)this.elements[c]=a[c+b];return this},toArray:function(a,\n",
"b){void 0===a&&(a=[]);void 0===b&&(b=0);var c=this.elements;a[b]=c[0];a[b+1]=c[1];a[b+2]=c[2];a[b+3]=c[3];a[b+4]=c[4];a[b+5]=c[5];a[b+6]=c[6];a[b+7]=c[7];a[b+8]=c[8];a[b+9]=c[9];a[b+10]=c[10];a[b+11]=c[11];a[b+12]=c[12];a[b+13]=c[13];a[b+14]=c[14];a[b+15]=c[15];return a}});var Ii=new P,Ji=new Aa;Tb.RotationOrders="XYZ YZX ZXY XZY YXZ ZYX".split(" ");Tb.DefaultOrder="XYZ";Object.defineProperties(Tb.prototype,{x:{get:function(){return this._x},set:function(a){this._x=a;this._onChangeCallback()}},y:{get:function(){return this._y},\n",
"set:function(a){this._y=a;this._onChangeCallback()}},z:{get:function(){return this._z},set:function(a){this._z=a;this._onChangeCallback()}},order:{get:function(){return this._order},set:function(a){this._order=a;this._onChangeCallback()}}});Object.assign(Tb.prototype,{isEuler:!0,set:function(a,b,c,d){this._x=a;this._y=b;this._z=c;this._order=d||this._order;this._onChangeCallback();return this},clone:function(){return new this.constructor(this._x,this._y,this._z,this._order)},copy:function(a){this._x=\n",
"a._x;this._y=a._y;this._z=a._z;this._order=a._order;this._onChangeCallback();return this},setFromRotationMatrix:function(a,b,c){var d=L.clamp,e=a.elements;a=e[0];var f=e[4],g=e[8],h=e[1],l=e[5],m=e[9],k=e[2],p=e[6];e=e[10];b=b||this._order;"XYZ"===b?(this._y=Math.asin(d(g,-1,1)),.9999999>Math.abs(g)?(this._x=Math.atan2(-m,e),this._z=Math.atan2(-f,a)):(this._x=Math.atan2(p,l),this._z=0)):"YXZ"===b?(this._x=Math.asin(-d(m,-1,1)),.9999999>Math.abs(m)?(this._y=Math.atan2(g,e),this._z=Math.atan2(h,l)):\n",
"(this._y=Math.atan2(-k,a),this._z=0)):"ZXY"===b?(this._x=Math.asin(d(p,-1,1)),.9999999>Math.abs(p)?(this._y=Math.atan2(-k,e),this._z=Math.atan2(-f,l)):(this._y=0,this._z=Math.atan2(h,a))):"ZYX"===b?(this._y=Math.asin(-d(k,-1,1)),.9999999>Math.abs(k)?(this._x=Math.atan2(p,e),this._z=Math.atan2(h,a)):(this._x=0,this._z=Math.atan2(-f,l))):"YZX"===b?(this._z=Math.asin(d(h,-1,1)),.9999999>Math.abs(h)?(this._x=Math.atan2(-m,l),this._y=Math.atan2(-k,a)):(this._x=0,this._y=Math.atan2(g,e))):"XZY"===b?(this._z=\n",
"Math.asin(-d(f,-1,1)),.9999999>Math.abs(f)?(this._x=Math.atan2(p,l),this._y=Math.atan2(g,a)):(this._x=Math.atan2(-m,e),this._y=0)):console.warn("THREE.Euler: .setFromRotationMatrix() given unsupported order: "+b);this._order=b;!1!==c&&this._onChangeCallback();return this},setFromQuaternion:function(a,b,c){Ii.makeRotationFromQuaternion(a);return this.setFromRotationMatrix(Ii,b,c)},setFromVector3:function(a,b){return this.set(a.x,a.y,a.z,b||this._order)},reorder:function(a){Ji.setFromEuler(this);return this.setFromQuaternion(Ji,\n",
"a)},equals:function(a){return a._x===this._x&&a._y===this._y&&a._z===this._z&&a._order===this._order},fromArray:function(a){this._x=a[0];this._y=a[1];this._z=a[2];void 0!==a[3]&&(this._order=a[3]);this._onChangeCallback();return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);a[b]=this._x;a[b+1]=this._y;a[b+2]=this._z;a[b+3]=this._order;return a},toVector3:function(a){return a?a.set(this._x,this._y,this._z):new n(this._x,this._y,this._z)},_onChange:function(a){this._onChangeCallback=\n",
"a;return this},_onChangeCallback:function(){}});Object.assign(He.prototype,{set:function(a){this.mask=1<<a|0},enable:function(a){this.mask=this.mask|1<<a|0},enableAll:function(){this.mask=-1},toggle:function(a){this.mask^=1<<a|0},disable:function(a){this.mask&=~(1<<a|0)},disableAll:function(){this.mask=0},test:function(a){return 0!==(this.mask&a.mask)}});var qj=0,Ki=new n,pd=new Aa,yb=new P,Ef=new n,ye=new n,Tk=new n,Uk=new Aa,Li=new n(1,0,0),Mi=new n(0,1,0),Ni=new n(0,0,1),Vk={type:"added"},Wk={type:"removed"};\n",
"F.DefaultUp=new n(0,1,0);F.DefaultMatrixAutoUpdate=!0;F.prototype=Object.assign(Object.create(Ea.prototype),{constructor:F,isObject3D:!0,onBeforeRender:function(){},onAfterRender:function(){},applyMatrix4:function(a){this.matrixAutoUpdate&&this.updateMatrix();this.matrix.premultiply(a);this.matrix.decompose(this.position,this.quaternion,this.scale)},applyQuaternion:function(a){this.quaternion.premultiply(a);return this},setRotationFromAxisAngle:function(a,b){this.quaternion.setFromAxisAngle(a,b)},\n",
"setRotationFromEuler:function(a){this.quaternion.setFromEuler(a,!0)},setRotationFromMatrix:function(a){this.quaternion.setFromRotationMatrix(a)},setRotationFromQuaternion:function(a){this.quaternion.copy(a)},rotateOnAxis:function(a,b){pd.setFromAxisAngle(a,b);this.quaternion.multiply(pd);return this},rotateOnWorldAxis:function(a,b){pd.setFromAxisAngle(a,b);this.quaternion.premultiply(pd);return this},rotateX:function(a){return this.rotateOnAxis(Li,a)},rotateY:function(a){return this.rotateOnAxis(Mi,\n",
"a)},rotateZ:function(a){return this.rotateOnAxis(Ni,a)},translateOnAxis:function(a,b){Ki.copy(a).applyQuaternion(this.quaternion);this.position.add(Ki.multiplyScalar(b));return this},translateX:function(a){return this.translateOnAxis(Li,a)},translateY:function(a){return this.translateOnAxis(Mi,a)},translateZ:function(a){return this.translateOnAxis(Ni,a)},localToWorld:function(a){return a.applyMatrix4(this.matrixWorld)},worldToLocal:function(a){return a.applyMatrix4(yb.getInverse(this.matrixWorld))},\n",
"lookAt:function(a,b,c){a.isVector3?Ef.copy(a):Ef.set(a,b,c);a=this.parent;this.updateWorldMatrix(!0,!1);ye.setFromMatrixPosition(this.matrixWorld);this.isCamera||this.isLight?yb.lookAt(ye,Ef,this.up):yb.lookAt(Ef,ye,this.up);this.quaternion.setFromRotationMatrix(yb);a&&(yb.extractRotation(a.matrixWorld),pd.setFromRotationMatrix(yb),this.quaternion.premultiply(pd.inverse()))},add:function(a){if(1<arguments.length){for(var b=0;b<arguments.length;b++)this.add(arguments[b]);return this}if(a===this)return console.error("THREE.Object3D.add: object can't be added as a child of itself.",\n",
"a),this;a&&a.isObject3D?(null!==a.parent&&a.parent.remove(a),a.parent=this,this.children.push(a),a.dispatchEvent(Vk)):console.error("THREE.Object3D.add: object not an instance of THREE.Object3D.",a);return this},remove:function(a){if(1<arguments.length){for(var b=0;b<arguments.length;b++)this.remove(arguments[b]);return this}b=this.children.indexOf(a);-1!==b&&(a.parent=null,this.children.splice(b,1),a.dispatchEvent(Wk));return this},attach:function(a){this.updateWorldMatrix(!0,!1);yb.getInverse(this.matrixWorld);\n",
"null!==a.parent&&(a.parent.updateWorldMatrix(!0,!1),yb.multiply(a.parent.matrixWorld));a.applyMatrix4(yb);a.updateWorldMatrix(!1,!1);this.add(a);return this},getObjectById:function(a){return this.getObjectByProperty("id",a)},getObjectByName:function(a){return this.getObjectByProperty("name",a)},getObjectByProperty:function(a,b){if(this[a]===b)return this;for(var c=0,d=this.children.length;c<d;c++){var e=this.children[c].getObjectByProperty(a,b);if(void 0!==e)return e}},getWorldPosition:function(a){void 0===\n",
"a&&(console.warn("THREE.Object3D: .getWorldPosition() target is now required"),a=new n);this.updateMatrixWorld(!0);return a.setFromMatrixPosition(this.matrixWorld)},getWorldQuaternion:function(a){void 0===a&&(console.warn("THREE.Object3D: .getWorldQuaternion() target is now required"),a=new Aa);this.updateMatrixWorld(!0);this.matrixWorld.decompose(ye,a,Tk);return a},getWorldScale:function(a){void 0===a&&(console.warn("THREE.Object3D: .getWorldScale() target is now required"),a=new n);this.updateMatrixWorld(!0);\n",
"this.matrixWorld.decompose(ye,Uk,a);return a},getWorldDirection:function(a){void 0===a&&(console.warn("THREE.Object3D: .getWorldDirection() target is now required"),a=new n);this.updateMatrixWorld(!0);var b=this.matrixWorld.elements;return a.set(b[8],b[9],b[10]).normalize()},raycast:function(){},traverse:function(a){a(this);for(var b=this.children,c=0,d=b.length;c<d;c++)b[c].traverse(a)},traverseVisible:function(a){if(!1!==this.visible){a(this);for(var b=this.children,c=0,d=b.length;c<d;c++)b[c].traverseVisible(a)}},\n",
"traverseAncestors:function(a){var b=this.parent;null!==b&&(a(b),b.traverseAncestors(a))},updateMatrix:function(){this.matrix.compose(this.position,this.quaternion,this.scale);this.matrixWorldNeedsUpdate=!0},updateMatrixWorld:function(a){this.matrixAutoUpdate&&this.updateMatrix();if(this.matrixWorldNeedsUpdate||a)null===this.parent?this.matrixWorld.copy(this.matrix):this.matrixWorld.multiplyMatrices(this.parent.matrixWorld,this.matrix),this.matrixWorldNeedsUpdate=!1,a=!0;for(var b=this.children,c=\n",
"0,d=b.length;c<d;c++)b[c].updateMatrixWorld(a)},updateWorldMatrix:function(a,b){var c=this.parent;!0===a&&null!==c&&c.updateWorldMatrix(!0,!1);this.matrixAutoUpdate&&this.updateMatrix();null===this.parent?this.matrixWorld.copy(this.matrix):this.matrixWorld.multiplyMatrices(this.parent.matrixWorld,this.matrix);if(!0===b)for(a=this.children,b=0,c=a.length;b<c;b++)a[b].updateWorldMatrix(!1,!0)},toJSON:function(a){function b(b,c){void 0===b[c.uuid]&&(b[c.uuid]=c.toJSON(a));return c.uuid}function c(a){var b=\n",
"[],c;for(c in a){var d=a[c];delete d.metadata;b.push(d)}return b}var d=void 0===a||"string"===typeof a,e={};d&&(a={geometries:{},materials:{},textures:{},images:{},shapes:{}},e.metadata={version:4.5,type:"Object",generator:"Object3D.toJSON"});var f={};f.uuid=this.uuid;f.type=this.type;""!==this.name&&(f.name=this.name);!0===this.castShadow&&(f.castShadow=!0);!0===this.receiveShadow&&(f.receiveShadow=!0);!1===this.visible&&(f.visible=!1);!1===this.frustumCulled&&(f.frustumCulled=!1);0!==this.renderOrder&&\n",
"(f.renderOrder=this.renderOrder);"{}"!==JSON.stringify(this.userData)&&(f.userData=this.userData);f.layers=this.layers.mask;f.matrix=this.matrix.toArray();!1===this.matrixAutoUpdate&&(f.matrixAutoUpdate=!1);this.isInstancedMesh&&(f.type="InstancedMesh",f.count=this.count,f.instanceMatrix=this.instanceMatrix.toJSON());if(this.isMesh||this.isLine||this.isPoints){f.geometry=b(a.geometries,this.geometry);var g=this.geometry.parameters;if(void 0!==g&&void 0!==g.shapes)if(g=g.shapes,Array.isArray(g))for(var h=\n",
"0,l=g.length;h<l;h++)b(a.shapes,g[h]);else b(a.shapes,g)}if(void 0!==this.material)if(Array.isArray(this.material)){g=[];h=0;for(l=this.material.length;h<l;h++)g.push(b(a.materials,this.material[h]));f.material=g}else f.material=b(a.materials,this.material);if(0<this.children.length)for(f.children=[],h=0;h<this.children.length;h++)f.children.push(this.children[h].toJSON(a).object);if(d){d=c(a.geometries);h=c(a.materials);l=c(a.textures);var m=c(a.images);g=c(a.shapes);0<d.length&&(e.geometries=d);\n",
"0<h.length&&(e.materials=h);0<l.length&&(e.textures=l);0<m.length&&(e.images=m);0<g.length&&(e.shapes=g)}e.object=f;return e},clone:function(a){return(new this.constructor).copy(this,a)},copy:function(a,b){void 0===b&&(b=!0);this.name=a.name;this.up.copy(a.up);this.position.copy(a.position);this.quaternion.copy(a.quaternion);this.scale.copy(a.scale);this.matrix.copy(a.matrix);this.matrixWorld.copy(a.matrixWorld);this.matrixAutoUpdate=a.matrixAutoUpdate;this.matrixWorldNeedsUpdate=a.matrixWorldNeedsUpdate;\n",
"this.layers.mask=a.layers.mask;this.visible=a.visible;this.castShadow=a.castShadow;this.receiveShadow=a.receiveShadow;this.frustumCulled=a.frustumCulled;this.renderOrder=a.renderOrder;this.userData=JSON.parse(JSON.stringify(a.userData));if(!0===b)for(b=0;b<a.children.length;b++)this.add(a.children[b].clone());return this}});ob.prototype=Object.assign(Object.create(F.prototype),{constructor:ob,isScene:!0,copy:function(a,b){F.prototype.copy.call(this,a,b);null!==a.background&&(this.background=a.background.clone());\n",
"null!==a.environment&&(this.environment=a.environment.clone());null!==a.fog&&(this.fog=a.fog.clone());null!==a.overrideMaterial&&(this.overrideMaterial=a.overrideMaterial.clone());this.autoUpdate=a.autoUpdate;this.matrixAutoUpdate=a.matrixAutoUpdate;return this},toJSON:function(a){var b=F.prototype.toJSON.call(this,a);null!==this.background&&(b.object.background=this.background.toJSON(a));null!==this.environment&&(b.object.environment=this.environment.toJSON(a));null!==this.fog&&(b.object.fog=this.fog.toJSON());\n",
"return b},dispose:function(){this.dispatchEvent({type:"dispose"})}});var zb=[new n,new n,new n,new n,new n,new n,new n,new n],ze=new n,bh=new Sa,qd=new n,rd=new n,sd=new n,Nb=new n,Ob=new n,sc=new n,Ae=new n,Ff=new n,Gf=new n,Ub=new n;Object.assign(Sa.prototype,{isBox3:!0,set:function(a,b){this.min.copy(a);this.max.copy(b);return this},setFromArray:function(a){for(var b=Infinity,c=Infinity,d=Infinity,e=-Infinity,f=-Infinity,g=-Infinity,h=0,l=a.length;h<l;h+=3){var m=a[h],k=a[h+1],p=a[h+2];m<b&&(b=\n",
"m);k<c&&(c=k);p<d&&(d=p);m>e&&(e=m);k>f&&(f=k);p>g&&(g=p)}this.min.set(b,c,d);this.max.set(e,f,g);return this},setFromBufferAttribute:function(a){for(var b=Infinity,c=Infinity,d=Infinity,e=-Infinity,f=-Infinity,g=-Infinity,h=0,l=a.count;h<l;h++){var m=a.getX(h),k=a.getY(h),p=a.getZ(h);m<b&&(b=m);k<c&&(c=k);p<d&&(d=p);m>e&&(e=m);k>f&&(f=k);p>g&&(g=p)}this.min.set(b,c,d);this.max.set(e,f,g);return this},setFromPoints:function(a){this.makeEmpty();for(var b=0,c=a.length;b<c;b++)this.expandByPoint(a[b]);\n",
"return this},setFromCenterAndSize:function(a,b){b=ze.copy(b).multiplyScalar(.5);this.min.copy(a).sub(b);this.max.copy(a).add(b);return this},setFromObject:function(a){this.makeEmpty();return this.expandByObject(a)},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.min.copy(a.min);this.max.copy(a.max);return this},makeEmpty:function(){this.min.x=this.min.y=this.min.z=Infinity;this.max.x=this.max.y=this.max.z=-Infinity;return this},isEmpty:function(){return this.max.x<\n",
"this.min.x||this.max.y<this.min.y||this.max.z<this.min.z},getCenter:function(a){void 0===a&&(console.warn("THREE.Box3: .getCenter() target is now required"),a=new n);return this.isEmpty()?a.set(0,0,0):a.addVectors(this.min,this.max).multiplyScalar(.5)},getSize:function(a){void 0===a&&(console.warn("THREE.Box3: .getSize() target is now required"),a=new n);return this.isEmpty()?a.set(0,0,0):a.subVectors(this.max,this.min)},expandByPoint:function(a){this.min.min(a);this.max.max(a);return this},expandByVector:function(a){this.min.sub(a);\n",
"this.max.add(a);return this},expandByScalar:function(a){this.min.addScalar(-a);this.max.addScalar(a);return this},expandByObject:function(a){a.updateWorldMatrix(!1,!1);var b=a.geometry;void 0!==b&&(null===b.boundingBox&&b.computeBoundingBox(),bh.copy(b.boundingBox),bh.applyMatrix4(a.matrixWorld),this.union(bh));a=a.children;b=0;for(var c=a.length;b<c;b++)this.expandByObject(a[b]);return this},containsPoint:function(a){return a.x<this.min.x||a.x>this.max.x||a.y<this.min.y||a.y>this.max.y||a.z<this.min.z||\n",
"a.z>this.max.z?!1:!0},containsBox:function(a){return this.min.x<=a.min.x&&a.max.x<=this.max.x&&this.min.y<=a.min.y&&a.max.y<=this.max.y&&this.min.z<=a.min.z&&a.max.z<=this.max.z},getParameter:function(a,b){void 0===b&&(console.warn("THREE.Box3: .getParameter() target is now required"),b=new n);return b.set((a.x-this.min.x)/(this.max.x-this.min.x),(a.y-this.min.y)/(this.max.y-this.min.y),(a.z-this.min.z)/(this.max.z-this.min.z))},intersectsBox:function(a){return a.max.x<this.min.x||a.min.x>this.max.x||\n",
"a.max.y<this.min.y||a.min.y>this.max.y||a.max.z<this.min.z||a.min.z>this.max.z?!1:!0},intersectsSphere:function(a){this.clampPoint(a.center,ze);return ze.distanceToSquared(a.center)<=a.radius*a.radius},intersectsPlane:function(a){if(0<a.normal.x){var b=a.normal.x*this.min.x;var c=a.normal.x*this.max.x}else b=a.normal.x*this.max.x,c=a.normal.x*this.min.x;0<a.normal.y?(b+=a.normal.y*this.min.y,c+=a.normal.y*this.max.y):(b+=a.normal.y*this.max.y,c+=a.normal.y*this.min.y);0<a.normal.z?(b+=a.normal.z*\n",
"this.min.z,c+=a.normal.z*this.max.z):(b+=a.normal.z*this.max.z,c+=a.normal.z*this.min.z);return b<=-a.constant&&c>=-a.constant},intersectsTriangle:function(a){if(this.isEmpty())return!1;this.getCenter(Ae);Ff.subVectors(this.max,Ae);qd.subVectors(a.a,Ae);rd.subVectors(a.b,Ae);sd.subVectors(a.c,Ae);Nb.subVectors(rd,qd);Ob.subVectors(sd,rd);sc.subVectors(qd,sd);a=[0,-Nb.z,Nb.y,0,-Ob.z,Ob.y,0,-sc.z,sc.y,Nb.z,0,-Nb.x,Ob.z,0,-Ob.x,sc.z,0,-sc.x,-Nb.y,Nb.x,0,-Ob.y,Ob.x,0,-sc.y,sc.x,0];if(!$f(a,qd,rd,sd,Ff))return!1;\n",
"a=[1,0,0,0,1,0,0,0,1];if(!$f(a,qd,rd,sd,Ff))return!1;Gf.crossVectors(Nb,Ob);a=[Gf.x,Gf.y,Gf.z];return $f(a,qd,rd,sd,Ff)},clampPoint:function(a,b){void 0===b&&(console.warn("THREE.Box3: .clampPoint() target is now required"),b=new n);return b.copy(a).clamp(this.min,this.max)},distanceToPoint:function(a){return ze.copy(a).clamp(this.min,this.max).sub(a).length()},getBoundingSphere:function(a){void 0===a&&console.error("THREE.Box3: .getBoundingSphere() target is now required");this.getCenter(a.center);\n",
"a.radius=.5*this.getSize(ze).length();return a},intersect:function(a){this.min.max(a.min);this.max.min(a.max);this.isEmpty()&&this.makeEmpty();return this},union:function(a){this.min.min(a.min);this.max.max(a.max);return this},applyMatrix4:function(a){if(this.isEmpty())return this;zb[0].set(this.min.x,this.min.y,this.min.z).applyMatrix4(a);zb[1].set(this.min.x,this.min.y,this.max.z).applyMatrix4(a);zb[2].set(this.min.x,this.max.y,this.min.z).applyMatrix4(a);zb[3].set(this.min.x,this.max.y,this.max.z).applyMatrix4(a);\n",
"zb[4].set(this.max.x,this.min.y,this.min.z).applyMatrix4(a);zb[5].set(this.max.x,this.min.y,this.max.z).applyMatrix4(a);zb[6].set(this.max.x,this.max.y,this.min.z).applyMatrix4(a);zb[7].set(this.max.x,this.max.y,this.max.z).applyMatrix4(a);this.setFromPoints(zb);return this},translate:function(a){this.min.add(a);this.max.add(a);return this},equals:function(a){return a.min.equals(this.min)&&a.max.equals(this.max)}});var Xk=new Sa;Object.assign(pb.prototype,{set:function(a,b){this.center.copy(a);this.radius=\n",
"b;return this},setFromPoints:function(a,b){var c=this.center;void 0!==b?c.copy(b):Xk.setFromPoints(a).getCenter(c);for(var d=b=0,e=a.length;d<e;d++)b=Math.max(b,c.distanceToSquared(a[d]));this.radius=Math.sqrt(b);return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.center.copy(a.center);this.radius=a.radius;return this},empty:function(){return 0>=this.radius},containsPoint:function(a){return a.distanceToSquared(this.center)<=this.radius*this.radius},distanceToPoint:function(a){return a.distanceTo(this.center)-\n",
"this.radius},intersectsSphere:function(a){var b=this.radius+a.radius;return a.center.distanceToSquared(this.center)<=b*b},intersectsBox:function(a){return a.intersectsSphere(this)},intersectsPlane:function(a){return Math.abs(a.distanceToPoint(this.center))<=this.radius},clampPoint:function(a,b){var c=this.center.distanceToSquared(a);void 0===b&&(console.warn("THREE.Sphere: .clampPoint() target is now required"),b=new n);b.copy(a);c>this.radius*this.radius&&(b.sub(this.center).normalize(),b.multiplyScalar(this.radius).add(this.center));\n",
"return b},getBoundingBox:function(a){void 0===a&&(console.warn("THREE.Sphere: .getBoundingBox() target is now required"),a=new Sa);a.set(this.center,this.center);a.expandByScalar(this.radius);return a},applyMatrix4:function(a){this.center.applyMatrix4(a);this.radius*=a.getMaxScaleOnAxis();return this},translate:function(a){this.center.add(a);return this},equals:function(a){return a.center.equals(this.center)&&a.radius===this.radius}});var Ab=new n,ch=new n,Hf=new n,Pb=new n,dh=new n,If=new n,eh=new n;\n",
"Object.assign(Vb.prototype,{set:function(a,b){this.origin.copy(a);this.direction.copy(b);return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.origin.copy(a.origin);this.direction.copy(a.direction);return this},at:function(a,b){void 0===b&&(console.warn("THREE.Ray: .at() target is now required"),b=new n);return b.copy(this.direction).multiplyScalar(a).add(this.origin)},lookAt:function(a){this.direction.copy(a).sub(this.origin).normalize();return this},recast:function(a){this.origin.copy(this.at(a,\n",
"Ab));return this},closestPointToPoint:function(a,b){void 0===b&&(console.warn("THREE.Ray: .closestPointToPoint() target is now required"),b=new n);b.subVectors(a,this.origin);a=b.dot(this.direction);return 0>a?b.copy(this.origin):b.copy(this.direction).multiplyScalar(a).add(this.origin)},distanceToPoint:function(a){return Math.sqrt(this.distanceSqToPoint(a))},distanceSqToPoint:function(a){var b=Ab.subVectors(a,this.origin).dot(this.direction);if(0>b)return this.origin.distanceToSquared(a);Ab.copy(this.direction).multiplyScalar(b).add(this.origin);\n",
"return Ab.distanceToSquared(a)},distanceSqToSegment:function(a,b,c,d){ch.copy(a).add(b).multiplyScalar(.5);Hf.copy(b).sub(a).normalize();Pb.copy(this.origin).sub(ch);var e=.5*a.distanceTo(b),f=-this.direction.dot(Hf),g=Pb.dot(this.direction),h=-Pb.dot(Hf),l=Pb.lengthSq(),m=Math.abs(1-f*f);if(0<m){a=f*h-g;b=f*g-h;var k=e*m;0<=a?b>=-k?b<=k?(e=1/m,a*=e,b*=e,f=a*(a+f*b+2*g)+b*(f*a+b+2*h)+l):(b=e,a=Math.max(0,-(f*b+g)),f=-a*a+b*(b+2*h)+l):(b=-e,a=Math.max(0,-(f*b+g)),f=-a*a+b*(b+2*h)+l):b<=-k?(a=Math.max(0,\n",
"-(-f*e+g)),b=0<a?-e:Math.min(Math.max(-e,-h),e),f=-a*a+b*(b+2*h)+l):b<=k?(a=0,b=Math.min(Math.max(-e,-h),e),f=b*(b+2*h)+l):(a=Math.max(0,-(f*e+g)),b=0<a?e:Math.min(Math.max(-e,-h),e),f=-a*a+b*(b+2*h)+l)}else b=0<f?-e:e,a=Math.max(0,-(f*b+g)),f=-a*a+b*(b+2*h)+l;c&&c.copy(this.direction).multiplyScalar(a).add(this.origin);d&&d.copy(Hf).multiplyScalar(b).add(ch);return f},intersectSphere:function(a,b){Ab.subVectors(a.center,this.origin);var c=Ab.dot(this.direction),d=Ab.dot(Ab)-c*c;a=a.radius*a.radius;\n",
"if(d>a)return null;a=Math.sqrt(a-d);d=c-a;c+=a;return 0>d&&0>c?null:0>d?this.at(c,b):this.at(d,b)},intersectsSphere:function(a){return this.distanceSqToPoint(a.center)<=a.radius*a.radius},distanceToPlane:function(a){var b=a.normal.dot(this.direction);if(0===b)return 0===a.distanceToPoint(this.origin)?0:null;a=-(this.origin.dot(a.normal)+a.constant)/b;return 0<=a?a:null},intersectPlane:function(a,b){a=this.distanceToPlane(a);return null===a?null:this.at(a,b)},intersectsPlane:function(a){var b=a.distanceToPoint(this.origin);\n",
"return 0===b||0>a.normal.dot(this.direction)*b?!0:!1},intersectBox:function(a,b){var c=1/this.direction.x;var d=1/this.direction.y;var e=1/this.direction.z,f=this.origin;if(0<=c){var g=(a.min.x-f.x)*c;c*=a.max.x-f.x}else g=(a.max.x-f.x)*c,c*=a.min.x-f.x;if(0<=d){var h=(a.min.y-f.y)*d;d*=a.max.y-f.y}else h=(a.max.y-f.y)*d,d*=a.min.y-f.y;if(g>d||h>c)return null;if(h>g||g!==g)g=h;if(d<c||c!==c)c=d;0<=e?(h=(a.min.z-f.z)*e,a=(a.max.z-f.z)*e):(h=(a.max.z-f.z)*e,a=(a.min.z-f.z)*e);if(g>a||h>c)return null;\n",
"if(h>g||g!==g)g=h;if(a<c||c!==c)c=a;return 0>c?null:this.at(0<=g?g:c,b)},intersectsBox:function(a){return null!==this.intersectBox(a,Ab)},intersectTriangle:function(a,b,c,d,e){dh.subVectors(b,a);If.subVectors(c,a);eh.crossVectors(dh,If);b=this.direction.dot(eh);if(0<b){if(d)return null;d=1}else if(0>b)d=-1,b=-b;else return null;Pb.subVectors(this.origin,a);a=d*this.direction.dot(If.crossVectors(Pb,If));if(0>a)return null;c=d*this.direction.dot(dh.cross(Pb));if(0>c||a+c>b)return null;a=-d*Pb.dot(eh);\n",
"return 0>a?null:this.at(a/b,e)},applyMatrix4:function(a){this.origin.applyMatrix4(a);this.direction.transformDirection(a);return this},equals:function(a){return a.origin.equals(this.origin)&&a.direction.equals(this.direction)}});var fh=new n,Yk=new n,Zk=new wa;Object.assign(Ta.prototype,{isPlane:!0,set:function(a,b){this.normal.copy(a);this.constant=b;return this},setComponents:function(a,b,c,d){this.normal.set(a,b,c);this.constant=d;return this},setFromNormalAndCoplanarPoint:function(a,b){this.normal.copy(a);\n",
"this.constant=-b.dot(this.normal);return this},setFromCoplanarPoints:function(a,b,c){b=fh.subVectors(c,b).cross(Yk.subVectors(a,b)).normalize();this.setFromNormalAndCoplanarPoint(b,a);return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.normal.copy(a.normal);this.constant=a.constant;return this},normalize:function(){var a=1/this.normal.length();this.normal.multiplyScalar(a);this.constant*=a;return this},negate:function(){this.constant*=-1;this.normal.negate();\n",
"return this},distanceToPoint:function(a){return this.normal.dot(a)+this.constant},distanceToSphere:function(a){return this.distanceToPoint(a.center)-a.radius},projectPoint:function(a,b){void 0===b&&(console.warn("THREE.Plane: .projectPoint() target is now required"),b=new n);return b.copy(this.normal).multiplyScalar(-this.distanceToPoint(a)).add(a)},intersectLine:function(a,b){void 0===b&&(console.warn("THREE.Plane: .intersectLine() target is now required"),b=new n);var c=a.delta(fh),d=this.normal.dot(c);\n",
"if(0===d){if(0===this.distanceToPoint(a.start))return b.copy(a.start)}else if(d=-(a.start.dot(this.normal)+this.constant)/d,!(0>d||1<d))return b.copy(c).multiplyScalar(d).add(a.start)},intersectsLine:function(a){var b=this.distanceToPoint(a.start);a=this.distanceToPoint(a.end);return 0>b&&0<a||0>a&&0<b},intersectsBox:function(a){return a.intersectsPlane(this)},intersectsSphere:function(a){return a.intersectsPlane(this)},coplanarPoint:function(a){void 0===a&&(console.warn("THREE.Plane: .coplanarPoint() target is now required"),\n",
"a=new n);return a.copy(this.normal).multiplyScalar(-this.constant)},applyMatrix4:function(a,b){b=b||Zk.getNormalMatrix(a);a=this.coplanarPoint(fh).applyMatrix4(a);b=this.normal.applyMatrix3(b).normalize();this.constant=-a.dot(b);return this},translate:function(a){this.constant-=a.dot(this.normal);return this},equals:function(a){return a.normal.equals(this.normal)&&a.constant===this.constant}});var bb=new n,Bb=new n,gh=new n,Cb=new n,td=new n,ud=new n,Oi=new n,hh=new n,ih=new n,jh=new n;Object.assign(oa,\n",
"{getNormal:function(a,b,c,d){void 0===d&&(console.warn("THREE.Triangle: .getNormal() target is now required"),d=new n);d.subVectors(c,b);bb.subVectors(a,b);d.cross(bb);a=d.lengthSq();return 0<a?d.multiplyScalar(1/Math.sqrt(a)):d.set(0,0,0)},getBarycoord:function(a,b,c,d,e){bb.subVectors(d,b);Bb.subVectors(c,b);gh.subVectors(a,b);a=bb.dot(bb);b=bb.dot(Bb);c=bb.dot(gh);var f=Bb.dot(Bb);d=Bb.dot(gh);var g=a*f-b*b;void 0===e&&(console.warn("THREE.Triangle: .getBarycoord() target is now required"),e=new n);\n",
"if(0===g)return e.set(-2,-1,-1);g=1/g;f=(f*c-b*d)*g;a=(a*d-b*c)*g;return e.set(1-f-a,a,f)},containsPoint:function(a,b,c,d){oa.getBarycoord(a,b,c,d,Cb);return 0<=Cb.x&&0<=Cb.y&&1>=Cb.x+Cb.y},getUV:function(a,b,c,d,e,f,g,h){this.getBarycoord(a,b,c,d,Cb);h.set(0,0);h.addScaledVector(e,Cb.x);h.addScaledVector(f,Cb.y);h.addScaledVector(g,Cb.z);return h},isFrontFacing:function(a,b,c,d){bb.subVectors(c,b);Bb.subVectors(a,b);return 0>bb.cross(Bb).dot(d)?!0:!1}});Object.assign(oa.prototype,{set:function(a,\n",
"b,c){this.a.copy(a);this.b.copy(b);this.c.copy(c);return this},setFromPointsAndIndices:function(a,b,c,d){this.a.copy(a[b]);this.b.copy(a[c]);this.c.copy(a[d]);return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.a.copy(a.a);this.b.copy(a.b);this.c.copy(a.c);return this},getArea:function(){bb.subVectors(this.c,this.b);Bb.subVectors(this.a,this.b);return.5*bb.cross(Bb).length()},getMidpoint:function(a){void 0===a&&(console.warn("THREE.Triangle: .getMidpoint() target is now required"),\n",
"a=new n);return a.addVectors(this.a,this.b).add(this.c).multiplyScalar(1/3)},getNormal:function(a){return oa.getNormal(this.a,this.b,this.c,a)},getPlane:function(a){void 0===a&&(console.warn("THREE.Triangle: .getPlane() target is now required"),a=new Ta);return a.setFromCoplanarPoints(this.a,this.b,this.c)},getBarycoord:function(a,b){return oa.getBarycoord(a,this.a,this.b,this.c,b)},getUV:function(a,b,c,d,e){return oa.getUV(a,this.a,this.b,this.c,b,c,d,e)},containsPoint:function(a){return oa.containsPoint(a,\n",
"this.a,this.b,this.c)},isFrontFacing:function(a){return oa.isFrontFacing(this.a,this.b,this.c,a)},intersectsBox:function(a){return a.intersectsTriangle(this)},closestPointToPoint:function(a,b){void 0===b&&(console.warn("THREE.Triangle: .closestPointToPoint() target is now required"),b=new n);var c=this.a,d=this.b,e=this.c;td.subVectors(d,c);ud.subVectors(e,c);hh.subVectors(a,c);var f=td.dot(hh),g=ud.dot(hh);if(0>=f&&0>=g)return b.copy(c);ih.subVectors(a,d);var h=td.dot(ih),l=ud.dot(ih);if(0<=h&&l<=\n",
"h)return b.copy(d);var m=f*l-h*g;if(0>=m&&0<=f&&0>=h)return d=f/(f-h),b.copy(c).addScaledVector(td,d);jh.subVectors(a,e);a=td.dot(jh);var k=ud.dot(jh);if(0<=k&&a<=k)return b.copy(e);f=a*g-f*k;if(0>=f&&0<=g&&0>=k)return m=g/(g-k),b.copy(c).addScaledVector(ud,m);g=h*k-a*l;if(0>=g&&0<=l-h&&0<=a-k)return Oi.subVectors(e,d),m=(l-h)/(l-h+(a-k)),b.copy(d).addScaledVector(Oi,m);e=1/(g+f+m);d=f*e;m*=e;return b.copy(c).addScaledVector(td,d).addScaledVector(ud,m)},equals:function(a){return a.a.equals(this.a)&&\n",
"a.b.equals(this.b)&&a.c.equals(this.c)}});var Pi={aliceblue:15792383,antiquewhite:16444375,aqua:65535,aquamarine:8388564,azure:15794175,beige:16119260,bisque:16770244,black:0,blanchedalmond:16772045,blue:255,blueviolet:9055202,brown:10824234,burlywood:14596231,cadetblue:6266528,chartreuse:8388352,chocolate:13789470,coral:16744272,cornflowerblue:6591981,cornsilk:16775388,crimson:14423100,cyan:65535,darkblue:139,darkcyan:35723,darkgoldenrod:12092939,darkgray:11119017,darkgreen:25600,darkgrey:11119017,\n",
"darkkhaki:12433259,darkmagenta:9109643,darkolivegreen:5597999,darkorange:16747520,darkorchid:10040012,darkred:9109504,darksalmon:15308410,darkseagreen:9419919,darkslateblue:4734347,darkslategray:3100495,darkslategrey:3100495,darkturquoise:52945,darkviolet:9699539,deeppink:16716947,deepskyblue:49151,dimgray:6908265,dimgrey:6908265,dodgerblue:2003199,firebrick:11674146,floralwhite:16775920,forestgreen:2263842,fuchsia:16711935,gainsboro:14474460,ghostwhite:16316671,gold:16766720,goldenrod:14329120,gray:8421504,\n",
"green:32768,greenyellow:11403055,grey:8421504,honeydew:15794160,hotpink:16738740,indianred:13458524,indigo:4915330,ivory:16777200,khaki:15787660,lavender:15132410,lavenderblush:16773365,lawngreen:8190976,lemonchiffon:16775885,lightblue:11393254,lightcoral:15761536,lightcyan:14745599,lightgoldenrodyellow:16448210,lightgray:13882323,lightgreen:9498256,lightgrey:13882323,lightpink:16758465,lightsalmon:16752762,lightseagreen:2142890,lightskyblue:8900346,lightslategray:7833753,lightslategrey:7833753,lightsteelblue:11584734,\n",
"lightyellow:16777184,lime:65280,limegreen:3329330,linen:16445670,magenta:16711935,maroon:8388608,mediumaquamarine:6737322,mediumblue:205,mediumorchid:12211667,mediumpurple:9662683,mediumseagreen:3978097,mediumslateblue:8087790,mediumspringgreen:64154,mediumturquoise:4772300,mediumvioletred:13047173,midnightblue:1644912,mintcream:16121850,mistyrose:16770273,moccasin:16770229,navajowhite:16768685,navy:128,oldlace:16643558,olive:8421376,olivedrab:7048739,orange:16753920,orangered:16729344,orchid:14315734,\n",
"palegoldenrod:15657130,palegreen:10025880,paleturquoise:11529966,palevioletred:14381203,papayawhip:16773077,peachpuff:16767673,peru:13468991,pink:16761035,plum:14524637,powderblue:11591910,purple:8388736,rebeccapurple:6697881,red:16711680,rosybrown:12357519,royalblue:4286945,saddlebrown:9127187,salmon:16416882,sandybrown:16032864,seagreen:3050327,seashell:16774638,sienna:10506797,silver:12632256,skyblue:8900331,slateblue:6970061,slategray:7372944,slategrey:7372944,snow:16775930,springgreen:65407,\n",
"steelblue:4620980,tan:13808780,teal:32896,thistle:14204888,tomato:16737095,turquoise:4251856,violet:15631086,wheat:16113331,white:16777215,whitesmoke:16119285,yellow:16776960,yellowgreen:10145074},za={h:0,s:0,l:0},Jf={h:0,s:0,l:0};Object.assign(A.prototype,{isColor:!0,r:1,g:1,b:1,set:function(a){a&&a.isColor?this.copy(a):"number"===typeof a?this.setHex(a):"string"===typeof a&&this.setStyle(a);return this},setScalar:function(a){this.b=this.g=this.r=a;return this},setHex:function(a){a=Math.floor(a);\n",
"this.r=(a>>16&255)/255;this.g=(a>>8&255)/255;this.b=(a&255)/255;return this},setRGB:function(a,b,c){this.r=a;this.g=b;this.b=c;return this},setHSL:function(a,b,c){a=L.euclideanModulo(a,1);b=L.clamp(b,0,1);c=L.clamp(c,0,1);0===b?this.r=this.g=this.b=c:(b=.5>=c?c*(1+b):c+b-c*b,c=2*c-b,this.r=ag(c,b,a+1/3),this.g=ag(c,b,a),this.b=ag(c,b,a-1/3));return this},setStyle:function(a){function b(b){void 0!==b&&1>parseFloat(b)&&console.warn("THREE.Color: Alpha component of "+a+" will be ignored.")}var c;if(c=\n",
"/^((?:rgb|hsl)a?)\\(\\s*([^\\)]*)\\)/.exec(a)){var d=c[2];switch(c[1]){case "rgb":case "rgba":if(c=/^(\\d+)\\s*,\\s*(\\d+)\\s*,\\s*(\\d+)\\s*(,\\s*([0-9]*\\.?[0-9]+)\\s*)?$/.exec(d))return this.r=Math.min(255,parseInt(c[1],10))/255,this.g=Math.min(255,parseInt(c[2],10))/255,this.b=Math.min(255,parseInt(c[3],10))/255,b(c[5]),this;if(c=/^(\\d+)%\\s*,\\s*(\\d+)%\\s*,\\s*(\\d+)%\\s*(,\\s*([0-9]*\\.?[0-9]+)\\s*)?$/.exec(d))return this.r=Math.min(100,parseInt(c[1],10))/100,this.g=Math.min(100,parseInt(c[2],10))/100,this.b=Math.min(100,\n",
"parseInt(c[3],10))/100,b(c[5]),this;break;case "hsl":case "hsla":if(c=/^([0-9]*\\.?[0-9]+)\\s*,\\s*(\\d+)%\\s*,\\s*(\\d+)%\\s*(,\\s*([0-9]*\\.?[0-9]+)\\s*)?$/.exec(d)){d=parseFloat(c[1])/360;var e=parseInt(c[2],10)/100,f=parseInt(c[3],10)/100;b(c[5]);return this.setHSL(d,e,f)}}}else if(c=/^#([A-Fa-f0-9]+)$/.exec(a)){c=c[1];d=c.length;if(3===d)return this.r=parseInt(c.charAt(0)+c.charAt(0),16)/255,this.g=parseInt(c.charAt(1)+c.charAt(1),16)/255,this.b=parseInt(c.charAt(2)+c.charAt(2),16)/255,this;if(6===d)return this.r=\n",
"parseInt(c.charAt(0)+c.charAt(1),16)/255,this.g=parseInt(c.charAt(2)+c.charAt(3),16)/255,this.b=parseInt(c.charAt(4)+c.charAt(5),16)/255,this}return a&&0<a.length?this.setColorName(a):this},setColorName:function(a){var b=Pi[a];void 0!==b?this.setHex(b):console.warn("THREE.Color: Unknown color "+a);return this},clone:function(){return new this.constructor(this.r,this.g,this.b)},copy:function(a){this.r=a.r;this.g=a.g;this.b=a.b;return this},copyGammaToLinear:function(a,b){void 0===b&&(b=2);this.r=Math.pow(a.r,\n",
"b);this.g=Math.pow(a.g,b);this.b=Math.pow(a.b,b);return this},copyLinearToGamma:function(a,b){void 0===b&&(b=2);b=0<b?1/b:1;this.r=Math.pow(a.r,b);this.g=Math.pow(a.g,b);this.b=Math.pow(a.b,b);return this},convertGammaToLinear:function(a){this.copyGammaToLinear(this,a);return this},convertLinearToGamma:function(a){this.copyLinearToGamma(this,a);return this},copySRGBToLinear:function(a){this.r=bg(a.r);this.g=bg(a.g);this.b=bg(a.b);return this},copyLinearToSRGB:function(a){this.r=cg(a.r);this.g=cg(a.g);\n",
"this.b=cg(a.b);return this},convertSRGBToLinear:function(){this.copySRGBToLinear(this);return this},convertLinearToSRGB:function(){this.copyLinearToSRGB(this);return this},getHex:function(){return 255*this.r<<16^255*this.g<<8^255*this.b<<0},getHexString:function(){return("000000"+this.getHex().toString(16)).slice(-6)},getHSL:function(a){void 0===a&&(console.warn("THREE.Color: .getHSL() target is now required"),a={h:0,s:0,l:0});var b=this.r,c=this.g,d=this.b,e=Math.max(b,c,d),f=Math.min(b,c,d),g,h=\n",
"(f+e)/2;if(f===e)f=g=0;else{var l=e-f;f=.5>=h?l/(e+f):l/(2-e-f);switch(e){case b:g=(c-d)/l+(c<d?6:0);break;case c:g=(d-b)/l+2;break;case d:g=(b-c)/l+4}g/=6}a.h=g;a.s=f;a.l=h;return a},getStyle:function(){return"rgb("+(255*this.r|0)+","+(255*this.g|0)+","+(255*this.b|0)+")"},offsetHSL:function(a,b,c){this.getHSL(za);za.h+=a;za.s+=b;za.l+=c;this.setHSL(za.h,za.s,za.l);return this},add:function(a){this.r+=a.r;this.g+=a.g;this.b+=a.b;return this},addColors:function(a,b){this.r=a.r+b.r;this.g=a.g+b.g;\n",
"this.b=a.b+b.b;return this},addScalar:function(a){this.r+=a;this.g+=a;this.b+=a;return this},sub:function(a){this.r=Math.max(0,this.r-a.r);this.g=Math.max(0,this.g-a.g);this.b=Math.max(0,this.b-a.b);return this},multiply:function(a){this.r*=a.r;this.g*=a.g;this.b*=a.b;return this},multiplyScalar:function(a){this.r*=a;this.g*=a;this.b*=a;return this},lerp:function(a,b){this.r+=(a.r-this.r)*b;this.g+=(a.g-this.g)*b;this.b+=(a.b-this.b)*b;return this},lerpHSL:function(a,b){this.getHSL(za);a.getHSL(Jf);\n",
"a=L.lerp(za.h,Jf.h,b);var c=L.lerp(za.s,Jf.s,b);b=L.lerp(za.l,Jf.l,b);this.setHSL(a,c,b);return this},equals:function(a){return a.r===this.r&&a.g===this.g&&a.b===this.b},fromArray:function(a,b){void 0===b&&(b=0);this.r=a[b];this.g=a[b+1];this.b=a[b+2];return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);a[b]=this.r;a[b+1]=this.g;a[b+2]=this.b;return a},toJSON:function(){return this.getHex()}});A.NAMES=Pi;Object.assign(Bc.prototype,{clone:function(){return(new this.constructor).copy(this)},\n",
"copy:function(a){this.a=a.a;this.b=a.b;this.c=a.c;this.normal.copy(a.normal);this.color.copy(a.color);this.materialIndex=a.materialIndex;for(var b=0,c=a.vertexNormals.length;b<c;b++)this.vertexNormals[b]=a.vertexNormals[b].clone();b=0;for(c=a.vertexColors.length;b<c;b++)this.vertexColors[b]=a.vertexColors[b].clone();return this}});var rj=0;K.prototype=Object.assign(Object.create(Ea.prototype),{constructor:K,isMaterial:!0,onBeforeCompile:function(){},setValues:function(a){if(void 0!==a)for(var b in a){var c=\n",
"a[b];if(void 0===c)console.warn("THREE.Material: '"+b+"' parameter is undefined.");else if("shading"===b)console.warn("THREE."+this.type+": .shading has been removed. Use the boolean .flatShading instead."),this.flatShading=1===c?!0:!1;else{var d=this[b];void 0===d?console.warn("THREE."+this.type+": '"+b+"' is not a property of this material."):d&&d.isColor?d.set(c):d&&d.isVector3&&c&&c.isVector3?d.copy(c):this[b]=c}}},toJSON:function(a){function b(a){var b=[],c;for(c in a){var d=a[c];delete d.metadata;\n",
"b.push(d)}return b}var c=void 0===a||"string"===typeof a;c&&(a={textures:{},images:{}});var d={metadata:{version:4.5,type:"Material",generator:"Material.toJSON"}};d.uuid=this.uuid;d.type=this.type;""!==this.name&&(d.name=this.name);this.color&&this.color.isColor&&(d.color=this.color.getHex());void 0!==this.roughness&&(d.roughness=this.roughness);void 0!==this.metalness&&(d.metalness=this.metalness);this.sheen&&this.sheen.isColor&&(d.sheen=this.sheen.getHex());this.emissive&&this.emissive.isColor&&\n",
"(d.emissive=this.emissive.getHex());this.emissiveIntensity&&1!==this.emissiveIntensity&&(d.emissiveIntensity=this.emissiveIntensity);this.specular&&this.specular.isColor&&(d.specular=this.specular.getHex());void 0!==this.shininess&&(d.shininess=this.shininess);void 0!==this.clearcoat&&(d.clearcoat=this.clearcoat);void 0!==this.clearcoatRoughness&&(d.clearcoatRoughness=this.clearcoatRoughness);this.clearcoatMap&&this.clearcoatMap.isTexture&&(d.clearcoatMap=this.clearcoatMap.toJSON(a).uuid);this.clearcoatRoughnessMap&&\n",
"this.clearcoatRoughnessMap.isTexture&&(d.clearcoatRoughnessMap=this.clearcoatRoughnessMap.toJSON(a).uuid);this.clearcoatNormalMap&&this.clearcoatNormalMap.isTexture&&(d.clearcoatNormalMap=this.clearcoatNormalMap.toJSON(a).uuid,d.clearcoatNormalScale=this.clearcoatNormalScale.toArray());this.map&&this.map.isTexture&&(d.map=this.map.toJSON(a).uuid);this.matcap&&this.matcap.isTexture&&(d.matcap=this.matcap.toJSON(a).uuid);this.alphaMap&&this.alphaMap.isTexture&&(d.alphaMap=this.alphaMap.toJSON(a).uuid);\n",
"this.lightMap&&this.lightMap.isTexture&&(d.lightMap=this.lightMap.toJSON(a).uuid);this.aoMap&&this.aoMap.isTexture&&(d.aoMap=this.aoMap.toJSON(a).uuid,d.aoMapIntensity=this.aoMapIntensity);this.bumpMap&&this.bumpMap.isTexture&&(d.bumpMap=this.bumpMap.toJSON(a).uuid,d.bumpScale=this.bumpScale);this.normalMap&&this.normalMap.isTexture&&(d.normalMap=this.normalMap.toJSON(a).uuid,d.normalMapType=this.normalMapType,d.normalScale=this.normalScale.toArray());this.displacementMap&&this.displacementMap.isTexture&&\n",
"(d.displacementMap=this.displacementMap.toJSON(a).uuid,d.displacementScale=this.displacementScale,d.displacementBias=this.displacementBias);this.roughnessMap&&this.roughnessMap.isTexture&&(d.roughnessMap=this.roughnessMap.toJSON(a).uuid);this.metalnessMap&&this.metalnessMap.isTexture&&(d.metalnessMap=this.metalnessMap.toJSON(a).uuid);this.emissiveMap&&this.emissiveMap.isTexture&&(d.emissiveMap=this.emissiveMap.toJSON(a).uuid);this.specularMap&&this.specularMap.isTexture&&(d.specularMap=this.specularMap.toJSON(a).uuid);\n",
"this.envMap&&this.envMap.isTexture&&(d.envMap=this.envMap.toJSON(a).uuid,d.reflectivity=this.reflectivity,d.refractionRatio=this.refractionRatio,void 0!==this.combine&&(d.combine=this.combine),void 0!==this.envMapIntensity&&(d.envMapIntensity=this.envMapIntensity));this.gradientMap&&this.gradientMap.isTexture&&(d.gradientMap=this.gradientMap.toJSON(a).uuid);void 0!==this.size&&(d.size=this.size);void 0!==this.sizeAttenuation&&(d.sizeAttenuation=this.sizeAttenuation);1!==this.blending&&(d.blending=\n",
"this.blending);!0===this.flatShading&&(d.flatShading=this.flatShading);0!==this.side&&(d.side=this.side);this.vertexColors&&(d.vertexColors=!0);1>this.opacity&&(d.opacity=this.opacity);!0===this.transparent&&(d.transparent=this.transparent);d.depthFunc=this.depthFunc;d.depthTest=this.depthTest;d.depthWrite=this.depthWrite;d.stencilWrite=this.stencilWrite;d.stencilWriteMask=this.stencilWriteMask;d.stencilFunc=this.stencilFunc;d.stencilRef=this.stencilRef;d.stencilFuncMask=this.stencilFuncMask;d.stencilFail=\n",
"this.stencilFail;d.stencilZFail=this.stencilZFail;d.stencilZPass=this.stencilZPass;this.rotation&&0!==this.rotation&&(d.rotation=this.rotation);!0===this.polygonOffset&&(d.polygonOffset=!0);0!==this.polygonOffsetFactor&&(d.polygonOffsetFactor=this.polygonOffsetFactor);0!==this.polygonOffsetUnits&&(d.polygonOffsetUnits=this.polygonOffsetUnits);this.linewidth&&1!==this.linewidth&&(d.linewidth=this.linewidth);void 0!==this.dashSize&&(d.dashSize=this.dashSize);void 0!==this.gapSize&&(d.gapSize=this.gapSize);\n",
"void 0!==this.scale&&(d.scale=this.scale);!0===this.dithering&&(d.dithering=!0);0<this.alphaTest&&(d.alphaTest=this.alphaTest);!0===this.premultipliedAlpha&&(d.premultipliedAlpha=this.premultipliedAlpha);!0===this.wireframe&&(d.wireframe=this.wireframe);1<this.wireframeLinewidth&&(d.wireframeLinewidth=this.wireframeLinewidth);"round"!==this.wireframeLinecap&&(d.wireframeLinecap=this.wireframeLinecap);"round"!==this.wireframeLinejoin&&(d.wireframeLinejoin=this.wireframeLinejoin);!0===this.morphTargets&&\n",
"(d.morphTargets=!0);!0===this.morphNormals&&(d.morphNormals=!0);!0===this.skinning&&(d.skinning=!0);!1===this.visible&&(d.visible=!1);!1===this.toneMapped&&(d.toneMapped=!1);"{}"!==JSON.stringify(this.userData)&&(d.userData=this.userData);c&&(c=b(a.textures),a=b(a.images),0<c.length&&(d.textures=c),0<a.length&&(d.images=a));return d},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.name=a.name;this.fog=a.fog;this.blending=a.blending;this.side=a.side;this.flatShading=\n",
"a.flatShading;this.vertexColors=a.vertexColors;this.opacity=a.opacity;this.transparent=a.transparent;this.blendSrc=a.blendSrc;this.blendDst=a.blendDst;this.blendEquation=a.blendEquation;this.blendSrcAlpha=a.blendSrcAlpha;this.blendDstAlpha=a.blendDstAlpha;this.blendEquationAlpha=a.blendEquationAlpha;this.depthFunc=a.depthFunc;this.depthTest=a.depthTest;this.depthWrite=a.depthWrite;this.stencilWriteMask=a.stencilWriteMask;this.stencilFunc=a.stencilFunc;this.stencilRef=a.stencilRef;this.stencilFuncMask=\n",
"a.stencilFuncMask;this.stencilFail=a.stencilFail;this.stencilZFail=a.stencilZFail;this.stencilZPass=a.stencilZPass;this.stencilWrite=a.stencilWrite;var b=a.clippingPlanes,c=null;if(null!==b){var d=b.length;c=Array(d);for(var e=0;e!==d;++e)c[e]=b[e].clone()}this.clippingPlanes=c;this.clipIntersection=a.clipIntersection;this.clipShadows=a.clipShadows;this.shadowSide=a.shadowSide;this.colorWrite=a.colorWrite;this.precision=a.precision;this.polygonOffset=a.polygonOffset;this.polygonOffsetFactor=a.polygonOffsetFactor;\n",
"this.polygonOffsetUnits=a.polygonOffsetUnits;this.dithering=a.dithering;this.alphaTest=a.alphaTest;this.premultipliedAlpha=a.premultipliedAlpha;this.visible=a.visible;this.toneMapped=a.toneMapped;this.userData=JSON.parse(JSON.stringify(a.userData));return this},dispose:function(){this.dispatchEvent({type:"dispose"})}});Object.defineProperty(K.prototype,"needsUpdate",{set:function(a){!0===a&&this.version++}});Oa.prototype=Object.create(K.prototype);Oa.prototype.constructor=Oa;Oa.prototype.isMeshBasicMaterial=\n",
"!0;Oa.prototype.copy=function(a){K.prototype.copy.call(this,a);this.color.copy(a.color);this.map=a.map;this.lightMap=a.lightMap;this.lightMapIntensity=a.lightMapIntensity;this.aoMap=a.aoMap;this.aoMapIntensity=a.aoMapIntensity;this.specularMap=a.specularMap;this.alphaMap=a.alphaMap;this.envMap=a.envMap;this.combine=a.combine;this.reflectivity=a.reflectivity;this.refractionRatio=a.refractionRatio;this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;this.wireframeLinecap=a.wireframeLinecap;\n",
"this.wireframeLinejoin=a.wireframeLinejoin;this.skinning=a.skinning;this.morphTargets=a.morphTargets;return this};var ba=new n;Object.defineProperty(M.prototype,"needsUpdate",{set:function(a){!0===a&&this.version++}});Object.assign(M.prototype,{isBufferAttribute:!0,onUploadCallback:function(){},setUsage:function(a){this.usage=a;return this},copy:function(a){this.name=a.name;this.array=new a.array.constructor(a.array);this.itemSize=a.itemSize;this.count=a.count;this.normalized=a.normalized;this.usage=\n",
"a.usage;return this},copyAt:function(a,b,c){a*=this.itemSize;c*=b.itemSize;for(var d=0,e=this.itemSize;d<e;d++)this.array[a+d]=b.array[c+d];return this},copyArray:function(a){this.array.set(a);return this},copyColorsArray:function(a){for(var b=this.array,c=0,d=0,e=a.length;d<e;d++){var f=a[d];void 0===f&&(console.warn("THREE.BufferAttribute.copyColorsArray(): color is undefined",d),f=new A);b[c++]=f.r;b[c++]=f.g;b[c++]=f.b}return this},copyVector2sArray:function(a){for(var b=this.array,c=0,d=0,e=\n",
"a.length;d<e;d++){var f=a[d];void 0===f&&(console.warn("THREE.BufferAttribute.copyVector2sArray(): vector is undefined",d),f=new t);b[c++]=f.x;b[c++]=f.y}return this},copyVector3sArray:function(a){for(var b=this.array,c=0,d=0,e=a.length;d<e;d++){var f=a[d];void 0===f&&(console.warn("THREE.BufferAttribute.copyVector3sArray(): vector is undefined",d),f=new n);b[c++]=f.x;b[c++]=f.y;b[c++]=f.z}return this},copyVector4sArray:function(a){for(var b=this.array,c=0,d=0,e=a.length;d<e;d++){var f=a[d];void 0===\n",
"f&&(console.warn("THREE.BufferAttribute.copyVector4sArray(): vector is undefined",d),f=new ka);b[c++]=f.x;b[c++]=f.y;b[c++]=f.z;b[c++]=f.w}return this},applyMatrix3:function(a){for(var b=0,c=this.count;b<c;b++)ba.x=this.getX(b),ba.y=this.getY(b),ba.z=this.getZ(b),ba.applyMatrix3(a),this.setXYZ(b,ba.x,ba.y,ba.z);return this},applyMatrix4:function(a){for(var b=0,c=this.count;b<c;b++)ba.x=this.getX(b),ba.y=this.getY(b),ba.z=this.getZ(b),ba.applyMatrix4(a),this.setXYZ(b,ba.x,ba.y,ba.z);return this},applyNormalMatrix:function(a){for(var b=\n",
"0,c=this.count;b<c;b++)ba.x=this.getX(b),ba.y=this.getY(b),ba.z=this.getZ(b),ba.applyNormalMatrix(a),this.setXYZ(b,ba.x,ba.y,ba.z);return this},transformDirection:function(a){for(var b=0,c=this.count;b<c;b++)ba.x=this.getX(b),ba.y=this.getY(b),ba.z=this.getZ(b),ba.transformDirection(a),this.setXYZ(b,ba.x,ba.y,ba.z);return this},set:function(a,b){void 0===b&&(b=0);this.array.set(a,b);return this},getX:function(a){return this.array[a*this.itemSize]},setX:function(a,b){this.array[a*this.itemSize]=b;\n",
"return this},getY:function(a){return this.array[a*this.itemSize+1]},setY:function(a,b){this.array[a*this.itemSize+1]=b;return this},getZ:function(a){return this.array[a*this.itemSize+2]},setZ:function(a,b){this.array[a*this.itemSize+2]=b;return this},getW:function(a){return this.array[a*this.itemSize+3]},setW:function(a,b){this.array[a*this.itemSize+3]=b;return this},setXY:function(a,b,c){a*=this.itemSize;this.array[a+0]=b;this.array[a+1]=c;return this},setXYZ:function(a,b,c,d){a*=this.itemSize;this.array[a+\n",
"0]=b;this.array[a+1]=c;this.array[a+2]=d;return this},setXYZW:function(a,b,c,d,e){a*=this.itemSize;this.array[a+0]=b;this.array[a+1]=c;this.array[a+2]=d;this.array[a+3]=e;return this},onUpload:function(a){this.onUploadCallback=a;return this},clone:function(){return(new this.constructor(this.array,this.itemSize)).copy(this)},toJSON:function(){return{itemSize:this.itemSize,type:this.array.constructor.name,array:Array.prototype.slice.call(this.array),normalized:this.normalized}}});Bd.prototype=Object.create(M.prototype);\n",
"Bd.prototype.constructor=Bd;Cd.prototype=Object.create(M.prototype);Cd.prototype.constructor=Cd;Dd.prototype=Object.create(M.prototype);Dd.prototype.constructor=Dd;Ed.prototype=Object.create(M.prototype);Ed.prototype.constructor=Ed;Wb.prototype=Object.create(M.prototype);Wb.prototype.constructor=Wb;Fd.prototype=Object.create(M.prototype);Fd.prototype.constructor=Fd;Xb.prototype=Object.create(M.prototype);Xb.prototype.constructor=Xb;y.prototype=Object.create(M.prototype);y.prototype.constructor=y;\n",
"Gd.prototype=Object.create(M.prototype);Gd.prototype.constructor=Gd;Object.assign(xh.prototype,{computeGroups:function(a){var b=[],c=void 0;a=a.faces;for(var d=0;d<a.length;d++){var e=a[d];if(e.materialIndex!==c){c=e.materialIndex;void 0!==f&&(f.count=3*d-f.start,b.push(f));var f={start:3*d,materialIndex:c}}}void 0!==f&&(f.count=3*d-f.start,b.push(f));this.groups=b},fromGeometry:function(a){var b=a.faces,c=a.vertices,d=a.faceVertexUvs,e=d[0]&&0<d[0].length,f=d[1]&&0<d[1].length,g=a.morphTargets,h=\n",
"g.length;if(0<h){var l=[];for(var m=0;m<h;m++)l[m]={name:g[m].name,data:[]};this.morphTargets.position=l}var k=a.morphNormals,p=k.length;if(0<p){var n=[];for(m=0;m<p;m++)n[m]={name:k[m].name,data:[]};this.morphTargets.normal=n}var r=a.skinIndices,q=a.skinWeights,v=r.length===c.length,E=q.length===c.length;0<c.length&&0===b.length&&console.error("THREE.DirectGeometry: Faceless geometries are not supported.");for(m=0;m<b.length;m++){var w=b[m];this.vertices.push(c[w.a],c[w.b],c[w.c]);var z=w.vertexNormals;\n",
"3===z.length?this.normals.push(z[0],z[1],z[2]):(z=w.normal,this.normals.push(z,z,z));z=w.vertexColors;3===z.length?this.colors.push(z[0],z[1],z[2]):(z=w.color,this.colors.push(z,z,z));!0===e&&(z=d[0][m],void 0!==z?this.uvs.push(z[0],z[1],z[2]):(console.warn("THREE.DirectGeometry.fromGeometry(): Undefined vertexUv ",m),this.uvs.push(new t,new t,new t)));!0===f&&(z=d[1][m],void 0!==z?this.uvs2.push(z[0],z[1],z[2]):(console.warn("THREE.DirectGeometry.fromGeometry(): Undefined vertexUv2 ",m),this.uvs2.push(new t,\n",
"new t,new t)));for(z=0;z<h;z++){var y=g[z].vertices;l[z].data.push(y[w.a],y[w.b],y[w.c])}for(z=0;z<p;z++)y=k[z].vertexNormals[m],n[z].data.push(y.a,y.b,y.c);v&&this.skinIndices.push(r[w.a],r[w.b],r[w.c]);E&&this.skinWeights.push(q[w.a],q[w.b],q[w.c])}this.computeGroups(a);this.verticesNeedUpdate=a.verticesNeedUpdate;this.normalsNeedUpdate=a.normalsNeedUpdate;this.colorsNeedUpdate=a.colorsNeedUpdate;this.uvsNeedUpdate=a.uvsNeedUpdate;this.groupsNeedUpdate=a.groupsNeedUpdate;null!==a.boundingSphere&&\n",
"(this.boundingSphere=a.boundingSphere.clone());null!==a.boundingBox&&(this.boundingBox=a.boundingBox.clone());return this}});var sj=1,mb=new P,kh=new F,vd=new n,Na=new Sa,Be=new Sa,ea=new n;C.prototype=Object.assign(Object.create(Ea.prototype),{constructor:C,isBufferGeometry:!0,getIndex:function(){return this.index},setIndex:function(a){Array.isArray(a)?this.index=new (65535<yh(a)?Xb:Wb)(a,1):this.index=a},getAttribute:function(a){return this.attributes[a]},setAttribute:function(a,b){this.attributes[a]=\n",
"b;return this},deleteAttribute:function(a){delete this.attributes[a];return this},addGroup:function(a,b,c){this.groups.push({start:a,count:b,materialIndex:void 0!==c?c:0})},clearGroups:function(){this.groups=[]},setDrawRange:function(a,b){this.drawRange.start=a;this.drawRange.count=b},applyMatrix4:function(a){var b=this.attributes.position;void 0!==b&&(b.applyMatrix4(a),b.needsUpdate=!0);b=this.attributes.normal;if(void 0!==b){var c=(new wa).getNormalMatrix(a);b.applyNormalMatrix(c);b.needsUpdate=\n",
"!0}b=this.attributes.tangent;void 0!==b&&(b.transformDirection(a),b.needsUpdate=!0);null!==this.boundingBox&&this.computeBoundingBox();null!==this.boundingSphere&&this.computeBoundingSphere();return this},rotateX:function(a){mb.makeRotationX(a);this.applyMatrix4(mb);return this},rotateY:function(a){mb.makeRotationY(a);this.applyMatrix4(mb);return this},rotateZ:function(a){mb.makeRotationZ(a);this.applyMatrix4(mb);return this},translate:function(a,b,c){mb.makeTranslation(a,b,c);this.applyMatrix4(mb);\n",
"return this},scale:function(a,b,c){mb.makeScale(a,b,c);this.applyMatrix4(mb);return this},lookAt:function(a){kh.lookAt(a);kh.updateMatrix();this.applyMatrix4(kh.matrix);return this},center:function(){this.computeBoundingBox();this.boundingBox.getCenter(vd).negate();this.translate(vd.x,vd.y,vd.z);return this},setFromObject:function(a){var b=a.geometry;if(a.isPoints||a.isLine){a=new y(3*b.vertices.length,3);var c=new y(3*b.colors.length,3);this.setAttribute("position",a.copyVector3sArray(b.vertices));\n",
"this.setAttribute("color",c.copyColorsArray(b.colors));b.lineDistances&&b.lineDistances.length===b.vertices.length&&(a=new y(b.lineDistances.length,1),this.setAttribute("lineDistance",a.copyArray(b.lineDistances)));null!==b.boundingSphere&&(this.boundingSphere=b.boundingSphere.clone());null!==b.boundingBox&&(this.boundingBox=b.boundingBox.clone())}else a.isMesh&&b&&b.isGeometry&&this.fromGeometry(b);return this},setFromPoints:function(a){for(var b=[],c=0,d=a.length;c<d;c++){var e=a[c];b.push(e.x,\n",
"e.y,e.z||0)}this.setAttribute("position",new y(b,3));return this},updateFromObject:function(a){var b=a.geometry;if(a.isMesh){var c=b.__directGeometry;!0===b.elementsNeedUpdate&&(c=void 0,b.elementsNeedUpdate=!1);if(void 0===c)return this.fromGeometry(b);c.verticesNeedUpdate=b.verticesNeedUpdate;c.normalsNeedUpdate=b.normalsNeedUpdate;c.colorsNeedUpdate=b.colorsNeedUpdate;c.uvsNeedUpdate=b.uvsNeedUpdate;c.groupsNeedUpdate=b.groupsNeedUpdate;b.verticesNeedUpdate=!1;b.normalsNeedUpdate=!1;b.colorsNeedUpdate=\n",
"!1;b.uvsNeedUpdate=!1;b.groupsNeedUpdate=!1;b=c}!0===b.verticesNeedUpdate&&(c=this.attributes.position,void 0!==c&&(c.copyVector3sArray(b.vertices),c.needsUpdate=!0),b.verticesNeedUpdate=!1);!0===b.normalsNeedUpdate&&(c=this.attributes.normal,void 0!==c&&(c.copyVector3sArray(b.normals),c.needsUpdate=!0),b.normalsNeedUpdate=!1);!0===b.colorsNeedUpdate&&(c=this.attributes.color,void 0!==c&&(c.copyColorsArray(b.colors),c.needsUpdate=!0),b.colorsNeedUpdate=!1);b.uvsNeedUpdate&&(c=this.attributes.uv,void 0!==\n",
"c&&(c.copyVector2sArray(b.uvs),c.needsUpdate=!0),b.uvsNeedUpdate=!1);b.lineDistancesNeedUpdate&&(c=this.attributes.lineDistance,void 0!==c&&(c.copyArray(b.lineDistances),c.needsUpdate=!0),b.lineDistancesNeedUpdate=!1);b.groupsNeedUpdate&&(b.computeGroups(a.geometry),this.groups=b.groups,b.groupsNeedUpdate=!1);return this},fromGeometry:function(a){a.__directGeometry=(new xh).fromGeometry(a);return this.fromDirectGeometry(a.__directGeometry)},fromDirectGeometry:function(a){var b=new Float32Array(3*\n",
"a.vertices.length);this.setAttribute("position",(new M(b,3)).copyVector3sArray(a.vertices));0<a.normals.length&&(b=new Float32Array(3*a.normals.length),this.setAttribute("normal",(new M(b,3)).copyVector3sArray(a.normals)));0<a.colors.length&&(b=new Float32Array(3*a.colors.length),this.setAttribute("color",(new M(b,3)).copyColorsArray(a.colors)));0<a.uvs.length&&(b=new Float32Array(2*a.uvs.length),this.setAttribute("uv",(new M(b,2)).copyVector2sArray(a.uvs)));0<a.uvs2.length&&(b=new Float32Array(2*\n",
"a.uvs2.length),this.setAttribute("uv2",(new M(b,2)).copyVector2sArray(a.uvs2)));this.groups=a.groups;for(var c in a.morphTargets){b=[];for(var d=a.morphTargets[c],e=0,f=d.length;e<f;e++){var g=d[e],h=new y(3*g.data.length,3);h.name=g.name;b.push(h.copyVector3sArray(g.data))}this.morphAttributes[c]=b}0<a.skinIndices.length&&(c=new y(4*a.skinIndices.length,4),this.setAttribute("skinIndex",c.copyVector4sArray(a.skinIndices)));0<a.skinWeights.length&&(c=new y(4*a.skinWeights.length,4),this.setAttribute("skinWeight",\n",
"c.copyVector4sArray(a.skinWeights)));null!==a.boundingSphere&&(this.boundingSphere=a.boundingSphere.clone());null!==a.boundingBox&&(this.boundingBox=a.boundingBox.clone());return this},computeBoundingBox:function(){null===this.boundingBox&&(this.boundingBox=new Sa);var a=this.attributes.position,b=this.morphAttributes.position;if(void 0!==a){if(this.boundingBox.setFromBufferAttribute(a),b){a=0;for(var c=b.length;a<c;a++)Na.setFromBufferAttribute(b[a]),this.morphTargetsRelative?(ea.addVectors(this.boundingBox.min,\n",
"Na.min),this.boundingBox.expandByPoint(ea),ea.addVectors(this.boundingBox.max,Na.max),this.boundingBox.expandByPoint(ea)):(this.boundingBox.expandByPoint(Na.min),this.boundingBox.expandByPoint(Na.max))}}else this.boundingBox.makeEmpty();(isNaN(this.boundingBox.min.x)||isNaN(this.boundingBox.min.y)||isNaN(this.boundingBox.min.z))&&console.error('THREE.BufferGeometry.computeBoundingBox: Computed min/max have NaN values. The "position" attribute is likely to have NaN values.',this)},computeBoundingSphere:function(){null===\n",
"this.boundingSphere&&(this.boundingSphere=new pb);var a=this.attributes.position,b=this.morphAttributes.position;if(a){var c=this.boundingSphere.center;Na.setFromBufferAttribute(a);if(b)for(var d=0,e=b.length;d<e;d++){var f=b[d];Be.setFromBufferAttribute(f);this.morphTargetsRelative?(ea.addVectors(Na.min,Be.min),Na.expandByPoint(ea),ea.addVectors(Na.max,Be.max),Na.expandByPoint(ea)):(Na.expandByPoint(Be.min),Na.expandByPoint(Be.max))}Na.getCenter(c);var g=0;d=0;for(e=a.count;d<e;d++)ea.fromBufferAttribute(a,\n",
"d),g=Math.max(g,c.distanceToSquared(ea));if(b)for(d=0,e=b.length;d<e;d++){f=b[d];for(var h=this.morphTargetsRelative,l=0,m=f.count;l<m;l++)ea.fromBufferAttribute(f,l),h&&(vd.fromBufferAttribute(a,l),ea.add(vd)),g=Math.max(g,c.distanceToSquared(ea))}this.boundingSphere.radius=Math.sqrt(g);isNaN(this.boundingSphere.radius)&&console.error('THREE.BufferGeometry.computeBoundingSphere(): Computed radius is NaN. The "position" attribute is likely to have NaN values.',this)}},computeFaceNormals:function(){},\n",
"computeVertexNormals:function(){var a=this.index,b=this.attributes;if(b.position){var c=b.position.array;if(void 0===b.normal)this.setAttribute("normal",new M(new Float32Array(c.length),3));else for(var d=b.normal.array,e=0,f=d.length;e<f;e++)d[e]=0;d=b.normal.array;var g=new n,h=new n,l=new n,m=new n,k=new n;if(a){var p=a.array;e=0;for(f=a.count;e<f;e+=3){a=3*p[e+0];var x=3*p[e+1];var r=3*p[e+2];g.fromArray(c,a);h.fromArray(c,x);l.fromArray(c,r);m.subVectors(l,h);k.subVectors(g,h);m.cross(k);d[a]+=\n",
"m.x;d[a+1]+=m.y;d[a+2]+=m.z;d[x]+=m.x;d[x+1]+=m.y;d[x+2]+=m.z;d[r]+=m.x;d[r+1]+=m.y;d[r+2]+=m.z}}else for(e=0,f=c.length;e<f;e+=9)g.fromArray(c,e),h.fromArray(c,e+3),l.fromArray(c,e+6),m.subVectors(l,h),k.subVectors(g,h),m.cross(k),d[e]=m.x,d[e+1]=m.y,d[e+2]=m.z,d[e+3]=m.x,d[e+4]=m.y,d[e+5]=m.z,d[e+6]=m.x,d[e+7]=m.y,d[e+8]=m.z;this.normalizeNormals();b.normal.needsUpdate=!0}},merge:function(a,b){if(a&&a.isBufferGeometry){void 0===b&&(b=0,console.warn("THREE.BufferGeometry.merge(): Overwriting original geometry, starting at offset=0. Use BufferGeometryUtils.mergeBufferGeometries() for lossless merge."));\n",
"var c=this.attributes,d;for(d in c)if(void 0!==a.attributes[d]){var e=c[d].array,f=a.attributes[d],g=f.array,h=f.itemSize*b;f=Math.min(g.length,e.length-h);for(var l=0;l<f;l++,h++)e[h]=g[l]}return this}console.error("THREE.BufferGeometry.merge(): geometry not an instance of THREE.BufferGeometry.",a)},normalizeNormals:function(){for(var a=this.attributes.normal,b=0,c=a.count;b<c;b++)ea.x=a.getX(b),ea.y=a.getY(b),ea.z=a.getZ(b),ea.normalize(),a.setXYZ(b,ea.x,ea.y,ea.z)},toNonIndexed:function(){function a(a,\n",
"b){var c=a.array;a=a.itemSize;for(var d=new c.constructor(b.length*a),e,f=0,g=0,h=b.length;g<h;g++){e=b[g]*a;for(var l=0;l<a;l++)d[f++]=c[e++]}return new M(d,a)}if(null===this.index)return console.warn("THREE.BufferGeometry.toNonIndexed(): Geometry is already non-indexed."),this;var b=new C,c=this.index.array,d=this.attributes,e;for(e in d){var f=d[e];f=a(f,c);b.setAttribute(e,f)}var g=this.morphAttributes;for(e in g){var h=[],l=g[e];d=0;for(var m=l.length;d<m;d++)f=l[d],f=a(f,c),h.push(f);b.morphAttributes[e]=\n",
"h}b.morphTargetsRelative=this.morphTargetsRelative;c=this.groups;d=0;for(e=c.length;d<e;d++)f=c[d],b.addGroup(f.start,f.count,f.materialIndex);return b},toJSON:function(){var a={metadata:{version:4.5,type:"BufferGeometry",generator:"BufferGeometry.toJSON"}};a.uuid=this.uuid;a.type=this.type;""!==this.name&&(a.name=this.name);0<Object.keys(this.userData).length&&(a.userData=this.userData);if(void 0!==this.parameters){var b=this.parameters;for(m in b)void 0!==b[m]&&(a[m]=b[m]);return a}a.data={attributes:{}};\n",
"b=this.index;null!==b&&(a.data.index={type:b.array.constructor.name,array:Array.prototype.slice.call(b.array)});var c=this.attributes;for(m in c){b=c[m];var d=b.toJSON();""!==b.name&&(d.name=b.name);a.data.attributes[m]=d}c={};var e=!1;for(m in this.morphAttributes){for(var f=this.morphAttributes[m],g=[],h=0,l=f.length;h<l;h++)b=f[h],d=b.toJSON(),""!==b.name&&(d.name=b.name),g.push(d);0<g.length&&(c[m]=g,e=!0)}e&&(a.data.morphAttributes=c,a.data.morphTargetsRelative=this.morphTargetsRelative);var m=\n",
"this.groups;0<m.length&&(a.data.groups=JSON.parse(JSON.stringify(m)));m=this.boundingSphere;null!==m&&(a.data.boundingSphere={center:m.center.toArray(),radius:m.radius});return a},clone:function(){return(new C).copy(this)},copy:function(a){var b;this.index=null;this.attributes={};this.morphAttributes={};this.groups=[];this.boundingSphere=this.boundingBox=null;this.name=a.name;var c=a.index;null!==c&&this.setIndex(c.clone());c=a.attributes;for(g in c)this.setAttribute(g,c[g].clone());var d=a.morphAttributes;\n",
"for(g in d){var e=[],f=d[g];c=0;for(b=f.length;c<b;c++)e.push(f[c].clone());this.morphAttributes[g]=e}this.morphTargetsRelative=a.morphTargetsRelative;var g=a.groups;c=0;for(b=g.length;c<b;c++)d=g[c],this.addGroup(d.start,d.count,d.materialIndex);g=a.boundingBox;null!==g&&(this.boundingBox=g.clone());g=a.boundingSphere;null!==g&&(this.boundingSphere=g.clone());this.drawRange.start=a.drawRange.start;this.drawRange.count=a.drawRange.count;this.userData=a.userData;return this},dispose:function(){this.dispatchEvent({type:"dispose"})}});\n",
"var Qi=new P,tc=new Vb,lh=new pb,Yb=new n,Zb=new n,$b=new n,dg=new n,eg=new n,fg=new n,Ke=new n,Le=new n,Me=new n,Cc=new t,Dc=new t,Ec=new t,Hd=new n,Ie=new n;S.prototype=Object.assign(Object.create(F.prototype),{constructor:S,isMesh:!0,copy:function(a){F.prototype.copy.call(this,a);void 0!==a.morphTargetInfluences&&(this.morphTargetInfluences=a.morphTargetInfluences.slice());void 0!==a.morphTargetDictionary&&(this.morphTargetDictionary=Object.assign({},a.morphTargetDictionary));return this},updateMorphTargets:function(){var a=\n",
"this.geometry;if(a.isBufferGeometry){a=a.morphAttributes;var b=Object.keys(a);if(0<b.length){var c=a[b[0]];if(void 0!==c)for(this.morphTargetInfluences=[],this.morphTargetDictionary={},a=0,b=c.length;a<b;a++){var d=c[a].name||String(a);this.morphTargetInfluences.push(0);this.morphTargetDictionary[d]=a}}}else a=a.morphTargets,void 0!==a&&0<a.length&&console.error("THREE.Mesh.updateMorphTargets() no longer supports THREE.Geometry. Use THREE.BufferGeometry instead.")},raycast:function(a,b){var c=this.geometry,\n",
"d=this.material,e=this.matrixWorld;if(void 0!==d&&(null===c.boundingSphere&&c.computeBoundingSphere(),lh.copy(c.boundingSphere),lh.applyMatrix4(e),!1!==a.ray.intersectsSphere(lh)&&(Qi.getInverse(e),tc.copy(a.ray).applyMatrix4(Qi),null===c.boundingBox||!1!==tc.intersectsBox(c.boundingBox))))if(c.isBufferGeometry){var f=c.index;e=c.attributes.position;var g=c.morphAttributes.position,h=c.morphTargetsRelative,l=c.attributes.uv,m=c.attributes.uv2,k=c.groups,p=c.drawRange,n,r;if(null!==f)if(Array.isArray(d)){var q=\n",
"0;for(n=k.length;q<n;q++){var v=k[q];var E=d[v.materialIndex];var w=Math.max(v.start,p.start);for(r=c=Math.min(v.start+v.count,p.start+p.count);w<r;w+=3){c=f.getX(w);var z=f.getX(w+1);var y=f.getX(w+2);if(c=Je(this,E,a,tc,e,g,h,l,m,c,z,y))c.faceIndex=Math.floor(w/3),c.face.materialIndex=v.materialIndex,b.push(c)}}}else for(w=Math.max(0,p.start),c=Math.min(f.count,p.start+p.count),q=w,n=c;q<n;q+=3){if(c=f.getX(q),z=f.getX(q+1),y=f.getX(q+2),c=Je(this,d,a,tc,e,g,h,l,m,c,z,y))c.faceIndex=Math.floor(q/\n",
"3),b.push(c)}else if(void 0!==e)if(Array.isArray(d))for(q=0,n=k.length;q<n;q++)for(v=k[q],E=d[v.materialIndex],w=Math.max(v.start,p.start),r=c=Math.min(v.start+v.count,p.start+p.count);w<r;w+=3){if(c=w,z=w+1,y=w+2,c=Je(this,E,a,tc,e,g,h,l,m,c,z,y))c.faceIndex=Math.floor(w/3),c.face.materialIndex=v.materialIndex,b.push(c)}else for(w=Math.max(0,p.start),c=Math.min(e.count,p.start+p.count),q=w,n=c;q<n;q+=3)if(c=q,z=q+1,y=q+2,c=Je(this,d,a,tc,e,g,h,l,m,c,z,y))c.faceIndex=Math.floor(q/3),b.push(c)}else if(c.isGeometry)for(e=\n",
"Array.isArray(d),g=c.vertices,h=c.faces,c=c.faceVertexUvs[0],0<c.length&&(f=c),p=0,q=h.length;p<q;p++)if(n=h[p],c=e?d[n.materialIndex]:d,void 0!==c&&(l=g[n.a],m=g[n.b],k=g[n.c],c=zh(this,c,a,tc,l,m,k,Hd)))f&&f[p]&&(v=f[p],Cc.copy(v[0]),Dc.copy(v[1]),Ec.copy(v[2]),c.uv=oa.getUV(Hd,l,m,k,Cc,Dc,Ec,new t)),c.face=n,c.faceIndex=p,b.push(c)},clone:function(){return(new this.constructor(this.geometry,this.material)).copy(this)}});var tj=0,nb=new P,mh=new F,Kf=new n;N.prototype=Object.assign(Object.create(Ea.prototype),\n",
"{constructor:N,isGeometry:!0,applyMatrix4:function(a){for(var b=(new wa).getNormalMatrix(a),c=0,d=this.vertices.length;c<d;c++)this.vertices[c].applyMatrix4(a);c=0;for(d=this.faces.length;c<d;c++){a=this.faces[c];a.normal.applyMatrix3(b).normalize();for(var e=0,f=a.vertexNormals.length;e<f;e++)a.vertexNormals[e].applyMatrix3(b).normalize()}null!==this.boundingBox&&this.computeBoundingBox();null!==this.boundingSphere&&this.computeBoundingSphere();this.normalsNeedUpdate=this.verticesNeedUpdate=!0;return this},\n",
"rotateX:function(a){nb.makeRotationX(a);this.applyMatrix4(nb);return this},rotateY:function(a){nb.makeRotationY(a);this.applyMatrix4(nb);return this},rotateZ:function(a){nb.makeRotationZ(a);this.applyMatrix4(nb);return this},translate:function(a,b,c){nb.makeTranslation(a,b,c);this.applyMatrix4(nb);return this},scale:function(a,b,c){nb.makeScale(a,b,c);this.applyMatrix4(nb);return this},lookAt:function(a){mh.lookAt(a);mh.updateMatrix();this.applyMatrix4(mh.matrix);return this},fromBufferGeometry:function(a){function b(a,\n",
"b,d,e){var f=void 0===h?[]:[c.colors[a].clone(),c.colors[b].clone(),c.colors[d].clone()],k=void 0===g?[]:[(new n).fromArray(g,3*a),(new n).fromArray(g,3*b),(new n).fromArray(g,3*d)];e=new Bc(a,b,d,k,f,e);c.faces.push(e);void 0!==l&&c.faceVertexUvs[0].push([(new t).fromArray(l,2*a),(new t).fromArray(l,2*b),(new t).fromArray(l,2*d)]);void 0!==m&&c.faceVertexUvs[1].push([(new t).fromArray(m,2*a),(new t).fromArray(m,2*b),(new t).fromArray(m,2*d)])}var c=this,d=null!==a.index?a.index.array:void 0,e=a.attributes;\n",
"if(void 0===e.position)return console.error("THREE.Geometry.fromBufferGeometry(): Position attribute required for conversion."),this;var f=e.position.array,g=void 0!==e.normal?e.normal.array:void 0,h=void 0!==e.color?e.color.array:void 0,l=void 0!==e.uv?e.uv.array:void 0,m=void 0!==e.uv2?e.uv2.array:void 0;void 0!==m&&(this.faceVertexUvs[1]=[]);for(e=0;e<f.length;e+=3)c.vertices.push((new n).fromArray(f,e)),void 0!==h&&c.colors.push((new A).fromArray(h,e));var k=a.groups;if(0<k.length)for(e=0;e<k.length;e++){f=\n",
"k[e];var p=f.start,x=p;for(p+=f.count;x<p;x+=3)void 0!==d?b(d[x],d[x+1],d[x+2],f.materialIndex):b(x,x+1,x+2,f.materialIndex)}else if(void 0!==d)for(e=0;e<d.length;e+=3)b(d[e],d[e+1],d[e+2]);else for(e=0;e<f.length/3;e+=3)b(e,e+1,e+2);this.computeFaceNormals();null!==a.boundingBox&&(this.boundingBox=a.boundingBox.clone());null!==a.boundingSphere&&(this.boundingSphere=a.boundingSphere.clone());return this},center:function(){this.computeBoundingBox();this.boundingBox.getCenter(Kf).negate();this.translate(Kf.x,\n",
"Kf.y,Kf.z);return this},normalize:function(){this.computeBoundingSphere();var a=this.boundingSphere.center,b=this.boundingSphere.radius;b=0===b?1:1/b;var c=new P;c.set(b,0,0,-b*a.x,0,b,0,-b*a.y,0,0,b,-b*a.z,0,0,0,1);this.applyMatrix4(c);return this},computeFaceNormals:function(){for(var a=new n,b=new n,c=0,d=this.faces.length;c<d;c++){var e=this.faces[c],f=this.vertices[e.a],g=this.vertices[e.b];a.subVectors(this.vertices[e.c],g);b.subVectors(f,g);a.cross(b);a.normalize();e.normal.copy(a)}},computeVertexNormals:function(a){void 0===\n",
"a&&(a=!0);var b;var c=Array(this.vertices.length);var d=0;for(b=this.vertices.length;d<b;d++)c[d]=new n;if(a){var e=new n,f=new n;a=0;for(d=this.faces.length;a<d;a++){b=this.faces[a];var g=this.vertices[b.a];var h=this.vertices[b.b];var l=this.vertices[b.c];e.subVectors(l,h);f.subVectors(g,h);e.cross(f);c[b.a].add(e);c[b.b].add(e);c[b.c].add(e)}}else for(this.computeFaceNormals(),a=0,d=this.faces.length;a<d;a++)b=this.faces[a],c[b.a].add(b.normal),c[b.b].add(b.normal),c[b.c].add(b.normal);d=0;for(b=\n",
"this.vertices.length;d<b;d++)c[d].normalize();a=0;for(d=this.faces.length;a<d;a++)b=this.faces[a],g=b.vertexNormals,3===g.length?(g[0].copy(c[b.a]),g[1].copy(c[b.b]),g[2].copy(c[b.c])):(g[0]=c[b.a].clone(),g[1]=c[b.b].clone(),g[2]=c[b.c].clone());0<this.faces.length&&(this.normalsNeedUpdate=!0)},computeFlatVertexNormals:function(){var a;this.computeFaceNormals();var b=0;for(a=this.faces.length;b<a;b++){var c=this.faces[b];var d=c.vertexNormals;3===d.length?(d[0].copy(c.normal),d[1].copy(c.normal),\n",
"d[2].copy(c.normal)):(d[0]=c.normal.clone(),d[1]=c.normal.clone(),d[2]=c.normal.clone())}0<this.faces.length&&(this.normalsNeedUpdate=!0)},computeMorphNormals:function(){var a,b;var c=0;for(b=this.faces.length;c<b;c++){var d=this.faces[c];d.__originalFaceNormal?d.__originalFaceNormal.copy(d.normal):d.__originalFaceNormal=d.normal.clone();d.__originalVertexNormals||(d.__originalVertexNormals=[]);var e=0;for(a=d.vertexNormals.length;e<a;e++)d.__originalVertexNormals[e]?d.__originalVertexNormals[e].copy(d.vertexNormals[e]):\n",
"d.__originalVertexNormals[e]=d.vertexNormals[e].clone()}var f=new N;f.faces=this.faces;e=0;for(a=this.morphTargets.length;e<a;e++){if(!this.morphNormals[e]){this.morphNormals[e]={};this.morphNormals[e].faceNormals=[];this.morphNormals[e].vertexNormals=[];d=this.morphNormals[e].faceNormals;var g=this.morphNormals[e].vertexNormals;c=0;for(b=this.faces.length;c<b;c++){var h=new n;var l={a:new n,b:new n,c:new n};d.push(h);g.push(l)}}g=this.morphNormals[e];f.vertices=this.morphTargets[e].vertices;f.computeFaceNormals();\n",
"f.computeVertexNormals();c=0;for(b=this.faces.length;c<b;c++)d=this.faces[c],h=g.faceNormals[c],l=g.vertexNormals[c],h.copy(d.normal),l.a.copy(d.vertexNormals[0]),l.b.copy(d.vertexNormals[1]),l.c.copy(d.vertexNormals[2])}c=0;for(b=this.faces.length;c<b;c++)d=this.faces[c],d.normal=d.__originalFaceNormal,d.vertexNormals=d.__originalVertexNormals},computeBoundingBox:function(){null===this.boundingBox&&(this.boundingBox=new Sa);this.boundingBox.setFromPoints(this.vertices)},computeBoundingSphere:function(){null===\n",
"this.boundingSphere&&(this.boundingSphere=new pb);this.boundingSphere.setFromPoints(this.vertices)},merge:function(a,b,c){if(a&&a.isGeometry){var d,e=this.vertices.length,f=this.vertices,g=a.vertices,h=this.faces,l=a.faces,m=this.colors,k=a.colors;void 0===c&&(c=0);void 0!==b&&(d=(new wa).getNormalMatrix(b));for(var p=0,n=g.length;p<n;p++){var r=g[p].clone();void 0!==b&&r.applyMatrix4(b);f.push(r)}p=0;for(n=k.length;p<n;p++)m.push(k[p].clone());p=0;for(n=l.length;p<n;p++){g=l[p];var q=g.vertexNormals;\n",
"k=g.vertexColors;m=new Bc(g.a+e,g.b+e,g.c+e);m.normal.copy(g.normal);void 0!==d&&m.normal.applyMatrix3(d).normalize();b=0;for(f=q.length;b<f;b++)r=q[b].clone(),void 0!==d&&r.applyMatrix3(d).normalize(),m.vertexNormals.push(r);m.color.copy(g.color);b=0;for(f=k.length;b<f;b++)r=k[b],m.vertexColors.push(r.clone());m.materialIndex=g.materialIndex+c;h.push(m)}p=0;for(n=a.faceVertexUvs.length;p<n;p++)for(c=a.faceVertexUvs[p],void 0===this.faceVertexUvs[p]&&(this.faceVertexUvs[p]=[]),b=0,f=c.length;b<f;b++){d=\n",
"c[b];e=[];h=0;for(l=d.length;h<l;h++)e.push(d[h].clone());this.faceVertexUvs[p].push(e)}}else console.error("THREE.Geometry.merge(): geometry not an instance of THREE.Geometry.",a)},mergeMesh:function(a){a&&a.isMesh?(a.matrixAutoUpdate&&a.updateMatrix(),this.merge(a.geometry,a.matrix)):console.error("THREE.Geometry.mergeMesh(): mesh not an instance of THREE.Mesh.",a)},mergeVertices:function(){var a={},b=[],c=[],d=Math.pow(10,4),e;var f=0;for(e=this.vertices.length;f<e;f++){var g=this.vertices[f];\n",
"g=Math.round(g.x*d)+"_"+Math.round(g.y*d)+"_"+Math.round(g.z*d);void 0===a[g]?(a[g]=f,b.push(this.vertices[f]),c[f]=b.length-1):c[f]=c[a[g]]}a=[];f=0;for(e=this.faces.length;f<e;f++)for(d=this.faces[f],d.a=c[d.a],d.b=c[d.b],d.c=c[d.c],d=[d.a,d.b,d.c],g=0;3>g;g++)if(d[g]===d[(g+1)%3]){a.push(f);break}for(f=a.length-1;0<=f;f--)for(d=a[f],this.faces.splice(d,1),c=0,e=this.faceVertexUvs.length;c<e;c++)this.faceVertexUvs[c].splice(d,1);f=this.vertices.length-b.length;this.vertices=b;return f},setFromPoints:function(a){this.vertices=\n",
"[];for(var b=0,c=a.length;b<c;b++){var d=a[b];this.vertices.push(new n(d.x,d.y,d.z||0))}return this},sortFacesByMaterialIndex:function(){for(var a=this.faces,b=a.length,c=0;c<b;c++)a[c]._id=c;a.sort(function(a,b){return a.materialIndex-b.materialIndex});var d=this.faceVertexUvs[0],e=this.faceVertexUvs[1],f,g;d&&d.length===b&&(f=[]);e&&e.length===b&&(g=[]);for(c=0;c<b;c++){var h=a[c]._id;f&&f.push(d[h]);g&&g.push(e[h])}f&&(this.faceVertexUvs[0]=f);g&&(this.faceVertexUvs[1]=g)},toJSON:function(){function a(a,\n",
"b,c){return c?a|1<<b:a&~(1<<b)}function b(a){var b=a.x.toString()+a.y.toString()+a.z.toString();if(void 0!==m[b])return m[b];m[b]=l.length/3;l.push(a.x,a.y,a.z);return m[b]}function c(a){var b=a.r.toString()+a.g.toString()+a.b.toString();if(void 0!==p[b])return p[b];p[b]=k.length;k.push(a.getHex());return p[b]}function d(a){var b=a.x.toString()+a.y.toString();if(void 0!==r[b])return r[b];r[b]=n.length/2;n.push(a.x,a.y);return r[b]}var e={metadata:{version:4.5,type:"Geometry",generator:"Geometry.toJSON"}};\n",
"e.uuid=this.uuid;e.type=this.type;""!==this.name&&(e.name=this.name);if(void 0!==this.parameters){var f=this.parameters,g;for(g in f)void 0!==f[g]&&(e[g]=f[g]);return e}f=[];for(g=0;g<this.vertices.length;g++){var h=this.vertices[g];f.push(h.x,h.y,h.z)}h=[];var l=[],m={},k=[],p={},n=[],r={};for(g=0;g<this.faces.length;g++){var q=this.faces[g],v=void 0!==this.faceVertexUvs[0][g],t=0<q.normal.length(),w=0<q.vertexNormals.length,z=1!==q.color.r||1!==q.color.g||1!==q.color.b,y=0<q.vertexColors.length,\n",
"A=0;A=a(A,0,0);A=a(A,1,!0);A=a(A,2,!1);A=a(A,3,v);A=a(A,4,t);A=a(A,5,w);A=a(A,6,z);A=a(A,7,y);h.push(A);h.push(q.a,q.b,q.c);h.push(q.materialIndex);v&&(v=this.faceVertexUvs[0][g],h.push(d(v[0]),d(v[1]),d(v[2])));t&&h.push(b(q.normal));w&&(t=q.vertexNormals,h.push(b(t[0]),b(t[1]),b(t[2])));z&&h.push(c(q.color));y&&(q=q.vertexColors,h.push(c(q[0]),c(q[1]),c(q[2])))}e.data={};e.data.vertices=f;e.data.normals=l;0<k.length&&(e.data.colors=k);0<n.length&&(e.data.uvs=[n]);e.data.faces=h;return e},clone:function(){return(new N).copy(this)},\n",
"copy:function(a){var b,c,d;this.vertices=[];this.colors=[];this.faces=[];this.faceVertexUvs=[[]];this.morphTargets=[];this.morphNormals=[];this.skinWeights=[];this.skinIndices=[];this.lineDistances=[];this.boundingSphere=this.boundingBox=null;this.name=a.name;var e=a.vertices;var f=0;for(b=e.length;f<b;f++)this.vertices.push(e[f].clone());e=a.colors;f=0;for(b=e.length;f<b;f++)this.colors.push(e[f].clone());e=a.faces;f=0;for(b=e.length;f<b;f++)this.faces.push(e[f].clone());f=0;for(b=a.faceVertexUvs.length;f<\n",
"b;f++){var g=a.faceVertexUvs[f];void 0===this.faceVertexUvs[f]&&(this.faceVertexUvs[f]=[]);e=0;for(c=g.length;e<c;e++){var h=g[e],l=[];var m=0;for(d=h.length;m<d;m++)l.push(h[m].clone());this.faceVertexUvs[f].push(l)}}m=a.morphTargets;f=0;for(b=m.length;f<b;f++){d={};d.name=m[f].name;if(void 0!==m[f].vertices)for(d.vertices=[],e=0,c=m[f].vertices.length;e<c;e++)d.vertices.push(m[f].vertices[e].clone());if(void 0!==m[f].normals)for(d.normals=[],e=0,c=m[f].normals.length;e<c;e++)d.normals.push(m[f].normals[e].clone());\n",
"this.morphTargets.push(d)}m=a.morphNormals;f=0;for(b=m.length;f<b;f++){d={};if(void 0!==m[f].vertexNormals)for(d.vertexNormals=[],e=0,c=m[f].vertexNormals.length;e<c;e++)g=m[f].vertexNormals[e],h={},h.a=g.a.clone(),h.b=g.b.clone(),h.c=g.c.clone(),d.vertexNormals.push(h);if(void 0!==m[f].faceNormals)for(d.faceNormals=[],e=0,c=m[f].faceNormals.length;e<c;e++)d.faceNormals.push(m[f].faceNormals[e].clone());this.morphNormals.push(d)}e=a.skinWeights;f=0;for(b=e.length;f<b;f++)this.skinWeights.push(e[f].clone());\n",
"e=a.skinIndices;f=0;for(b=e.length;f<b;f++)this.skinIndices.push(e[f].clone());e=a.lineDistances;f=0;for(b=e.length;f<b;f++)this.lineDistances.push(e[f]);f=a.boundingBox;null!==f&&(this.boundingBox=f.clone());f=a.boundingSphere;null!==f&&(this.boundingSphere=f.clone());this.elementsNeedUpdate=a.elementsNeedUpdate;this.verticesNeedUpdate=a.verticesNeedUpdate;this.uvsNeedUpdate=a.uvsNeedUpdate;this.normalsNeedUpdate=a.normalsNeedUpdate;this.colorsNeedUpdate=a.colorsNeedUpdate;this.lineDistancesNeedUpdate=\n",
"a.lineDistancesNeedUpdate;this.groupsNeedUpdate=a.groupsNeedUpdate;return this},dispose:function(){this.dispatchEvent({type:"dispose"})}});var nh=function(a){function b(b,d,e,f,g,h){a.call(this);this.type="BoxGeometry";this.parameters={width:b,height:d,depth:e,widthSegments:f,heightSegments:g,depthSegments:h};this.fromBufferGeometry(new Jd(b,d,e,f,g,h));this.mergeVertices()}a&&(b.__proto__=a);b.prototype=Object.create(a&&a.prototype);return b.prototype.constructor=b}(N),Jd=function(a){function b(b,\n",
"d,e,f,g,h){function c(a,b,c,d,e,f,g,h,l,u,t){var w=f/l,z=g/u,y=f/2,E=g/2,B=h/2;g=l+1;var A=u+1,C=f=0,D,F,G=new n;for(F=0;F<A;F++){var K=F*z-E;for(D=0;D<g;D++)G[a]=(D*w-y)*d,G[b]=K*e,G[c]=B,p.push(G.x,G.y,G.z),G[a]=0,G[b]=0,G[c]=0<h?1:-1,x.push(G.x,G.y,G.z),r.push(D/l),r.push(1-F/u),f+=1}for(F=0;F<u;F++)for(D=0;D<l;D++)a=q+D+g*(F+1),b=q+(D+1)+g*(F+1),c=q+(D+1)+g*F,k.push(q+D+g*F,a,c),k.push(a,b,c),C+=6;m.addGroup(v,C,t);v+=C;q+=f}a.call(this);this.type="BoxBufferGeometry";this.parameters={width:b,\n",
"height:d,depth:e,widthSegments:f,heightSegments:g,depthSegments:h};var m=this;b=b||1;d=d||1;e=e||1;f=Math.floor(f)||1;g=Math.floor(g)||1;h=Math.floor(h)||1;var k=[],p=[],x=[],r=[],q=0,v=0;c("z","y","x",-1,-1,e,d,b,h,g,0);c("z","y","x",1,-1,e,d,-b,h,g,1);c("x","z","y",1,1,b,e,d,f,h,2);c("x","z","y",1,-1,b,e,-d,f,h,3);c("x","y","z",1,-1,b,d,e,f,g,4);c("x","y","z",-1,-1,b,d,-e,f,g,5);this.setIndex(k);this.setAttribute("position",new y(p,3));this.setAttribute("normal",new y(x,3));this.setAttribute("uv",\n",
"new y(r,2))}a&&(b.__proto__=a);b.prototype=Object.create(a&&a.prototype);return b.prototype.constructor=b}(C),Uh={clone:Fc,merge:va};Ba.prototype=Object.create(K.prototype);Ba.prototype.constructor=Ba;Ba.prototype.isShaderMaterial=!0;Ba.prototype.copy=function(a){K.prototype.copy.call(this,a);this.fragmentShader=a.fragmentShader;this.vertexShader=a.vertexShader;this.uniforms=Fc(a.uniforms);this.defines=Object.assign({},a.defines);this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;\n",
"this.lights=a.lights;this.clipping=a.clipping;this.skinning=a.skinning;this.morphTargets=a.morphTargets;this.morphNormals=a.morphNormals;this.extensions=a.extensions;return this};Ba.prototype.toJSON=function(a){var b=K.prototype.toJSON.call(this,a);b.uniforms={};for(var c in this.uniforms){var d=this.uniforms[c].value;b.uniforms[c]=d&&d.isTexture?{type:"t",value:d.toJSON(a).uuid}:d&&d.isColor?{type:"c",value:d.getHex()}:d&&d.isVector2?{type:"v2",value:d.toArray()}:d&&d.isVector3?{type:"v3",value:d.toArray()}:\n",
"d&&d.isVector4?{type:"v4",value:d.toArray()}:d&&d.isMatrix3?{type:"m3",value:d.toArray()}:d&&d.isMatrix4?{type:"m4",value:d.toArray()}:{value:d}}0<Object.keys(this.defines).length&&(b.defines=this.defines);b.vertexShader=this.vertexShader;b.fragmentShader=this.fragmentShader;a={};for(var e in this.extensions)!0===this.extensions[e]&&(a[e]=!0);0<Object.keys(a).length&&(b.extensions=a);return b};db.prototype=Object.assign(Object.create(F.prototype),{constructor:db,isCamera:!0,copy:function(a,b){F.prototype.copy.call(this,\n",
"a,b);this.matrixWorldInverse.copy(a.matrixWorldInverse);this.projectionMatrix.copy(a.projectionMatrix);this.projectionMatrixInverse.copy(a.projectionMatrixInverse);return this},getWorldDirection:function(a){void 0===a&&(console.warn("THREE.Camera: .getWorldDirection() target is now required"),a=new n);this.updateMatrixWorld(!0);var b=this.matrixWorld.elements;return a.set(-b[8],-b[9],-b[10]).normalize()},updateMatrixWorld:function(a){F.prototype.updateMatrixWorld.call(this,a);this.matrixWorldInverse.getInverse(this.matrixWorld)},\n",
"updateWorldMatrix:function(a,b){F.prototype.updateWorldMatrix.call(this,a,b);this.matrixWorldInverse.getInverse(this.matrixWorld)},clone:function(){return(new this.constructor).copy(this)}});aa.prototype=Object.assign(Object.create(db.prototype),{constructor:aa,isPerspectiveCamera:!0,copy:function(a,b){db.prototype.copy.call(this,a,b);this.fov=a.fov;this.zoom=a.zoom;this.near=a.near;this.far=a.far;this.focus=a.focus;this.aspect=a.aspect;this.view=null===a.view?null:Object.assign({},a.view);this.filmGauge=\n",
"a.filmGauge;this.filmOffset=a.filmOffset;return this},setFocalLength:function(a){a=.5*this.getFilmHeight()/a;this.fov=2*L.RAD2DEG*Math.atan(a);this.updateProjectionMatrix()},getFocalLength:function(){var a=Math.tan(.5*L.DEG2RAD*this.fov);return.5*this.getFilmHeight()/a},getEffectiveFOV:function(){return 2*L.RAD2DEG*Math.atan(Math.tan(.5*L.DEG2RAD*this.fov)/this.zoom)},getFilmWidth:function(){return this.filmGauge*Math.min(this.aspect,1)},getFilmHeight:function(){return this.filmGauge/Math.max(this.aspect,\n",
"1)},setViewOffset:function(a,b,c,d,e,f){this.aspect=a/b;null===this.view&&(this.view={enabled:!0,fullWidth:1,fullHeight:1,offsetX:0,offsetY:0,width:1,height:1});this.view.enabled=!0;this.view.fullWidth=a;this.view.fullHeight=b;this.view.offsetX=c;this.view.offsetY=d;this.view.width=e;this.view.height=f;this.updateProjectionMatrix()},clearViewOffset:function(){null!==this.view&&(this.view.enabled=!1);this.updateProjectionMatrix()},updateProjectionMatrix:function(){var a=this.near,b=a*Math.tan(.5*L.DEG2RAD*\n",
"this.fov)/this.zoom,c=2*b,d=this.aspect*c,e=-.5*d,f=this.view;if(null!==this.view&&this.view.enabled){var g=f.fullWidth,h=f.fullHeight;e+=f.offsetX*d/g;b-=f.offsetY*c/h;d*=f.width/g;c*=f.height/h}f=this.filmOffset;0!==f&&(e+=a*f/this.getFilmWidth());this.projectionMatrix.makePerspective(e,e+d,b,b-c,a,this.far);this.projectionMatrixInverse.getInverse(this.projectionMatrix)},toJSON:function(a){a=F.prototype.toJSON.call(this,a);a.object.fov=this.fov;a.object.zoom=this.zoom;a.object.near=this.near;a.object.far=\n",
"this.far;a.object.focus=this.focus;a.object.aspect=this.aspect;null!==this.view&&(a.object.view=Object.assign({},this.view));a.object.filmGauge=this.filmGauge;a.object.filmOffset=this.filmOffset;return a}});Gc.prototype=Object.create(F.prototype);Gc.prototype.constructor=Gc;Db.prototype=Object.create(Ha.prototype);Db.prototype.constructor=Db;Db.prototype.isWebGLCubeRenderTarget=!0;Db.prototype.fromEquirectangularTexture=function(a,b){this.texture.type=b.type;this.texture.format=b.format;this.texture.encoding=\n",
"b.encoding;var c=new ob,d=new Ba({type:"CubemapFromEquirect",uniforms:Fc({tEquirect:{value:null}}),vertexShader:"varying vec3 vWorldDirection;\\nvec3 transformDirection( in vec3 dir, in mat4 matrix ) {\\n\\treturn normalize( ( matrix * vec4( dir, 0.0 ) ).xyz );\\n}\\nvoid main() {\\n\\tvWorldDirection = transformDirection( position, modelMatrix );\\n\\t#include <begin_vertex>\\n\\t#include <project_vertex>\\n}",fragmentShader:"uniform sampler2D tEquirect;\\nvarying vec3 vWorldDirection;\\n#define RECIPROCAL_PI 0.31830988618\\n#define RECIPROCAL_PI2 0.15915494\\nvoid main() {\\n\\tvec3 direction = normalize( vWorldDirection );\\n\\tvec2 sampleUV;\\n\\tsampleUV.y = asin( clamp( direction.y, - 1.0, 1.0 ) ) * RECIPROCAL_PI + 0.5;\\n\\tsampleUV.x = atan( direction.z, direction.x ) * RECIPROCAL_PI2 + 0.5;\\n\\tgl_FragColor = texture2D( tEquirect, sampleUV );\\n}",\n",
"side:1,blending:0});d.uniforms.tEquirect.value=b;b=new S(new Jd(5,5,5),d);c.add(b);d=new Gc(1,10,1);d.renderTarget=this;d.renderTarget.texture.name="CubeCameraTexture";d.update(a,c);b.geometry.dispose();b.material.dispose();return this};ac.prototype=Object.create(V.prototype);ac.prototype.constructor=ac;ac.prototype.isDataTexture=!0;var wd=new pb,Lf=new n;Object.assign(Hc.prototype,{set:function(a,b,c,d,e,f){var g=this.planes;g[0].copy(a);g[1].copy(b);g[2].copy(c);g[3].copy(d);g[4].copy(e);g[5].copy(f);\n",
"return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){for(var b=this.planes,c=0;6>c;c++)b[c].copy(a.planes[c]);return this},setFromProjectionMatrix:function(a){var b=this.planes,c=a.elements;a=c[0];var d=c[1],e=c[2],f=c[3],g=c[4],h=c[5],l=c[6],m=c[7],k=c[8],p=c[9],n=c[10],r=c[11],q=c[12],v=c[13],t=c[14];c=c[15];b[0].setComponents(f-a,m-g,r-k,c-q).normalize();b[1].setComponents(f+a,m+g,r+k,c+q).normalize();b[2].setComponents(f+d,m+h,r+p,c+v).normalize();b[3].setComponents(f-\n",
"d,m-h,r-p,c-v).normalize();b[4].setComponents(f-e,m-l,r-n,c-t).normalize();b[5].setComponents(f+e,m+l,r+n,c+t).normalize();return this},intersectsObject:function(a){var b=a.geometry;null===b.boundingSphere&&b.computeBoundingSphere();wd.copy(b.boundingSphere).applyMatrix4(a.matrixWorld);return this.intersectsSphere(wd)},intersectsSprite:function(a){wd.center.set(0,0,0);wd.radius=.7071067811865476;wd.applyMatrix4(a.matrixWorld);return this.intersectsSphere(wd)},intersectsSphere:function(a){var b=this.planes,\n",
"c=a.center;a=-a.radius;for(var d=0;6>d;d++)if(b[d].distanceToPoint(c)<a)return!1;return!0},intersectsBox:function(a){for(var b=this.planes,c=0;6>c;c++){var d=b[c];Lf.x=0<d.normal.x?a.max.x:a.min.x;Lf.y=0<d.normal.y?a.max.y:a.min.y;Lf.z=0<d.normal.z?a.max.z:a.min.z;if(0>d.distanceToPoint(Lf))return!1}return!0},containsPoint:function(a){for(var b=this.planes,c=0;6>c;c++)if(0>b[c].distanceToPoint(a))return!1;return!0}});var D={common:{diffuse:{value:new A(15658734)},opacity:{value:1},map:{value:null},\n",
"uvTransform:{value:new wa},uv2Transform:{value:new wa},alphaMap:{value:null}},specularmap:{specularMap:{value:null}},envmap:{envMap:{value:null},flipEnvMap:{value:-1},reflectivity:{value:1},refractionRatio:{value:.98},maxMipLevel:{value:0}},aomap:{aoMap:{value:null},aoMapIntensity:{value:1}},lightmap:{lightMap:{value:null},lightMapIntensity:{value:1}},emissivemap:{emissiveMap:{value:null}},bumpmap:{bumpMap:{value:null},bumpScale:{value:1}},normalmap:{normalMap:{value:null},normalScale:{value:new t(1,\n",
"1)}},displacementmap:{displacementMap:{value:null},displacementScale:{value:1},displacementBias:{value:0}},roughnessmap:{roughnessMap:{value:null}},metalnessmap:{metalnessMap:{value:null}},gradientmap:{gradientMap:{value:null}},fog:{fogDensity:{value:2.5E-4},fogNear:{value:1},fogFar:{value:2E3},fogColor:{value:new A(16777215)}},lights:{ambientLightColor:{value:[]},lightProbe:{value:[]},directionalLights:{value:[],properties:{direction:{},color:{}}},directionalLightShadows:{value:[],properties:{shadowBias:{},\n",
"shadowRadius:{},shadowMapSize:{}}},directionalShadowMap:{value:[]},directionalShadowMatrix:{value:[]},spotLights:{value:[],properties:{color:{},position:{},direction:{},distance:{},coneCos:{},penumbraCos:{},decay:{}}},spotLightShadows:{value:[],properties:{shadowBias:{},shadowRadius:{},shadowMapSize:{}}},spotShadowMap:{value:[]},spotShadowMatrix:{value:[]},pointLights:{value:[],properties:{color:{},position:{},decay:{},distance:{}}},pointLightShadows:{value:[],properties:{shadowBias:{},shadowRadius:{},\n",
"shadowMapSize:{},shadowCameraNear:{},shadowCameraFar:{}}},pointShadowMap:{value:[]},pointShadowMatrix:{value:[]},hemisphereLights:{value:[],properties:{direction:{},skyColor:{},groundColor:{}}},rectAreaLights:{value:[],properties:{color:{},position:{},width:{},height:{}}}},points:{diffuse:{value:new A(15658734)},opacity:{value:1},size:{value:1},scale:{value:1},map:{value:null},alphaMap:{value:null},uvTransform:{value:new wa}},sprite:{diffuse:{value:new A(15658734)},opacity:{value:1},center:{value:new t(.5,\n",
".5)},rotation:{value:0},map:{value:null},alphaMap:{value:null},uvTransform:{value:new wa}}};Id.prototype=Object.create(N.prototype);Id.prototype.constructor=Id;bc.prototype=Object.create(C.prototype);bc.prototype.constructor=bc;var O={alphamap_fragment:"#ifdef USE_ALPHAMAP\\n\\tdiffuseColor.a *= texture2D( alphaMap, vUv ).g;\\n#endif",alphamap_pars_fragment:"#ifdef USE_ALPHAMAP\\n\\tuniform sampler2D alphaMap;\\n#endif",alphatest_fragment:"#ifdef ALPHATEST\\n\\tif ( diffuseColor.a < ALPHATEST ) discard;\\n#endif",\n",
"aomap_fragment:"#ifdef USE_AOMAP\\n\\tfloat ambientOcclusion = ( texture2D( aoMap, vUv2 ).r - 1.0 ) * aoMapIntensity + 1.0;\\n\\treflectedLight.indirectDiffuse *= ambientOcclusion;\\n\\t#if defined( USE_ENVMAP ) && defined( STANDARD )\\n\\t\\tfloat dotNV = saturate( dot( geometry.normal, geometry.viewDir ) );\\n\\t\\treflectedLight.indirectSpecular *= computeSpecularOcclusion( dotNV, ambientOcclusion, material.specularRoughness );\\n\\t#endif\\n#endif",aomap_pars_fragment:"#ifdef USE_AOMAP\\n\\tuniform sampler2D aoMap;\\n\\tuniform float aoMapIntensity;\\n#endif",\n",
"begin_vertex:"vec3 transformed = vec3( position );",beginnormal_vertex:"vec3 objectNormal = vec3( normal );\\n#ifdef USE_TANGENT\\n\\tvec3 objectTangent = vec3( tangent.xyz );\\n#endif",bsdfs:"vec2 integrateSpecularBRDF( const in float dotNV, const in float roughness ) {\\n\\tconst vec4 c0 = vec4( - 1, - 0.0275, - 0.572, 0.022 );\\n\\tconst vec4 c1 = vec4( 1, 0.0425, 1.04, - 0.04 );\\n\\tvec4 r = roughness * c0 + c1;\\n\\tfloat a004 = min( r.x * r.x, exp2( - 9.28 * dotNV ) ) * r.x + r.y;\\n\\treturn vec2( -1.04, 1.04 ) * a004 + r.zw;\\n}\\nfloat punctualLightIntensityToIrradianceFactor( const in float lightDistance, const in float cutoffDistance, const in float decayExponent ) {\\n#if defined ( PHYSICALLY_CORRECT_LIGHTS )\\n\\tfloat distanceFalloff = 1.0 / max( pow( lightDistance, decayExponent ), 0.01 );\\n\\tif( cutoffDistance > 0.0 ) {\\n\\t\\tdistanceFalloff *= pow2( saturate( 1.0 - pow4( lightDistance / cutoffDistance ) ) );\\n\\t}\\n\\treturn distanceFalloff;\\n#else\\n\\tif( cutoffDistance > 0.0 && decayExponent > 0.0 ) {\\n\\t\\treturn pow( saturate( -lightDistance / cutoffDistance + 1.0 ), decayExponent );\\n\\t}\\n\\treturn 1.0;\\n#endif\\n}\\nvec3 BRDF_Diffuse_Lambert( const in vec3 diffuseColor ) {\\n\\treturn RECIPROCAL_PI * diffuseColor;\\n}\\nvec3 F_Schlick( const in vec3 specularColor, const in float dotLH ) {\\n\\tfloat fresnel = exp2( ( -5.55473 * dotLH - 6.98316 ) * dotLH );\\n\\treturn ( 1.0 - specularColor ) * fresnel + specularColor;\\n}\\nvec3 F_Schlick_RoughnessDependent( const in vec3 F0, const in float dotNV, const in float roughness ) {\\n\\tfloat fresnel = exp2( ( -5.55473 * dotNV - 6.98316 ) * dotNV );\\n\\tvec3 Fr = max( vec3( 1.0 - roughness ), F0 ) - F0;\\n\\treturn Fr * fresnel + F0;\\n}\\nfloat G_GGX_Smith( const in float alpha, const in float dotNL, const in float dotNV ) {\\n\\tfloat a2 = pow2( alpha );\\n\\tfloat gl = dotNL + sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNL ) );\\n\\tfloat gv = dotNV + sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNV ) );\\n\\treturn 1.0 / ( gl * gv );\\n}\\nfloat G_GGX_SmithCorrelated( const in float alpha, const in float dotNL, const in float dotNV ) {\\n\\tfloat a2 = pow2( alpha );\\n\\tfloat gv = dotNL * sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNV ) );\\n\\tfloat gl = dotNV * sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNL ) );\\n\\treturn 0.5 / max( gv + gl, EPSILON );\\n}\\nfloat D_GGX( const in float alpha, const in float dotNH ) {\\n\\tfloat a2 = pow2( alpha );\\n\\tfloat denom = pow2( dotNH ) * ( a2 - 1.0 ) + 1.0;\\n\\treturn RECIPROCAL_PI * a2 / pow2( denom );\\n}\\nvec3 BRDF_Specular_GGX( const in IncidentLight incidentLight, const in vec3 viewDir, const in vec3 normal, const in vec3 specularColor, const in float roughness ) {\\n\\tfloat alpha = pow2( roughness );\\n\\tvec3 halfDir = normalize( incidentLight.direction + viewDir );\\n\\tfloat dotNL = saturate( dot( normal, incidentLight.direction ) );\\n\\tfloat dotNV = saturate( dot( normal, viewDir ) );\\n\\tfloat dotNH = saturate( dot( normal, halfDir ) );\\n\\tfloat dotLH = saturate( dot( incidentLight.direction, halfDir ) );\\n\\tvec3 F = F_Schlick( specularColor, dotLH );\\n\\tfloat G = G_GGX_SmithCorrelated( alpha, dotNL, dotNV );\\n\\tfloat D = D_GGX( alpha, dotNH );\\n\\treturn F * ( G * D );\\n}\\nvec2 LTC_Uv( const in vec3 N, const in vec3 V, const in float roughness ) {\\n\\tconst float LUT_SIZE = 64.0;\\n\\tconst float LUT_SCALE = ( LUT_SIZE - 1.0 ) / LUT_SIZE;\\n\\tconst float LUT_BIAS = 0.5 / LUT_SIZE;\\n\\tfloat dotNV = saturate( dot( N, V ) );\\n\\tvec2 uv = vec2( roughness, sqrt( 1.0 - dotNV ) );\\n\\tuv = uv * LUT_SCALE + LUT_BIAS;\\n\\treturn uv;\\n}\\nfloat LTC_ClippedSphereFormFactor( const in vec3 f ) {\\n\\tfloat l = length( f );\\n\\treturn max( ( l * l + f.z ) / ( l + 1.0 ), 0.0 );\\n}\\nvec3 LTC_EdgeVectorFormFactor( const in vec3 v1, const in vec3 v2 ) {\\n\\tfloat x = dot( v1, v2 );\\n\\tfloat y = abs( x );\\n\\tfloat a = 0.8543985 + ( 0.4965155 + 0.0145206 * y ) * y;\\n\\tfloat b = 3.4175940 + ( 4.1616724 + y ) * y;\\n\\tfloat v = a / b;\\n\\tfloat theta_sintheta = ( x > 0.0 ) ? v : 0.5 * inversesqrt( max( 1.0 - x * x, 1e-7 ) ) - v;\\n\\treturn cross( v1, v2 ) * theta_sintheta;\\n}\\nvec3 LTC_Evaluate( const in vec3 N, const in vec3 V, const in vec3 P, const in mat3 mInv, const in vec3 rectCoords[ 4 ] ) {\\n\\tvec3 v1 = rectCoords[ 1 ] - rectCoords[ 0 ];\\n\\tvec3 v2 = rectCoords[ 3 ] - rectCoords[ 0 ];\\n\\tvec3 lightNormal = cross( v1, v2 );\\n\\tif( dot( lightNormal, P - rectCoords[ 0 ] ) < 0.0 ) return vec3( 0.0 );\\n\\tvec3 T1, T2;\\n\\tT1 = normalize( V - N * dot( V, N ) );\\n\\tT2 = - cross( N, T1 );\\n\\tmat3 mat = mInv * transposeMat3( mat3( T1, T2, N ) );\\n\\tvec3 coords[ 4 ];\\n\\tcoords[ 0 ] = mat * ( rectCoords[ 0 ] - P );\\n\\tcoords[ 1 ] = mat * ( rectCoords[ 1 ] - P );\\n\\tcoords[ 2 ] = mat * ( rectCoords[ 2 ] - P );\\n\\tcoords[ 3 ] = mat * ( rectCoords[ 3 ] - P );\\n\\tcoords[ 0 ] = normalize( coords[ 0 ] );\\n\\tcoords[ 1 ] = normalize( coords[ 1 ] );\\n\\tcoords[ 2 ] = normalize( coords[ 2 ] );\\n\\tcoords[ 3 ] = normalize( coords[ 3 ] );\\n\\tvec3 vectorFormFactor = vec3( 0.0 );\\n\\tvectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 0 ], coords[ 1 ] );\\n\\tvectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 1 ], coords[ 2 ] );\\n\\tvectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 2 ], coords[ 3 ] );\\n\\tvectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 3 ], coords[ 0 ] );\\n\\tfloat result = LTC_ClippedSphereFormFactor( vectorFormFactor );\\n\\treturn vec3( result );\\n}\\nvec3 BRDF_Specular_GGX_Environment( const in vec3 viewDir, const in vec3 normal, const in vec3 specularColor, const in float roughness ) {\\n\\tfloat dotNV = saturate( dot( normal, viewDir ) );\\n\\tvec2 brdf = integrateSpecularBRDF( dotNV, roughness );\\n\\treturn specularColor * brdf.x + brdf.y;\\n}\\nvoid BRDF_Specular_Multiscattering_Environment( const in GeometricContext geometry, const in vec3 specularColor, const in float roughness, inout vec3 singleScatter, inout vec3 multiScatter ) {\\n\\tfloat dotNV = saturate( dot( geometry.normal, geometry.viewDir ) );\\n\\tvec3 F = F_Schlick_RoughnessDependent( specularColor, dotNV, roughness );\\n\\tvec2 brdf = integrateSpecularBRDF( dotNV, roughness );\\n\\tvec3 FssEss = F * brdf.x + brdf.y;\\n\\tfloat Ess = brdf.x + brdf.y;\\n\\tfloat Ems = 1.0 - Ess;\\n\\tvec3 Favg = specularColor + ( 1.0 - specularColor ) * 0.047619;\\tvec3 Fms = FssEss * Favg / ( 1.0 - Ems * Favg );\\n\\tsingleScatter += FssEss;\\n\\tmultiScatter += Fms * Ems;\\n}\\nfloat G_BlinnPhong_Implicit( ) {\\n\\treturn 0.25;\\n}\\nfloat D_BlinnPhong( const in float shininess, const in float dotNH ) {\\n\\treturn RECIPROCAL_PI * ( shininess * 0.5 + 1.0 ) * pow( dotNH, shininess );\\n}\\nvec3 BRDF_Specular_BlinnPhong( const in IncidentLight incidentLight, const in GeometricContext geometry, const in vec3 specularColor, const in float shininess ) {\\n\\tvec3 halfDir = normalize( incidentLight.direction + geometry.viewDir );\\n\\tfloat dotNH = saturate( dot( geometry.normal, halfDir ) );\\n\\tfloat dotLH = saturate( dot( incidentLight.direction, halfDir ) );\\n\\tvec3 F = F_Schlick( specularColor, dotLH );\\n\\tfloat G = G_BlinnPhong_Implicit( );\\n\\tfloat D = D_BlinnPhong( shininess, dotNH );\\n\\treturn F * ( G * D );\\n}\\nfloat GGXRoughnessToBlinnExponent( const in float ggxRoughness ) {\\n\\treturn ( 2.0 / pow2( ggxRoughness + 0.0001 ) - 2.0 );\\n}\\nfloat BlinnExponentToGGXRoughness( const in float blinnExponent ) {\\n\\treturn sqrt( 2.0 / ( blinnExponent + 2.0 ) );\\n}\\n#if defined( USE_SHEEN )\\nfloat D_Charlie(float roughness, float NoH) {\\n\\tfloat invAlpha = 1.0 / roughness;\\n\\tfloat cos2h = NoH * NoH;\\n\\tfloat sin2h = max(1.0 - cos2h, 0.0078125);\\treturn (2.0 + invAlpha) * pow(sin2h, invAlpha * 0.5) / (2.0 * PI);\\n}\\nfloat V_Neubelt(float NoV, float NoL) {\\n\\treturn saturate(1.0 / (4.0 * (NoL + NoV - NoL * NoV)));\\n}\\nvec3 BRDF_Specular_Sheen( const in float roughness, const in vec3 L, const in GeometricContext geometry, vec3 specularColor ) {\\n\\tvec3 N = geometry.normal;\\n\\tvec3 V = geometry.viewDir;\\n\\tvec3 H = normalize( V + L );\\n\\tfloat dotNH = saturate( dot( N, H ) );\\n\\treturn specularColor * D_Charlie( roughness, dotNH ) * V_Neubelt( dot(N, V), dot(N, L) );\\n}\\n#endif",\n",
"bumpmap_pars_fragment:"#ifdef USE_BUMPMAP\\n\\tuniform sampler2D bumpMap;\\n\\tuniform float bumpScale;\\n\\tvec2 dHdxy_fwd() {\\n\\t\\tvec2 dSTdx = dFdx( vUv );\\n\\t\\tvec2 dSTdy = dFdy( vUv );\\n\\t\\tfloat Hll = bumpScale * texture2D( bumpMap, vUv ).x;\\n\\t\\tfloat dBx = bumpScale * texture2D( bumpMap, vUv + dSTdx ).x - Hll;\\n\\t\\tfloat dBy = bumpScale * texture2D( bumpMap, vUv + dSTdy ).x - Hll;\\n\\t\\treturn vec2( dBx, dBy );\\n\\t}\\n\\tvec3 perturbNormalArb( vec3 surf_pos, vec3 surf_norm, vec2 dHdxy ) {\\n\\t\\tvec3 vSigmaX = vec3( dFdx( surf_pos.x ), dFdx( surf_pos.y ), dFdx( surf_pos.z ) );\\n\\t\\tvec3 vSigmaY = vec3( dFdy( surf_pos.x ), dFdy( surf_pos.y ), dFdy( surf_pos.z ) );\\n\\t\\tvec3 vN = surf_norm;\\n\\t\\tvec3 R1 = cross( vSigmaY, vN );\\n\\t\\tvec3 R2 = cross( vN, vSigmaX );\\n\\t\\tfloat fDet = dot( vSigmaX, R1 );\\n\\t\\tfDet *= ( float( gl_FrontFacing ) * 2.0 - 1.0 );\\n\\t\\tvec3 vGrad = sign( fDet ) * ( dHdxy.x * R1 + dHdxy.y * R2 );\\n\\t\\treturn normalize( abs( fDet ) * surf_norm - vGrad );\\n\\t}\\n#endif",\n",
"clipping_planes_fragment:"#if NUM_CLIPPING_PLANES > 0\\n\\tvec4 plane;\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < UNION_CLIPPING_PLANES; i ++ ) {\\n\\t\\tplane = clippingPlanes[ i ];\\n\\t\\tif ( dot( vClipPosition, plane.xyz ) > plane.w ) discard;\\n\\t}\\n\\t#pragma unroll_loop_end\\n\\t#if UNION_CLIPPING_PLANES < NUM_CLIPPING_PLANES\\n\\t\\tbool clipped = true;\\n\\t\\t#pragma unroll_loop_start\\n\\t\\tfor ( int i = UNION_CLIPPING_PLANES; i < NUM_CLIPPING_PLANES; i ++ ) {\\n\\t\\t\\tplane = clippingPlanes[ i ];\\n\\t\\t\\tclipped = ( dot( vClipPosition, plane.xyz ) > plane.w ) && clipped;\\n\\t\\t}\\n\\t\\t#pragma unroll_loop_end\\n\\t\\tif ( clipped ) discard;\\n\\t#endif\\n#endif",\n",
"clipping_planes_pars_fragment:"#if NUM_CLIPPING_PLANES > 0\\n\\tvarying vec3 vClipPosition;\\n\\tuniform vec4 clippingPlanes[ NUM_CLIPPING_PLANES ];\\n#endif",clipping_planes_pars_vertex:"#if NUM_CLIPPING_PLANES > 0\\n\\tvarying vec3 vClipPosition;\\n#endif",clipping_planes_vertex:"#if NUM_CLIPPING_PLANES > 0\\n\\tvClipPosition = - mvPosition.xyz;\\n#endif",color_fragment:"#ifdef USE_COLOR\\n\\tdiffuseColor.rgb *= vColor;\\n#endif",color_pars_fragment:"#ifdef USE_COLOR\\n\\tvarying vec3 vColor;\\n#endif",color_pars_vertex:"#ifdef USE_COLOR\\n\\tvarying vec3 vColor;\\n#endif",\n",
"color_vertex:"#ifdef USE_COLOR\\n\\tvColor.xyz = color.xyz;\\n#endif",common:"#define PI 3.14159265359\\n#define PI2 6.28318530718\\n#define PI_HALF 1.5707963267949\\n#define RECIPROCAL_PI 0.31830988618\\n#define RECIPROCAL_PI2 0.15915494\\n#define LOG2 1.442695\\n#define EPSILON 1e-6\\n#ifndef saturate\\n#define saturate(a) clamp( a, 0.0, 1.0 )\\n#endif\\n#define whiteComplement(a) ( 1.0 - saturate( a ) )\\nfloat pow2( const in float x ) { return x*x; }\\nfloat pow3( const in float x ) { return x*x*x; }\\nfloat pow4( const in float x ) { float x2 = x*x; return x2*x2; }\\nfloat average( const in vec3 color ) { return dot( color, vec3( 0.3333 ) ); }\\nhighp float rand( const in vec2 uv ) {\\n\\tconst highp float a = 12.9898, b = 78.233, c = 43758.5453;\\n\\thighp float dt = dot( uv.xy, vec2( a,b ) ), sn = mod( dt, PI );\\n\\treturn fract(sin(sn) * c);\\n}\\n#ifdef HIGH_PRECISION\\n\\tfloat precisionSafeLength( vec3 v ) { return length( v ); }\\n#else\\n\\tfloat max3( vec3 v ) { return max( max( v.x, v.y ), v.z ); }\\n\\tfloat precisionSafeLength( vec3 v ) {\\n\\t\\tfloat maxComponent = max3( abs( v ) );\\n\\t\\treturn length( v / maxComponent ) * maxComponent;\\n\\t}\\n#endif\\nstruct IncidentLight {\\n\\tvec3 color;\\n\\tvec3 direction;\\n\\tbool visible;\\n};\\nstruct ReflectedLight {\\n\\tvec3 directDiffuse;\\n\\tvec3 directSpecular;\\n\\tvec3 indirectDiffuse;\\n\\tvec3 indirectSpecular;\\n};\\nstruct GeometricContext {\\n\\tvec3 position;\\n\\tvec3 normal;\\n\\tvec3 viewDir;\\n#ifdef CLEARCOAT\\n\\tvec3 clearcoatNormal;\\n#endif\\n};\\nvec3 transformDirection( in vec3 dir, in mat4 matrix ) {\\n\\treturn normalize( ( matrix * vec4( dir, 0.0 ) ).xyz );\\n}\\nvec3 inverseTransformDirection( in vec3 dir, in mat4 matrix ) {\\n\\treturn normalize( ( vec4( dir, 0.0 ) * matrix ).xyz );\\n}\\nvec3 projectOnPlane(in vec3 point, in vec3 pointOnPlane, in vec3 planeNormal ) {\\n\\tfloat distance = dot( planeNormal, point - pointOnPlane );\\n\\treturn - distance * planeNormal + point;\\n}\\nfloat sideOfPlane( in vec3 point, in vec3 pointOnPlane, in vec3 planeNormal ) {\\n\\treturn sign( dot( point - pointOnPlane, planeNormal ) );\\n}\\nvec3 linePlaneIntersect( in vec3 pointOnLine, in vec3 lineDirection, in vec3 pointOnPlane, in vec3 planeNormal ) {\\n\\treturn lineDirection * ( dot( planeNormal, pointOnPlane - pointOnLine ) / dot( planeNormal, lineDirection ) ) + pointOnLine;\\n}\\nmat3 transposeMat3( const in mat3 m ) {\\n\\tmat3 tmp;\\n\\ttmp[ 0 ] = vec3( m[ 0 ].x, m[ 1 ].x, m[ 2 ].x );\\n\\ttmp[ 1 ] = vec3( m[ 0 ].y, m[ 1 ].y, m[ 2 ].y );\\n\\ttmp[ 2 ] = vec3( m[ 0 ].z, m[ 1 ].z, m[ 2 ].z );\\n\\treturn tmp;\\n}\\nfloat linearToRelativeLuminance( const in vec3 color ) {\\n\\tvec3 weights = vec3( 0.2126, 0.7152, 0.0722 );\\n\\treturn dot( weights, color.rgb );\\n}\\nbool isPerspectiveMatrix( mat4 m ) {\\n return m[ 2 ][ 3 ] == - 1.0;\\n}",\n",
"cube_uv_reflection_fragment:"#ifdef ENVMAP_TYPE_CUBE_UV\\n#define cubeUV_maxMipLevel 8.0\\n#define cubeUV_minMipLevel 4.0\\n#define cubeUV_maxTileSize 256.0\\n#define cubeUV_minTileSize 16.0\\nfloat getFace(vec3 direction) {\\n vec3 absDirection = abs(direction);\\n float face = -1.0;\\n if (absDirection.x > absDirection.z) {\\n if (absDirection.x > absDirection.y)\\n face = direction.x > 0.0 ? 0.0 : 3.0;\\n else\\n face = direction.y > 0.0 ? 1.0 : 4.0;\\n } else {\\n if (absDirection.z > absDirection.y)\\n face = direction.z > 0.0 ? 2.0 : 5.0;\\n else\\n face = direction.y > 0.0 ? 1.0 : 4.0;\\n }\\n return face;\\n}\\nvec2 getUV(vec3 direction, float face) {\\n vec2 uv;\\n if (face == 0.0) {\\n uv = vec2(-direction.z, direction.y) / abs(direction.x);\\n } else if (face == 1.0) {\\n uv = vec2(direction.x, -direction.z) / abs(direction.y);\\n } else if (face == 2.0) {\\n uv = direction.xy / abs(direction.z);\\n } else if (face == 3.0) {\\n uv = vec2(direction.z, direction.y) / abs(direction.x);\\n } else if (face == 4.0) {\\n uv = direction.xz / abs(direction.y);\\n } else {\\n uv = vec2(-direction.x, direction.y) / abs(direction.z);\\n }\\n return 0.5 * (uv + 1.0);\\n}\\nvec3 bilinearCubeUV(sampler2D envMap, vec3 direction, float mipInt) {\\n float face = getFace(direction);\\n float filterInt = max(cubeUV_minMipLevel - mipInt, 0.0);\\n mipInt = max(mipInt, cubeUV_minMipLevel);\\n float faceSize = exp2(mipInt);\\n float texelSize = 1.0 / (3.0 * cubeUV_maxTileSize);\\n vec2 uv = getUV(direction, face) * (faceSize - 1.0);\\n vec2 f = fract(uv);\\n uv += 0.5 - f;\\n if (face > 2.0) {\\n uv.y += faceSize;\\n face -= 3.0;\\n }\\n uv.x += face * faceSize;\\n if(mipInt < cubeUV_maxMipLevel){\\n uv.y += 2.0 * cubeUV_maxTileSize;\\n }\\n uv.y += filterInt * 2.0 * cubeUV_minTileSize;\\n uv.x += 3.0 * max(0.0, cubeUV_maxTileSize - 2.0 * faceSize);\\n uv *= texelSize;\\n vec3 tl = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n uv.x += texelSize;\\n vec3 tr = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n uv.y += texelSize;\\n vec3 br = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n uv.x -= texelSize;\\n vec3 bl = envMapTexelToLinear(texture2D(envMap, uv)).rgb;\\n vec3 tm = mix(tl, tr, f.x);\\n vec3 bm = mix(bl, br, f.x);\\n return mix(tm, bm, f.y);\\n}\\n#define r0 1.0\\n#define v0 0.339\\n#define m0 -2.0\\n#define r1 0.8\\n#define v1 0.276\\n#define m1 -1.0\\n#define r4 0.4\\n#define v4 0.046\\n#define m4 2.0\\n#define r5 0.305\\n#define v5 0.016\\n#define m5 3.0\\n#define r6 0.21\\n#define v6 0.0038\\n#define m6 4.0\\nfloat roughnessToMip(float roughness) {\\n float mip = 0.0;\\n if (roughness >= r1) {\\n mip = (r0 - roughness) * (m1 - m0) / (r0 - r1) + m0;\\n } else if (roughness >= r4) {\\n mip = (r1 - roughness) * (m4 - m1) / (r1 - r4) + m1;\\n } else if (roughness >= r5) {\\n mip = (r4 - roughness) * (m5 - m4) / (r4 - r5) + m4;\\n } else if (roughness >= r6) {\\n mip = (r5 - roughness) * (m6 - m5) / (r5 - r6) + m5;\\n } else {\\n mip = -2.0 * log2(1.16 * roughness); }\\n return mip;\\n}\\nvec4 textureCubeUV(sampler2D envMap, vec3 sampleDir, float roughness) {\\n float mip = clamp(roughnessToMip(roughness), m0, cubeUV_maxMipLevel);\\n float mipF = fract(mip);\\n float mipInt = floor(mip);\\n vec3 color0 = bilinearCubeUV(envMap, sampleDir, mipInt);\\n if (mipF == 0.0) {\\n return vec4(color0, 1.0);\\n } else {\\n vec3 color1 = bilinearCubeUV(envMap, sampleDir, mipInt + 1.0);\\n return vec4(mix(color0, color1, mipF), 1.0);\\n }\\n}\\n#endif",\n",
"defaultnormal_vertex:"vec3 transformedNormal = objectNormal;\\n#ifdef USE_INSTANCING\\n\\tmat3 m = mat3( instanceMatrix );\\n\\ttransformedNormal /= vec3( dot( m[ 0 ], m[ 0 ] ), dot( m[ 1 ], m[ 1 ] ), dot( m[ 2 ], m[ 2 ] ) );\\n\\ttransformedNormal = m * transformedNormal;\\n#endif\\ntransformedNormal = normalMatrix * transformedNormal;\\n#ifdef FLIP_SIDED\\n\\ttransformedNormal = - transformedNormal;\\n#endif\\n#ifdef USE_TANGENT\\n\\tvec3 transformedTangent = ( modelViewMatrix * vec4( objectTangent, 0.0 ) ).xyz;\\n\\t#ifdef FLIP_SIDED\\n\\t\\ttransformedTangent = - transformedTangent;\\n\\t#endif\\n#endif",\n",
"displacementmap_pars_vertex:"#ifdef USE_DISPLACEMENTMAP\\n\\tuniform sampler2D displacementMap;\\n\\tuniform float displacementScale;\\n\\tuniform float displacementBias;\\n#endif",displacementmap_vertex:"#ifdef USE_DISPLACEMENTMAP\\n\\ttransformed += normalize( objectNormal ) * ( texture2D( displacementMap, vUv ).x * displacementScale + displacementBias );\\n#endif",emissivemap_fragment:"#ifdef USE_EMISSIVEMAP\\n\\tvec4 emissiveColor = texture2D( emissiveMap, vUv );\\n\\temissiveColor.rgb = emissiveMapTexelToLinear( emissiveColor ).rgb;\\n\\ttotalEmissiveRadiance *= emissiveColor.rgb;\\n#endif",\n",
"emissivemap_pars_fragment:"#ifdef USE_EMISSIVEMAP\\n\\tuniform sampler2D emissiveMap;\\n#endif",encodings_fragment:"gl_FragColor = linearToOutputTexel( gl_FragColor );",encodings_pars_fragment:"\\nvec4 LinearToLinear( in vec4 value ) {\\n\\treturn value;\\n}\\nvec4 GammaToLinear( in vec4 value, in float gammaFactor ) {\\n\\treturn vec4( pow( value.rgb, vec3( gammaFactor ) ), value.a );\\n}\\nvec4 LinearToGamma( in vec4 value, in float gammaFactor ) {\\n\\treturn vec4( pow( value.rgb, vec3( 1.0 / gammaFactor ) ), value.a );\\n}\\nvec4 sRGBToLinear( in vec4 value ) {\\n\\treturn vec4( mix( pow( value.rgb * 0.9478672986 + vec3( 0.0521327014 ), vec3( 2.4 ) ), value.rgb * 0.0773993808, vec3( lessThanEqual( value.rgb, vec3( 0.04045 ) ) ) ), value.a );\\n}\\nvec4 LinearTosRGB( in vec4 value ) {\\n\\treturn vec4( mix( pow( value.rgb, vec3( 0.41666 ) ) * 1.055 - vec3( 0.055 ), value.rgb * 12.92, vec3( lessThanEqual( value.rgb, vec3( 0.0031308 ) ) ) ), value.a );\\n}\\nvec4 RGBEToLinear( in vec4 value ) {\\n\\treturn vec4( value.rgb * exp2( value.a * 255.0 - 128.0 ), 1.0 );\\n}\\nvec4 LinearToRGBE( in vec4 value ) {\\n\\tfloat maxComponent = max( max( value.r, value.g ), value.b );\\n\\tfloat fExp = clamp( ceil( log2( maxComponent ) ), -128.0, 127.0 );\\n\\treturn vec4( value.rgb / exp2( fExp ), ( fExp + 128.0 ) / 255.0 );\\n}\\nvec4 RGBMToLinear( in vec4 value, in float maxRange ) {\\n\\treturn vec4( value.rgb * value.a * maxRange, 1.0 );\\n}\\nvec4 LinearToRGBM( in vec4 value, in float maxRange ) {\\n\\tfloat maxRGB = max( value.r, max( value.g, value.b ) );\\n\\tfloat M = clamp( maxRGB / maxRange, 0.0, 1.0 );\\n\\tM = ceil( M * 255.0 ) / 255.0;\\n\\treturn vec4( value.rgb / ( M * maxRange ), M );\\n}\\nvec4 RGBDToLinear( in vec4 value, in float maxRange ) {\\n\\treturn vec4( value.rgb * ( ( maxRange / 255.0 ) / value.a ), 1.0 );\\n}\\nvec4 LinearToRGBD( in vec4 value, in float maxRange ) {\\n\\tfloat maxRGB = max( value.r, max( value.g, value.b ) );\\n\\tfloat D = max( maxRange / maxRGB, 1.0 );\\n\\tD = clamp( floor( D ) / 255.0, 0.0, 1.0 );\\n\\treturn vec4( value.rgb * ( D * ( 255.0 / maxRange ) ), D );\\n}\\nconst mat3 cLogLuvM = mat3( 0.2209, 0.3390, 0.4184, 0.1138, 0.6780, 0.7319, 0.0102, 0.1130, 0.2969 );\\nvec4 LinearToLogLuv( in vec4 value ) {\\n\\tvec3 Xp_Y_XYZp = cLogLuvM * value.rgb;\\n\\tXp_Y_XYZp = max( Xp_Y_XYZp, vec3( 1e-6, 1e-6, 1e-6 ) );\\n\\tvec4 vResult;\\n\\tvResult.xy = Xp_Y_XYZp.xy / Xp_Y_XYZp.z;\\n\\tfloat Le = 2.0 * log2(Xp_Y_XYZp.y) + 127.0;\\n\\tvResult.w = fract( Le );\\n\\tvResult.z = ( Le - ( floor( vResult.w * 255.0 ) ) / 255.0 ) / 255.0;\\n\\treturn vResult;\\n}\\nconst mat3 cLogLuvInverseM = mat3( 6.0014, -2.7008, -1.7996, -1.3320, 3.1029, -5.7721, 0.3008, -1.0882, 5.6268 );\\nvec4 LogLuvToLinear( in vec4 value ) {\\n\\tfloat Le = value.z * 255.0 + value.w;\\n\\tvec3 Xp_Y_XYZp;\\n\\tXp_Y_XYZp.y = exp2( ( Le - 127.0 ) / 2.0 );\\n\\tXp_Y_XYZp.z = Xp_Y_XYZp.y / value.y;\\n\\tXp_Y_XYZp.x = value.x * Xp_Y_XYZp.z;\\n\\tvec3 vRGB = cLogLuvInverseM * Xp_Y_XYZp.rgb;\\n\\treturn vec4( max( vRGB, 0.0 ), 1.0 );\\n}",\n",
"envmap_fragment:"#ifdef USE_ENVMAP\\n\\t#ifdef ENV_WORLDPOS\\n\\t\\tvec3 cameraToFrag;\\n\\t\\t\\n\\t\\tif ( isOrthographic ) {\\n\\t\\t\\tcameraToFrag = normalize( vec3( - viewMatrix[ 0 ][ 2 ], - viewMatrix[ 1 ][ 2 ], - viewMatrix[ 2 ][ 2 ] ) );\\n\\t\\t} else {\\n\\t\\t\\tcameraToFrag = normalize( vWorldPosition - cameraPosition );\\n\\t\\t}\\n\\t\\tvec3 worldNormal = inverseTransformDirection( normal, viewMatrix );\\n\\t\\t#ifdef ENVMAP_MODE_REFLECTION\\n\\t\\t\\tvec3 reflectVec = reflect( cameraToFrag, worldNormal );\\n\\t\\t#else\\n\\t\\t\\tvec3 reflectVec = refract( cameraToFrag, worldNormal, refractionRatio );\\n\\t\\t#endif\\n\\t#else\\n\\t\\tvec3 reflectVec = vReflect;\\n\\t#endif\\n\\t#ifdef ENVMAP_TYPE_CUBE\\n\\t\\tvec4 envColor = textureCube( envMap, vec3( flipEnvMap * reflectVec.x, reflectVec.yz ) );\\n\\t#elif defined( ENVMAP_TYPE_CUBE_UV )\\n\\t\\tvec4 envColor = textureCubeUV( envMap, reflectVec, 0.0 );\\n\\t#elif defined( ENVMAP_TYPE_EQUIREC )\\n\\t\\tvec2 sampleUV;\\n\\t\\treflectVec = normalize( reflectVec );\\n\\t\\tsampleUV.y = asin( clamp( reflectVec.y, - 1.0, 1.0 ) ) * RECIPROCAL_PI + 0.5;\\n\\t\\tsampleUV.x = atan( reflectVec.z, reflectVec.x ) * RECIPROCAL_PI2 + 0.5;\\n\\t\\tvec4 envColor = texture2D( envMap, sampleUV );\\n\\t#elif defined( ENVMAP_TYPE_SPHERE )\\n\\t\\treflectVec = normalize( reflectVec );\\n\\t\\tvec3 reflectView = normalize( ( viewMatrix * vec4( reflectVec, 0.0 ) ).xyz + vec3( 0.0, 0.0, 1.0 ) );\\n\\t\\tvec4 envColor = texture2D( envMap, reflectView.xy * 0.5 + 0.5 );\\n\\t#else\\n\\t\\tvec4 envColor = vec4( 0.0 );\\n\\t#endif\\n\\t#ifndef ENVMAP_TYPE_CUBE_UV\\n\\t\\tenvColor = envMapTexelToLinear( envColor );\\n\\t#endif\\n\\t#ifdef ENVMAP_BLENDING_MULTIPLY\\n\\t\\toutgoingLight = mix( outgoingLight, outgoingLight * envColor.xyz, specularStrength * reflectivity );\\n\\t#elif defined( ENVMAP_BLENDING_MIX )\\n\\t\\toutgoingLight = mix( outgoingLight, envColor.xyz, specularStrength * reflectivity );\\n\\t#elif defined( ENVMAP_BLENDING_ADD )\\n\\t\\toutgoingLight += envColor.xyz * specularStrength * reflectivity;\\n\\t#endif\\n#endif",\n",
"envmap_common_pars_fragment:"#ifdef USE_ENVMAP\\n\\tuniform float envMapIntensity;\\n\\tuniform float flipEnvMap;\\n\\tuniform int maxMipLevel;\\n\\t#ifdef ENVMAP_TYPE_CUBE\\n\\t\\tuniform samplerCube envMap;\\n\\t#else\\n\\t\\tuniform sampler2D envMap;\\n\\t#endif\\n\\t\\n#endif",envmap_pars_fragment:"#ifdef USE_ENVMAP\\n\\tuniform float reflectivity;\\n\\t#if defined( USE_BUMPMAP ) || defined( USE_NORMALMAP ) || defined( PHONG )\\n\\t\\t#define ENV_WORLDPOS\\n\\t#endif\\n\\t#ifdef ENV_WORLDPOS\\n\\t\\tvarying vec3 vWorldPosition;\\n\\t\\tuniform float refractionRatio;\\n\\t#else\\n\\t\\tvarying vec3 vReflect;\\n\\t#endif\\n#endif",\n",
"envmap_pars_vertex:"#ifdef USE_ENVMAP\\n\\t#if defined( USE_BUMPMAP ) || defined( USE_NORMALMAP ) ||defined( PHONG )\\n\\t\\t#define ENV_WORLDPOS\\n\\t#endif\\n\\t#ifdef ENV_WORLDPOS\\n\\t\\t\\n\\t\\tvarying vec3 vWorldPosition;\\n\\t#else\\n\\t\\tvarying vec3 vReflect;\\n\\t\\tuniform float refractionRatio;\\n\\t#endif\\n#endif",envmap_physical_pars_fragment:"#if defined( USE_ENVMAP )\\n\\t#ifdef ENVMAP_MODE_REFRACTION\\n\\t\\tuniform float refractionRatio;\\n\\t#endif\\n\\tvec3 getLightProbeIndirectIrradiance( const in GeometricContext geometry, const in int maxMIPLevel ) {\\n\\t\\tvec3 worldNormal = inverseTransformDirection( geometry.normal, viewMatrix );\\n\\t\\t#ifdef ENVMAP_TYPE_CUBE\\n\\t\\t\\tvec3 queryVec = vec3( flipEnvMap * worldNormal.x, worldNormal.yz );\\n\\t\\t\\t#ifdef TEXTURE_LOD_EXT\\n\\t\\t\\t\\tvec4 envMapColor = textureCubeLodEXT( envMap, queryVec, float( maxMIPLevel ) );\\n\\t\\t\\t#else\\n\\t\\t\\t\\tvec4 envMapColor = textureCube( envMap, queryVec, float( maxMIPLevel ) );\\n\\t\\t\\t#endif\\n\\t\\t\\tenvMapColor.rgb = envMapTexelToLinear( envMapColor ).rgb;\\n\\t\\t#elif defined( ENVMAP_TYPE_CUBE_UV )\\n\\t\\t\\tvec4 envMapColor = textureCubeUV( envMap, worldNormal, 1.0 );\\n\\t\\t#else\\n\\t\\t\\tvec4 envMapColor = vec4( 0.0 );\\n\\t\\t#endif\\n\\t\\treturn PI * envMapColor.rgb * envMapIntensity;\\n\\t}\\n\\tfloat getSpecularMIPLevel( const in float roughness, const in int maxMIPLevel ) {\\n\\t\\tfloat maxMIPLevelScalar = float( maxMIPLevel );\\n\\t\\tfloat sigma = PI * roughness * roughness / ( 1.0 + roughness );\\n\\t\\tfloat desiredMIPLevel = maxMIPLevelScalar + log2( sigma );\\n\\t\\treturn clamp( desiredMIPLevel, 0.0, maxMIPLevelScalar );\\n\\t}\\n\\tvec3 getLightProbeIndirectRadiance( const in vec3 viewDir, const in vec3 normal, const in float roughness, const in int maxMIPLevel ) {\\n\\t\\t#ifdef ENVMAP_MODE_REFLECTION\\n\\t\\t vec3 reflectVec = reflect( -viewDir, normal );\\n\\t\\t reflectVec = normalize( mix( reflectVec, normal, roughness * roughness) );\\n\\t\\t#else\\n\\t\\t vec3 reflectVec = refract( -viewDir, normal, refractionRatio );\\n\\t\\t#endif\\n\\t\\treflectVec = inverseTransformDirection( reflectVec, viewMatrix );\\n\\t\\tfloat specularMIPLevel = getSpecularMIPLevel( roughness, maxMIPLevel );\\n\\t\\t#ifdef ENVMAP_TYPE_CUBE\\n\\t\\t\\tvec3 queryReflectVec = vec3( flipEnvMap * reflectVec.x, reflectVec.yz );\\n\\t\\t\\t#ifdef TEXTURE_LOD_EXT\\n\\t\\t\\t\\tvec4 envMapColor = textureCubeLodEXT( envMap, queryReflectVec, specularMIPLevel );\\n\\t\\t\\t#else\\n\\t\\t\\t\\tvec4 envMapColor = textureCube( envMap, queryReflectVec, specularMIPLevel );\\n\\t\\t\\t#endif\\n\\t\\t\\tenvMapColor.rgb = envMapTexelToLinear( envMapColor ).rgb;\\n\\t\\t#elif defined( ENVMAP_TYPE_CUBE_UV )\\n\\t\\t\\tvec4 envMapColor = textureCubeUV( envMap, reflectVec, roughness );\\n\\t\\t#elif defined( ENVMAP_TYPE_EQUIREC )\\n\\t\\t\\tvec2 sampleUV;\\n\\t\\t\\tsampleUV.y = asin( clamp( reflectVec.y, - 1.0, 1.0 ) ) * RECIPROCAL_PI + 0.5;\\n\\t\\t\\tsampleUV.x = atan( reflectVec.z, reflectVec.x ) * RECIPROCAL_PI2 + 0.5;\\n\\t\\t\\t#ifdef TEXTURE_LOD_EXT\\n\\t\\t\\t\\tvec4 envMapColor = texture2DLodEXT( envMap, sampleUV, specularMIPLevel );\\n\\t\\t\\t#else\\n\\t\\t\\t\\tvec4 envMapColor = texture2D( envMap, sampleUV, specularMIPLevel );\\n\\t\\t\\t#endif\\n\\t\\t\\tenvMapColor.rgb = envMapTexelToLinear( envMapColor ).rgb;\\n\\t\\t#elif defined( ENVMAP_TYPE_SPHERE )\\n\\t\\t\\tvec3 reflectView = normalize( ( viewMatrix * vec4( reflectVec, 0.0 ) ).xyz + vec3( 0.0,0.0,1.0 ) );\\n\\t\\t\\t#ifdef TEXTURE_LOD_EXT\\n\\t\\t\\t\\tvec4 envMapColor = texture2DLodEXT( envMap, reflectView.xy * 0.5 + 0.5, specularMIPLevel );\\n\\t\\t\\t#else\\n\\t\\t\\t\\tvec4 envMapColor = texture2D( envMap, reflectView.xy * 0.5 + 0.5, specularMIPLevel );\\n\\t\\t\\t#endif\\n\\t\\t\\tenvMapColor.rgb = envMapTexelToLinear( envMapColor ).rgb;\\n\\t\\t#endif\\n\\t\\treturn envMapColor.rgb * envMapIntensity;\\n\\t}\\n#endif",\n",
"envmap_vertex:"#ifdef USE_ENVMAP\\n\\t#ifdef ENV_WORLDPOS\\n\\t\\tvWorldPosition = worldPosition.xyz;\\n\\t#else\\n\\t\\tvec3 cameraToVertex;\\n\\t\\tif ( isOrthographic ) { \\n\\t\\t\\tcameraToVertex = normalize( vec3( - viewMatrix[ 0 ][ 2 ], - viewMatrix[ 1 ][ 2 ], - viewMatrix[ 2 ][ 2 ] ) );\\n\\t\\t} else {\\n\\t\\t\\tcameraToVertex = normalize( worldPosition.xyz - cameraPosition );\\n\\t\\t}\\n\\t\\tvec3 worldNormal = inverseTransformDirection( transformedNormal, viewMatrix );\\n\\t\\t#ifdef ENVMAP_MODE_REFLECTION\\n\\t\\t\\tvReflect = reflect( cameraToVertex, worldNormal );\\n\\t\\t#else\\n\\t\\t\\tvReflect = refract( cameraToVertex, worldNormal, refractionRatio );\\n\\t\\t#endif\\n\\t#endif\\n#endif",\n",
"fog_vertex:"#ifdef USE_FOG\\n\\tfogDepth = -mvPosition.z;\\n#endif",fog_pars_vertex:"#ifdef USE_FOG\\n\\tvarying float fogDepth;\\n#endif",fog_fragment:"#ifdef USE_FOG\\n\\t#ifdef FOG_EXP2\\n\\t\\tfloat fogFactor = 1.0 - exp( - fogDensity * fogDensity * fogDepth * fogDepth );\\n\\t#else\\n\\t\\tfloat fogFactor = smoothstep( fogNear, fogFar, fogDepth );\\n\\t#endif\\n\\tgl_FragColor.rgb = mix( gl_FragColor.rgb, fogColor, fogFactor );\\n#endif",fog_pars_fragment:"#ifdef USE_FOG\\n\\tuniform vec3 fogColor;\\n\\tvarying float fogDepth;\\n\\t#ifdef FOG_EXP2\\n\\t\\tuniform float fogDensity;\\n\\t#else\\n\\t\\tuniform float fogNear;\\n\\t\\tuniform float fogFar;\\n\\t#endif\\n#endif",\n",
"gradientmap_pars_fragment:"#ifdef USE_GRADIENTMAP\\n\\tuniform sampler2D gradientMap;\\n#endif\\nvec3 getGradientIrradiance( vec3 normal, vec3 lightDirection ) {\\n\\tfloat dotNL = dot( normal, lightDirection );\\n\\tvec2 coord = vec2( dotNL * 0.5 + 0.5, 0.0 );\\n\\t#ifdef USE_GRADIENTMAP\\n\\t\\treturn texture2D( gradientMap, coord ).rgb;\\n\\t#else\\n\\t\\treturn ( coord.x < 0.7 ) ? vec3( 0.7 ) : vec3( 1.0 );\\n\\t#endif\\n}",lightmap_fragment:"#ifdef USE_LIGHTMAP\\n\\tvec4 lightMapTexel= texture2D( lightMap, vUv2 );\\n\\treflectedLight.indirectDiffuse += PI * lightMapTexelToLinear( lightMapTexel ).rgb * lightMapIntensity;\\n#endif",\n",
"lightmap_pars_fragment:"#ifdef USE_LIGHTMAP\\n\\tuniform sampler2D lightMap;\\n\\tuniform float lightMapIntensity;\\n#endif",lights_lambert_vertex:"vec3 diffuse = vec3( 1.0 );\\nGeometricContext geometry;\\ngeometry.position = mvPosition.xyz;\\ngeometry.normal = normalize( transformedNormal );\\ngeometry.viewDir = ( isOrthographic ) ? vec3( 0, 0, 1 ) : normalize( -mvPosition.xyz );\\nGeometricContext backGeometry;\\nbackGeometry.position = geometry.position;\\nbackGeometry.normal = -geometry.normal;\\nbackGeometry.viewDir = geometry.viewDir;\\nvLightFront = vec3( 0.0 );\\nvIndirectFront = vec3( 0.0 );\\n#ifdef DOUBLE_SIDED\\n\\tvLightBack = vec3( 0.0 );\\n\\tvIndirectBack = vec3( 0.0 );\\n#endif\\nIncidentLight directLight;\\nfloat dotNL;\\nvec3 directLightColor_Diffuse;\\n#if NUM_POINT_LIGHTS > 0\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_POINT_LIGHTS; i ++ ) {\\n\\t\\tgetPointDirectLightIrradiance( pointLights[ i ], geometry, directLight );\\n\\t\\tdotNL = dot( geometry.normal, directLight.direction );\\n\\t\\tdirectLightColor_Diffuse = PI * directLight.color;\\n\\t\\tvLightFront += saturate( dotNL ) * directLightColor_Diffuse;\\n\\t\\t#ifdef DOUBLE_SIDED\\n\\t\\t\\tvLightBack += saturate( -dotNL ) * directLightColor_Diffuse;\\n\\t\\t#endif\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif\\n#if NUM_SPOT_LIGHTS > 0\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_SPOT_LIGHTS; i ++ ) {\\n\\t\\tgetSpotDirectLightIrradiance( spotLights[ i ], geometry, directLight );\\n\\t\\tdotNL = dot( geometry.normal, directLight.direction );\\n\\t\\tdirectLightColor_Diffuse = PI * directLight.color;\\n\\t\\tvLightFront += saturate( dotNL ) * directLightColor_Diffuse;\\n\\t\\t#ifdef DOUBLE_SIDED\\n\\t\\t\\tvLightBack += saturate( -dotNL ) * directLightColor_Diffuse;\\n\\t\\t#endif\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif\\n#if NUM_DIR_LIGHTS > 0\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_DIR_LIGHTS; i ++ ) {\\n\\t\\tgetDirectionalDirectLightIrradiance( directionalLights[ i ], geometry, directLight );\\n\\t\\tdotNL = dot( geometry.normal, directLight.direction );\\n\\t\\tdirectLightColor_Diffuse = PI * directLight.color;\\n\\t\\tvLightFront += saturate( dotNL ) * directLightColor_Diffuse;\\n\\t\\t#ifdef DOUBLE_SIDED\\n\\t\\t\\tvLightBack += saturate( -dotNL ) * directLightColor_Diffuse;\\n\\t\\t#endif\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif\\n#if NUM_HEMI_LIGHTS > 0\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_HEMI_LIGHTS; i ++ ) {\\n\\t\\tvIndirectFront += getHemisphereLightIrradiance( hemisphereLights[ i ], geometry );\\n\\t\\t#ifdef DOUBLE_SIDED\\n\\t\\t\\tvIndirectBack += getHemisphereLightIrradiance( hemisphereLights[ i ], backGeometry );\\n\\t\\t#endif\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif",\n",
"lights_pars_begin:"uniform bool receiveShadow;\\nuniform vec3 ambientLightColor;\\nuniform vec3 lightProbe[ 9 ];\\nvec3 shGetIrradianceAt( in vec3 normal, in vec3 shCoefficients[ 9 ] ) {\\n\\tfloat x = normal.x, y = normal.y, z = normal.z;\\n\\tvec3 result = shCoefficients[ 0 ] * 0.886227;\\n\\tresult += shCoefficients[ 1 ] * 2.0 * 0.511664 * y;\\n\\tresult += shCoefficients[ 2 ] * 2.0 * 0.511664 * z;\\n\\tresult += shCoefficients[ 3 ] * 2.0 * 0.511664 * x;\\n\\tresult += shCoefficients[ 4 ] * 2.0 * 0.429043 * x * y;\\n\\tresult += shCoefficients[ 5 ] * 2.0 * 0.429043 * y * z;\\n\\tresult += shCoefficients[ 6 ] * ( 0.743125 * z * z - 0.247708 );\\n\\tresult += shCoefficients[ 7 ] * 2.0 * 0.429043 * x * z;\\n\\tresult += shCoefficients[ 8 ] * 0.429043 * ( x * x - y * y );\\n\\treturn result;\\n}\\nvec3 getLightProbeIrradiance( const in vec3 lightProbe[ 9 ], const in GeometricContext geometry ) {\\n\\tvec3 worldNormal = inverseTransformDirection( geometry.normal, viewMatrix );\\n\\tvec3 irradiance = shGetIrradianceAt( worldNormal, lightProbe );\\n\\treturn irradiance;\\n}\\nvec3 getAmbientLightIrradiance( const in vec3 ambientLightColor ) {\\n\\tvec3 irradiance = ambientLightColor;\\n\\t#ifndef PHYSICALLY_CORRECT_LIGHTS\\n\\t\\tirradiance *= PI;\\n\\t#endif\\n\\treturn irradiance;\\n}\\n#if NUM_DIR_LIGHTS > 0\\n\\tstruct DirectionalLight {\\n\\t\\tvec3 direction;\\n\\t\\tvec3 color;\\n\\t};\\n\\tuniform DirectionalLight directionalLights[ NUM_DIR_LIGHTS ];\\n\\t#if defined( USE_SHADOWMAP ) && NUM_DIR_LIGHT_SHADOWS > 0\\n\\t\\tstruct DirectionalLightShadow {\\n\\t\\t\\tfloat shadowBias;\\n\\t\\t\\tfloat shadowRadius;\\n\\t\\t\\tvec2 shadowMapSize;\\n\\t\\t};\\n\\t\\tuniform DirectionalLightShadow directionalLightShadows[ NUM_DIR_LIGHT_SHADOWS ];\\n\\t#endif\\n\\tvoid getDirectionalDirectLightIrradiance( const in DirectionalLight directionalLight, const in GeometricContext geometry, out IncidentLight directLight ) {\\n\\t\\tdirectLight.color = directionalLight.color;\\n\\t\\tdirectLight.direction = directionalLight.direction;\\n\\t\\tdirectLight.visible = true;\\n\\t}\\n#endif\\n#if NUM_POINT_LIGHTS > 0\\n\\tstruct PointLight {\\n\\t\\tvec3 position;\\n\\t\\tvec3 color;\\n\\t\\tfloat distance;\\n\\t\\tfloat decay;\\n\\t};\\n\\tuniform PointLight pointLights[ NUM_POINT_LIGHTS ];\\n\\t#if defined( USE_SHADOWMAP ) && NUM_POINT_LIGHT_SHADOWS > 0\\n\\t\\tstruct PointLightShadow {\\n\\t\\t\\tfloat shadowBias;\\n\\t\\t\\tfloat shadowRadius;\\n\\t\\t\\tvec2 shadowMapSize;\\n\\t\\t\\tfloat shadowCameraNear;\\n\\t\\t\\tfloat shadowCameraFar;\\n\\t\\t};\\n\\t\\tuniform PointLightShadow pointLightShadows[ NUM_POINT_LIGHT_SHADOWS ];\\n\\t#endif\\n\\tvoid getPointDirectLightIrradiance( const in PointLight pointLight, const in GeometricContext geometry, out IncidentLight directLight ) {\\n\\t\\tvec3 lVector = pointLight.position - geometry.position;\\n\\t\\tdirectLight.direction = normalize( lVector );\\n\\t\\tfloat lightDistance = length( lVector );\\n\\t\\tdirectLight.color = pointLight.color;\\n\\t\\tdirectLight.color *= punctualLightIntensityToIrradianceFactor( lightDistance, pointLight.distance, pointLight.decay );\\n\\t\\tdirectLight.visible = ( directLight.color != vec3( 0.0 ) );\\n\\t}\\n#endif\\n#if NUM_SPOT_LIGHTS > 0\\n\\tstruct SpotLight {\\n\\t\\tvec3 position;\\n\\t\\tvec3 direction;\\n\\t\\tvec3 color;\\n\\t\\tfloat distance;\\n\\t\\tfloat decay;\\n\\t\\tfloat coneCos;\\n\\t\\tfloat penumbraCos;\\n\\t};\\n\\tuniform SpotLight spotLights[ NUM_SPOT_LIGHTS ];\\n\\t#if defined( USE_SHADOWMAP ) && NUM_SPOT_LIGHT_SHADOWS > 0\\n\\t\\tstruct SpotLightShadow {\\n\\t\\t\\tfloat shadowBias;\\n\\t\\t\\tfloat shadowRadius;\\n\\t\\t\\tvec2 shadowMapSize;\\n\\t\\t};\\n\\t\\tuniform SpotLightShadow spotLightShadows[ NUM_SPOT_LIGHT_SHADOWS ];\\n\\t#endif\\n\\tvoid getSpotDirectLightIrradiance( const in SpotLight spotLight, const in GeometricContext geometry, out IncidentLight directLight ) {\\n\\t\\tvec3 lVector = spotLight.position - geometry.position;\\n\\t\\tdirectLight.direction = normalize( lVector );\\n\\t\\tfloat lightDistance = length( lVector );\\n\\t\\tfloat angleCos = dot( directLight.direction, spotLight.direction );\\n\\t\\tif ( angleCos > spotLight.coneCos ) {\\n\\t\\t\\tfloat spotEffect = smoothstep( spotLight.coneCos, spotLight.penumbraCos, angleCos );\\n\\t\\t\\tdirectLight.color = spotLight.color;\\n\\t\\t\\tdirectLight.color *= spotEffect * punctualLightIntensityToIrradianceFactor( lightDistance, spotLight.distance, spotLight.decay );\\n\\t\\t\\tdirectLight.visible = true;\\n\\t\\t} else {\\n\\t\\t\\tdirectLight.color = vec3( 0.0 );\\n\\t\\t\\tdirectLight.visible = false;\\n\\t\\t}\\n\\t}\\n#endif\\n#if NUM_RECT_AREA_LIGHTS > 0\\n\\tstruct RectAreaLight {\\n\\t\\tvec3 color;\\n\\t\\tvec3 position;\\n\\t\\tvec3 halfWidth;\\n\\t\\tvec3 halfHeight;\\n\\t};\\n\\tuniform sampler2D ltc_1;\\tuniform sampler2D ltc_2;\\n\\tuniform RectAreaLight rectAreaLights[ NUM_RECT_AREA_LIGHTS ];\\n#endif\\n#if NUM_HEMI_LIGHTS > 0\\n\\tstruct HemisphereLight {\\n\\t\\tvec3 direction;\\n\\t\\tvec3 skyColor;\\n\\t\\tvec3 groundColor;\\n\\t};\\n\\tuniform HemisphereLight hemisphereLights[ NUM_HEMI_LIGHTS ];\\n\\tvec3 getHemisphereLightIrradiance( const in HemisphereLight hemiLight, const in GeometricContext geometry ) {\\n\\t\\tfloat dotNL = dot( geometry.normal, hemiLight.direction );\\n\\t\\tfloat hemiDiffuseWeight = 0.5 * dotNL + 0.5;\\n\\t\\tvec3 irradiance = mix( hemiLight.groundColor, hemiLight.skyColor, hemiDiffuseWeight );\\n\\t\\t#ifndef PHYSICALLY_CORRECT_LIGHTS\\n\\t\\t\\tirradiance *= PI;\\n\\t\\t#endif\\n\\t\\treturn irradiance;\\n\\t}\\n#endif",\n",
"lights_toon_fragment:"ToonMaterial material;\\nmaterial.diffuseColor = diffuseColor.rgb;\\nmaterial.specularColor = specular;\\nmaterial.specularShininess = shininess;\\nmaterial.specularStrength = specularStrength;",lights_toon_pars_fragment:"varying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n#endif\\nstruct ToonMaterial {\\n\\tvec3\\tdiffuseColor;\\n\\tvec3\\tspecularColor;\\n\\tfloat\\tspecularShininess;\\n\\tfloat\\tspecularStrength;\\n};\\nvoid RE_Direct_Toon( const in IncidentLight directLight, const in GeometricContext geometry, const in ToonMaterial material, inout ReflectedLight reflectedLight ) {\\n\\tvec3 irradiance = getGradientIrradiance( geometry.normal, directLight.direction ) * directLight.color;\\n\\t#ifndef PHYSICALLY_CORRECT_LIGHTS\\n\\t\\tirradiance *= PI;\\n\\t#endif\\n\\treflectedLight.directDiffuse += irradiance * BRDF_Diffuse_Lambert( material.diffuseColor );\\n\\treflectedLight.directSpecular += irradiance * BRDF_Specular_BlinnPhong( directLight, geometry, material.specularColor, material.specularShininess ) * material.specularStrength;\\n}\\nvoid RE_IndirectDiffuse_Toon( const in vec3 irradiance, const in GeometricContext geometry, const in ToonMaterial material, inout ReflectedLight reflectedLight ) {\\n\\treflectedLight.indirectDiffuse += irradiance * BRDF_Diffuse_Lambert( material.diffuseColor );\\n}\\n#define RE_Direct\\t\\t\\t\\tRE_Direct_Toon\\n#define RE_IndirectDiffuse\\t\\tRE_IndirectDiffuse_Toon\\n#define Material_LightProbeLOD( material )\\t(0)",\n",
"lights_phong_fragment:"BlinnPhongMaterial material;\\nmaterial.diffuseColor = diffuseColor.rgb;\\nmaterial.specularColor = specular;\\nmaterial.specularShininess = shininess;\\nmaterial.specularStrength = specularStrength;",lights_phong_pars_fragment:"varying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n#endif\\nstruct BlinnPhongMaterial {\\n\\tvec3\\tdiffuseColor;\\n\\tvec3\\tspecularColor;\\n\\tfloat\\tspecularShininess;\\n\\tfloat\\tspecularStrength;\\n};\\nvoid RE_Direct_BlinnPhong( const in IncidentLight directLight, const in GeometricContext geometry, const in BlinnPhongMaterial material, inout ReflectedLight reflectedLight ) {\\n\\tfloat dotNL = saturate( dot( geometry.normal, directLight.direction ) );\\n\\tvec3 irradiance = dotNL * directLight.color;\\n\\t#ifndef PHYSICALLY_CORRECT_LIGHTS\\n\\t\\tirradiance *= PI;\\n\\t#endif\\n\\treflectedLight.directDiffuse += irradiance * BRDF_Diffuse_Lambert( material.diffuseColor );\\n\\treflectedLight.directSpecular += irradiance * BRDF_Specular_BlinnPhong( directLight, geometry, material.specularColor, material.specularShininess ) * material.specularStrength;\\n}\\nvoid RE_IndirectDiffuse_BlinnPhong( const in vec3 irradiance, const in GeometricContext geometry, const in BlinnPhongMaterial material, inout ReflectedLight reflectedLight ) {\\n\\treflectedLight.indirectDiffuse += irradiance * BRDF_Diffuse_Lambert( material.diffuseColor );\\n}\\n#define RE_Direct\\t\\t\\t\\tRE_Direct_BlinnPhong\\n#define RE_IndirectDiffuse\\t\\tRE_IndirectDiffuse_BlinnPhong\\n#define Material_LightProbeLOD( material )\\t(0)",\n",
"lights_physical_fragment:"PhysicalMaterial material;\\nmaterial.diffuseColor = diffuseColor.rgb * ( 1.0 - metalnessFactor );\\nvec3 dxy = max( abs( dFdx( geometryNormal ) ), abs( dFdy( geometryNormal ) ) );\\nfloat geometryRoughness = max( max( dxy.x, dxy.y ), dxy.z );\\nmaterial.specularRoughness = max( roughnessFactor, 0.0525 );material.specularRoughness += geometryRoughness;\\nmaterial.specularRoughness = min( material.specularRoughness, 1.0 );\\n#ifdef REFLECTIVITY\\n\\tmaterial.specularColor = mix( vec3( MAXIMUM_SPECULAR_COEFFICIENT * pow2( reflectivity ) ), diffuseColor.rgb, metalnessFactor );\\n#else\\n\\tmaterial.specularColor = mix( vec3( DEFAULT_SPECULAR_COEFFICIENT ), diffuseColor.rgb, metalnessFactor );\\n#endif\\n#ifdef CLEARCOAT\\n\\tmaterial.clearcoat = clearcoat;\\n\\tmaterial.clearcoatRoughness = clearcoatRoughness;\\n\\t#ifdef USE_CLEARCOATMAP\\n\\t\\tmaterial.clearcoat *= texture2D( clearcoatMap, vUv ).x;\\n\\t#endif\\n\\t#ifdef USE_CLEARCOAT_ROUGHNESSMAP\\n\\t\\tmaterial.clearcoatRoughness *= texture2D( clearcoatRoughnessMap, vUv ).y;\\n\\t#endif\\n\\tmaterial.clearcoat = saturate( material.clearcoat );\\tmaterial.clearcoatRoughness = max( material.clearcoatRoughness, 0.0525 );\\n\\tmaterial.clearcoatRoughness += geometryRoughness;\\n\\tmaterial.clearcoatRoughness = min( material.clearcoatRoughness, 1.0 );\\n#endif\\n#ifdef USE_SHEEN\\n\\tmaterial.sheenColor = sheen;\\n#endif",\n",
"lights_physical_pars_fragment:"struct PhysicalMaterial {\\n\\tvec3\\tdiffuseColor;\\n\\tfloat\\tspecularRoughness;\\n\\tvec3\\tspecularColor;\\n#ifdef CLEARCOAT\\n\\tfloat clearcoat;\\n\\tfloat clearcoatRoughness;\\n#endif\\n#ifdef USE_SHEEN\\n\\tvec3 sheenColor;\\n#endif\\n};\\n#define MAXIMUM_SPECULAR_COEFFICIENT 0.16\\n#define DEFAULT_SPECULAR_COEFFICIENT 0.04\\nfloat clearcoatDHRApprox( const in float roughness, const in float dotNL ) {\\n\\treturn DEFAULT_SPECULAR_COEFFICIENT + ( 1.0 - DEFAULT_SPECULAR_COEFFICIENT ) * ( pow( 1.0 - dotNL, 5.0 ) * pow( 1.0 - roughness, 2.0 ) );\\n}\\n#if NUM_RECT_AREA_LIGHTS > 0\\n\\tvoid RE_Direct_RectArea_Physical( const in RectAreaLight rectAreaLight, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) {\\n\\t\\tvec3 normal = geometry.normal;\\n\\t\\tvec3 viewDir = geometry.viewDir;\\n\\t\\tvec3 position = geometry.position;\\n\\t\\tvec3 lightPos = rectAreaLight.position;\\n\\t\\tvec3 halfWidth = rectAreaLight.halfWidth;\\n\\t\\tvec3 halfHeight = rectAreaLight.halfHeight;\\n\\t\\tvec3 lightColor = rectAreaLight.color;\\n\\t\\tfloat roughness = material.specularRoughness;\\n\\t\\tvec3 rectCoords[ 4 ];\\n\\t\\trectCoords[ 0 ] = lightPos + halfWidth - halfHeight;\\t\\trectCoords[ 1 ] = lightPos - halfWidth - halfHeight;\\n\\t\\trectCoords[ 2 ] = lightPos - halfWidth + halfHeight;\\n\\t\\trectCoords[ 3 ] = lightPos + halfWidth + halfHeight;\\n\\t\\tvec2 uv = LTC_Uv( normal, viewDir, roughness );\\n\\t\\tvec4 t1 = texture2D( ltc_1, uv );\\n\\t\\tvec4 t2 = texture2D( ltc_2, uv );\\n\\t\\tmat3 mInv = mat3(\\n\\t\\t\\tvec3( t1.x, 0, t1.y ),\\n\\t\\t\\tvec3( 0, 1, 0 ),\\n\\t\\t\\tvec3( t1.z, 0, t1.w )\\n\\t\\t);\\n\\t\\tvec3 fresnel = ( material.specularColor * t2.x + ( vec3( 1.0 ) - material.specularColor ) * t2.y );\\n\\t\\treflectedLight.directSpecular += lightColor * fresnel * LTC_Evaluate( normal, viewDir, position, mInv, rectCoords );\\n\\t\\treflectedLight.directDiffuse += lightColor * material.diffuseColor * LTC_Evaluate( normal, viewDir, position, mat3( 1.0 ), rectCoords );\\n\\t}\\n#endif\\nvoid RE_Direct_Physical( const in IncidentLight directLight, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) {\\n\\tfloat dotNL = saturate( dot( geometry.normal, directLight.direction ) );\\n\\tvec3 irradiance = dotNL * directLight.color;\\n\\t#ifndef PHYSICALLY_CORRECT_LIGHTS\\n\\t\\tirradiance *= PI;\\n\\t#endif\\n\\t#ifdef CLEARCOAT\\n\\t\\tfloat ccDotNL = saturate( dot( geometry.clearcoatNormal, directLight.direction ) );\\n\\t\\tvec3 ccIrradiance = ccDotNL * directLight.color;\\n\\t\\t#ifndef PHYSICALLY_CORRECT_LIGHTS\\n\\t\\t\\tccIrradiance *= PI;\\n\\t\\t#endif\\n\\t\\tfloat clearcoatDHR = material.clearcoat * clearcoatDHRApprox( material.clearcoatRoughness, ccDotNL );\\n\\t\\treflectedLight.directSpecular += ccIrradiance * material.clearcoat * BRDF_Specular_GGX( directLight, geometry.viewDir, geometry.clearcoatNormal, vec3( DEFAULT_SPECULAR_COEFFICIENT ), material.clearcoatRoughness );\\n\\t#else\\n\\t\\tfloat clearcoatDHR = 0.0;\\n\\t#endif\\n\\t#ifdef USE_SHEEN\\n\\t\\treflectedLight.directSpecular += ( 1.0 - clearcoatDHR ) * irradiance * BRDF_Specular_Sheen(\\n\\t\\t\\tmaterial.specularRoughness,\\n\\t\\t\\tdirectLight.direction,\\n\\t\\t\\tgeometry,\\n\\t\\t\\tmaterial.sheenColor\\n\\t\\t);\\n\\t#else\\n\\t\\treflectedLight.directSpecular += ( 1.0 - clearcoatDHR ) * irradiance * BRDF_Specular_GGX( directLight, geometry.viewDir, geometry.normal, material.specularColor, material.specularRoughness);\\n\\t#endif\\n\\treflectedLight.directDiffuse += ( 1.0 - clearcoatDHR ) * irradiance * BRDF_Diffuse_Lambert( material.diffuseColor );\\n}\\nvoid RE_IndirectDiffuse_Physical( const in vec3 irradiance, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) {\\n\\treflectedLight.indirectDiffuse += irradiance * BRDF_Diffuse_Lambert( material.diffuseColor );\\n}\\nvoid RE_IndirectSpecular_Physical( const in vec3 radiance, const in vec3 irradiance, const in vec3 clearcoatRadiance, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight) {\\n\\t#ifdef CLEARCOAT\\n\\t\\tfloat ccDotNV = saturate( dot( geometry.clearcoatNormal, geometry.viewDir ) );\\n\\t\\treflectedLight.indirectSpecular += clearcoatRadiance * material.clearcoat * BRDF_Specular_GGX_Environment( geometry.viewDir, geometry.clearcoatNormal, vec3( DEFAULT_SPECULAR_COEFFICIENT ), material.clearcoatRoughness );\\n\\t\\tfloat ccDotNL = ccDotNV;\\n\\t\\tfloat clearcoatDHR = material.clearcoat * clearcoatDHRApprox( material.clearcoatRoughness, ccDotNL );\\n\\t#else\\n\\t\\tfloat clearcoatDHR = 0.0;\\n\\t#endif\\n\\tfloat clearcoatInv = 1.0 - clearcoatDHR;\\n\\tvec3 singleScattering = vec3( 0.0 );\\n\\tvec3 multiScattering = vec3( 0.0 );\\n\\tvec3 cosineWeightedIrradiance = irradiance * RECIPROCAL_PI;\\n\\tBRDF_Specular_Multiscattering_Environment( geometry, material.specularColor, material.specularRoughness, singleScattering, multiScattering );\\n\\tvec3 diffuse = material.diffuseColor * ( 1.0 - ( singleScattering + multiScattering ) );\\n\\treflectedLight.indirectSpecular += clearcoatInv * radiance * singleScattering;\\n\\treflectedLight.indirectSpecular += multiScattering * cosineWeightedIrradiance;\\n\\treflectedLight.indirectDiffuse += diffuse * cosineWeightedIrradiance;\\n}\\n#define RE_Direct\\t\\t\\t\\tRE_Direct_Physical\\n#define RE_Direct_RectArea\\t\\tRE_Direct_RectArea_Physical\\n#define RE_IndirectDiffuse\\t\\tRE_IndirectDiffuse_Physical\\n#define RE_IndirectSpecular\\t\\tRE_IndirectSpecular_Physical\\nfloat computeSpecularOcclusion( const in float dotNV, const in float ambientOcclusion, const in float roughness ) {\\n\\treturn saturate( pow( dotNV + ambientOcclusion, exp2( - 16.0 * roughness - 1.0 ) ) - 1.0 + ambientOcclusion );\\n}",\n",
"lights_fragment_begin:"\\nGeometricContext geometry;\\ngeometry.position = - vViewPosition;\\ngeometry.normal = normal;\\ngeometry.viewDir = ( isOrthographic ) ? vec3( 0, 0, 1 ) : normalize( vViewPosition );\\n#ifdef CLEARCOAT\\n\\tgeometry.clearcoatNormal = clearcoatNormal;\\n#endif\\nIncidentLight directLight;\\n#if ( NUM_POINT_LIGHTS > 0 ) && defined( RE_Direct )\\n\\tPointLight pointLight;\\n\\t#if defined( USE_SHADOWMAP ) && NUM_POINT_LIGHT_SHADOWS > 0\\n\\tPointLightShadow pointLightShadow;\\n\\t#endif\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_POINT_LIGHTS; i ++ ) {\\n\\t\\tpointLight = pointLights[ i ];\\n\\t\\tgetPointDirectLightIrradiance( pointLight, geometry, directLight );\\n\\t\\t#if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_POINT_LIGHT_SHADOWS )\\n\\t\\tpointLightShadow = pointLightShadows[ i ];\\n\\t\\tdirectLight.color *= all( bvec2( directLight.visible, receiveShadow ) ) ? getPointShadow( pointShadowMap[ i ], pointLightShadow.shadowMapSize, pointLightShadow.shadowBias, pointLightShadow.shadowRadius, vPointShadowCoord[ i ], pointLightShadow.shadowCameraNear, pointLightShadow.shadowCameraFar ) : 1.0;\\n\\t\\t#endif\\n\\t\\tRE_Direct( directLight, geometry, material, reflectedLight );\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif\\n#if ( NUM_SPOT_LIGHTS > 0 ) && defined( RE_Direct )\\n\\tSpotLight spotLight;\\n\\t#if defined( USE_SHADOWMAP ) && NUM_SPOT_LIGHT_SHADOWS > 0\\n\\tSpotLightShadow spotLightShadow;\\n\\t#endif\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_SPOT_LIGHTS; i ++ ) {\\n\\t\\tspotLight = spotLights[ i ];\\n\\t\\tgetSpotDirectLightIrradiance( spotLight, geometry, directLight );\\n\\t\\t#if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_SPOT_LIGHT_SHADOWS )\\n\\t\\tspotLightShadow = spotLightShadows[ i ];\\n\\t\\tdirectLight.color *= all( bvec2( directLight.visible, receiveShadow ) ) ? getShadow( spotShadowMap[ i ], spotLightShadow.shadowMapSize, spotLightShadow.shadowBias, spotLightShadow.shadowRadius, vSpotShadowCoord[ i ] ) : 1.0;\\n\\t\\t#endif\\n\\t\\tRE_Direct( directLight, geometry, material, reflectedLight );\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif\\n#if ( NUM_DIR_LIGHTS > 0 ) && defined( RE_Direct )\\n\\tDirectionalLight directionalLight;\\n\\t#if defined( USE_SHADOWMAP ) && NUM_DIR_LIGHT_SHADOWS > 0\\n\\tDirectionalLightShadow directionalLightShadow;\\n\\t#endif\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_DIR_LIGHTS; i ++ ) {\\n\\t\\tdirectionalLight = directionalLights[ i ];\\n\\t\\tgetDirectionalDirectLightIrradiance( directionalLight, geometry, directLight );\\n\\t\\t#if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_DIR_LIGHT_SHADOWS )\\n\\t\\tdirectionalLightShadow = directionalLightShadows[ i ];\\n\\t\\tdirectLight.color *= all( bvec2( directLight.visible, receiveShadow ) ) ? getShadow( directionalShadowMap[ i ], directionalLightShadow.shadowMapSize, directionalLightShadow.shadowBias, directionalLightShadow.shadowRadius, vDirectionalShadowCoord[ i ] ) : 1.0;\\n\\t\\t#endif\\n\\t\\tRE_Direct( directLight, geometry, material, reflectedLight );\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif\\n#if ( NUM_RECT_AREA_LIGHTS > 0 ) && defined( RE_Direct_RectArea )\\n\\tRectAreaLight rectAreaLight;\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_RECT_AREA_LIGHTS; i ++ ) {\\n\\t\\trectAreaLight = rectAreaLights[ i ];\\n\\t\\tRE_Direct_RectArea( rectAreaLight, geometry, material, reflectedLight );\\n\\t}\\n\\t#pragma unroll_loop_end\\n#endif\\n#if defined( RE_IndirectDiffuse )\\n\\tvec3 iblIrradiance = vec3( 0.0 );\\n\\tvec3 irradiance = getAmbientLightIrradiance( ambientLightColor );\\n\\tirradiance += getLightProbeIrradiance( lightProbe, geometry );\\n\\t#if ( NUM_HEMI_LIGHTS > 0 )\\n\\t\\t#pragma unroll_loop_start\\n\\t\\tfor ( int i = 0; i < NUM_HEMI_LIGHTS; i ++ ) {\\n\\t\\t\\tirradiance += getHemisphereLightIrradiance( hemisphereLights[ i ], geometry );\\n\\t\\t}\\n\\t\\t#pragma unroll_loop_end\\n\\t#endif\\n#endif\\n#if defined( RE_IndirectSpecular )\\n\\tvec3 radiance = vec3( 0.0 );\\n\\tvec3 clearcoatRadiance = vec3( 0.0 );\\n#endif",\n",
"lights_fragment_maps:"#if defined( RE_IndirectDiffuse )\\n\\t#ifdef USE_LIGHTMAP\\n\\t\\tvec4 lightMapTexel= texture2D( lightMap, vUv2 );\\n\\t\\tvec3 lightMapIrradiance = lightMapTexelToLinear( lightMapTexel ).rgb * lightMapIntensity;\\n\\t\\t#ifndef PHYSICALLY_CORRECT_LIGHTS\\n\\t\\t\\tlightMapIrradiance *= PI;\\n\\t\\t#endif\\n\\t\\tirradiance += lightMapIrradiance;\\n\\t#endif\\n\\t#if defined( USE_ENVMAP ) && defined( STANDARD ) && defined( ENVMAP_TYPE_CUBE_UV )\\n\\t\\tiblIrradiance += getLightProbeIndirectIrradiance( geometry, maxMipLevel );\\n\\t#endif\\n#endif\\n#if defined( USE_ENVMAP ) && defined( RE_IndirectSpecular )\\n\\tradiance += getLightProbeIndirectRadiance( geometry.viewDir, geometry.normal, material.specularRoughness, maxMipLevel );\\n\\t#ifdef CLEARCOAT\\n\\t\\tclearcoatRadiance += getLightProbeIndirectRadiance( geometry.viewDir, geometry.clearcoatNormal, material.clearcoatRoughness, maxMipLevel );\\n\\t#endif\\n#endif",\n",
"lights_fragment_end:"#if defined( RE_IndirectDiffuse )\\n\\tRE_IndirectDiffuse( irradiance, geometry, material, reflectedLight );\\n#endif\\n#if defined( RE_IndirectSpecular )\\n\\tRE_IndirectSpecular( radiance, iblIrradiance, clearcoatRadiance, geometry, material, reflectedLight );\\n#endif",logdepthbuf_fragment:"#if defined( USE_LOGDEPTHBUF ) && defined( USE_LOGDEPTHBUF_EXT )\\n\\tgl_FragDepthEXT = vIsPerspective == 0.0 ? gl_FragCoord.z : log2( vFragDepth ) * logDepthBufFC * 0.5;\\n#endif",logdepthbuf_pars_fragment:"#if defined( USE_LOGDEPTHBUF ) && defined( USE_LOGDEPTHBUF_EXT )\\n\\tuniform float logDepthBufFC;\\n\\tvarying float vFragDepth;\\n\\tvarying float vIsPerspective;\\n#endif",\n",
"logdepthbuf_pars_vertex:"#ifdef USE_LOGDEPTHBUF\\n\\t#ifdef USE_LOGDEPTHBUF_EXT\\n\\t\\tvarying float vFragDepth;\\n\\t\\tvarying float vIsPerspective;\\n\\t#else\\n\\t\\tuniform float logDepthBufFC;\\n\\t#endif\\n#endif",logdepthbuf_vertex:"#ifdef USE_LOGDEPTHBUF\\n\\t#ifdef USE_LOGDEPTHBUF_EXT\\n\\t\\tvFragDepth = 1.0 + gl_Position.w;\\n\\t\\tvIsPerspective = float( isPerspectiveMatrix( projectionMatrix ) );\\n\\t#else\\n\\t\\tif ( isPerspectiveMatrix( projectionMatrix ) ) {\\n\\t\\t\\tgl_Position.z = log2( max( EPSILON, gl_Position.w + 1.0 ) ) * logDepthBufFC - 1.0;\\n\\t\\t\\tgl_Position.z *= gl_Position.w;\\n\\t\\t}\\n\\t#endif\\n#endif",\n",
"map_fragment:"#ifdef USE_MAP\\n\\tvec4 texelColor = texture2D( map, vUv );\\n\\ttexelColor = mapTexelToLinear( texelColor );\\n\\tdiffuseColor *= texelColor;\\n#endif",map_pars_fragment:"#ifdef USE_MAP\\n\\tuniform sampler2D map;\\n#endif",map_particle_fragment:"#if defined( USE_MAP ) || defined( USE_ALPHAMAP )\\n\\tvec2 uv = ( uvTransform * vec3( gl_PointCoord.x, 1.0 - gl_PointCoord.y, 1 ) ).xy;\\n#endif\\n#ifdef USE_MAP\\n\\tvec4 mapTexel = texture2D( map, uv );\\n\\tdiffuseColor *= mapTexelToLinear( mapTexel );\\n#endif\\n#ifdef USE_ALPHAMAP\\n\\tdiffuseColor.a *= texture2D( alphaMap, uv ).g;\\n#endif",\n",
"map_particle_pars_fragment:"#if defined( USE_MAP ) || defined( USE_ALPHAMAP )\\n\\tuniform mat3 uvTransform;\\n#endif\\n#ifdef USE_MAP\\n\\tuniform sampler2D map;\\n#endif\\n#ifdef USE_ALPHAMAP\\n\\tuniform sampler2D alphaMap;\\n#endif",metalnessmap_fragment:"float metalnessFactor = metalness;\\n#ifdef USE_METALNESSMAP\\n\\tvec4 texelMetalness = texture2D( metalnessMap, vUv );\\n\\tmetalnessFactor *= texelMetalness.b;\\n#endif",metalnessmap_pars_fragment:"#ifdef USE_METALNESSMAP\\n\\tuniform sampler2D metalnessMap;\\n#endif",\n",
"morphnormal_vertex:"#ifdef USE_MORPHNORMALS\\n\\tobjectNormal *= morphTargetBaseInfluence;\\n\\tobjectNormal += morphNormal0 * morphTargetInfluences[ 0 ];\\n\\tobjectNormal += morphNormal1 * morphTargetInfluences[ 1 ];\\n\\tobjectNormal += morphNormal2 * morphTargetInfluences[ 2 ];\\n\\tobjectNormal += morphNormal3 * morphTargetInfluences[ 3 ];\\n#endif",morphtarget_pars_vertex:"#ifdef USE_MORPHTARGETS\\n\\tuniform float morphTargetBaseInfluence;\\n\\t#ifndef USE_MORPHNORMALS\\n\\tuniform float morphTargetInfluences[ 8 ];\\n\\t#else\\n\\tuniform float morphTargetInfluences[ 4 ];\\n\\t#endif\\n#endif",\n",
"morphtarget_vertex:"#ifdef USE_MORPHTARGETS\\n\\ttransformed *= morphTargetBaseInfluence;\\n\\ttransformed += morphTarget0 * morphTargetInfluences[ 0 ];\\n\\ttransformed += morphTarget1 * morphTargetInfluences[ 1 ];\\n\\ttransformed += morphTarget2 * morphTargetInfluences[ 2 ];\\n\\ttransformed += morphTarget3 * morphTargetInfluences[ 3 ];\\n\\t#ifndef USE_MORPHNORMALS\\n\\ttransformed += morphTarget4 * morphTargetInfluences[ 4 ];\\n\\ttransformed += morphTarget5 * morphTargetInfluences[ 5 ];\\n\\ttransformed += morphTarget6 * morphTargetInfluences[ 6 ];\\n\\ttransformed += morphTarget7 * morphTargetInfluences[ 7 ];\\n\\t#endif\\n#endif",\n",
"normal_fragment_begin:"#ifdef FLAT_SHADED\\n\\tvec3 fdx = vec3( dFdx( vViewPosition.x ), dFdx( vViewPosition.y ), dFdx( vViewPosition.z ) );\\n\\tvec3 fdy = vec3( dFdy( vViewPosition.x ), dFdy( vViewPosition.y ), dFdy( vViewPosition.z ) );\\n\\tvec3 normal = normalize( cross( fdx, fdy ) );\\n#else\\n\\tvec3 normal = normalize( vNormal );\\n\\t#ifdef DOUBLE_SIDED\\n\\t\\tnormal = normal * ( float( gl_FrontFacing ) * 2.0 - 1.0 );\\n\\t#endif\\n\\t#ifdef USE_TANGENT\\n\\t\\tvec3 tangent = normalize( vTangent );\\n\\t\\tvec3 bitangent = normalize( vBitangent );\\n\\t\\t#ifdef DOUBLE_SIDED\\n\\t\\t\\ttangent = tangent * ( float( gl_FrontFacing ) * 2.0 - 1.0 );\\n\\t\\t\\tbitangent = bitangent * ( float( gl_FrontFacing ) * 2.0 - 1.0 );\\n\\t\\t#endif\\n\\t\\t#if defined( TANGENTSPACE_NORMALMAP ) || defined( USE_CLEARCOAT_NORMALMAP )\\n\\t\\t\\tmat3 vTBN = mat3( tangent, bitangent, normal );\\n\\t\\t#endif\\n\\t#endif\\n#endif\\nvec3 geometryNormal = normal;",\n",
"normal_fragment_maps:"#ifdef OBJECTSPACE_NORMALMAP\\n\\tnormal = texture2D( normalMap, vUv ).xyz * 2.0 - 1.0;\\n\\t#ifdef FLIP_SIDED\\n\\t\\tnormal = - normal;\\n\\t#endif\\n\\t#ifdef DOUBLE_SIDED\\n\\t\\tnormal = normal * ( float( gl_FrontFacing ) * 2.0 - 1.0 );\\n\\t#endif\\n\\tnormal = normalize( normalMatrix * normal );\\n#elif defined( TANGENTSPACE_NORMALMAP )\\n\\tvec3 mapN = texture2D( normalMap, vUv ).xyz * 2.0 - 1.0;\\n\\tmapN.xy *= normalScale;\\n\\t#ifdef USE_TANGENT\\n\\t\\tnormal = normalize( vTBN * mapN );\\n\\t#else\\n\\t\\tnormal = perturbNormal2Arb( -vViewPosition, normal, mapN );\\n\\t#endif\\n#elif defined( USE_BUMPMAP )\\n\\tnormal = perturbNormalArb( -vViewPosition, normal, dHdxy_fwd() );\\n#endif",\n",
"normalmap_pars_fragment:"#ifdef USE_NORMALMAP\\n\\tuniform sampler2D normalMap;\\n\\tuniform vec2 normalScale;\\n#endif\\n#ifdef OBJECTSPACE_NORMALMAP\\n\\tuniform mat3 normalMatrix;\\n#endif\\n#if ! defined ( USE_TANGENT ) && ( defined ( TANGENTSPACE_NORMALMAP ) || defined ( USE_CLEARCOAT_NORMALMAP ) )\\n\\tvec3 perturbNormal2Arb( vec3 eye_pos, vec3 surf_norm, vec3 mapN ) {\\n\\t\\tvec3 q0 = vec3( dFdx( eye_pos.x ), dFdx( eye_pos.y ), dFdx( eye_pos.z ) );\\n\\t\\tvec3 q1 = vec3( dFdy( eye_pos.x ), dFdy( eye_pos.y ), dFdy( eye_pos.z ) );\\n\\t\\tvec2 st0 = dFdx( vUv.st );\\n\\t\\tvec2 st1 = dFdy( vUv.st );\\n\\t\\tfloat scale = sign( st1.t * st0.s - st0.t * st1.s );\\n\\t\\tvec3 S = normalize( ( q0 * st1.t - q1 * st0.t ) * scale );\\n\\t\\tvec3 T = normalize( ( - q0 * st1.s + q1 * st0.s ) * scale );\\n\\t\\tvec3 N = normalize( surf_norm );\\n\\t\\tmat3 tsn = mat3( S, T, N );\\n\\t\\tmapN.xy *= ( float( gl_FrontFacing ) * 2.0 - 1.0 );\\n\\t\\treturn normalize( tsn * mapN );\\n\\t}\\n#endif",\n",
"clearcoat_normal_fragment_begin:"#ifdef CLEARCOAT\\n\\tvec3 clearcoatNormal = geometryNormal;\\n#endif",clearcoat_normal_fragment_maps:"#ifdef USE_CLEARCOAT_NORMALMAP\\n\\tvec3 clearcoatMapN = texture2D( clearcoatNormalMap, vUv ).xyz * 2.0 - 1.0;\\n\\tclearcoatMapN.xy *= clearcoatNormalScale;\\n\\t#ifdef USE_TANGENT\\n\\t\\tclearcoatNormal = normalize( vTBN * clearcoatMapN );\\n\\t#else\\n\\t\\tclearcoatNormal = perturbNormal2Arb( - vViewPosition, clearcoatNormal, clearcoatMapN );\\n\\t#endif\\n#endif",clearcoat_pars_fragment:"#ifdef USE_CLEARCOATMAP\\n\\tuniform sampler2D clearcoatMap;\\n#endif\\n#ifdef USE_CLEARCOAT_ROUGHNESSMAP\\n\\tuniform sampler2D clearcoatRoughnessMap;\\n#endif\\n#ifdef USE_CLEARCOAT_NORMALMAP\\n\\tuniform sampler2D clearcoatNormalMap;\\n\\tuniform vec2 clearcoatNormalScale;\\n#endif",\n",
"packing:"vec3 packNormalToRGB( const in vec3 normal ) {\\n\\treturn normalize( normal ) * 0.5 + 0.5;\\n}\\nvec3 unpackRGBToNormal( const in vec3 rgb ) {\\n\\treturn 2.0 * rgb.xyz - 1.0;\\n}\\nconst float PackUpscale = 256. / 255.;const float UnpackDownscale = 255. / 256.;\\nconst vec3 PackFactors = vec3( 256. * 256. * 256., 256. * 256., 256. );\\nconst vec4 UnpackFactors = UnpackDownscale / vec4( PackFactors, 1. );\\nconst float ShiftRight8 = 1. / 256.;\\nvec4 packDepthToRGBA( const in float v ) {\\n\\tvec4 r = vec4( fract( v * PackFactors ), v );\\n\\tr.yzw -= r.xyz * ShiftRight8;\\treturn r * PackUpscale;\\n}\\nfloat unpackRGBAToDepth( const in vec4 v ) {\\n\\treturn dot( v, UnpackFactors );\\n}\\nvec4 pack2HalfToRGBA( vec2 v ) {\\n\\tvec4 r = vec4( v.x, fract( v.x * 255.0 ), v.y, fract( v.y * 255.0 ));\\n\\treturn vec4( r.x - r.y / 255.0, r.y, r.z - r.w / 255.0, r.w);\\n}\\nvec2 unpackRGBATo2Half( vec4 v ) {\\n\\treturn vec2( v.x + ( v.y / 255.0 ), v.z + ( v.w / 255.0 ) );\\n}\\nfloat viewZToOrthographicDepth( const in float viewZ, const in float near, const in float far ) {\\n\\treturn ( viewZ + near ) / ( near - far );\\n}\\nfloat orthographicDepthToViewZ( const in float linearClipZ, const in float near, const in float far ) {\\n\\treturn linearClipZ * ( near - far ) - near;\\n}\\nfloat viewZToPerspectiveDepth( const in float viewZ, const in float near, const in float far ) {\\n\\treturn (( near + viewZ ) * far ) / (( far - near ) * viewZ );\\n}\\nfloat perspectiveDepthToViewZ( const in float invClipZ, const in float near, const in float far ) {\\n\\treturn ( near * far ) / ( ( far - near ) * invClipZ - far );\\n}",\n",
"premultiplied_alpha_fragment:"#ifdef PREMULTIPLIED_ALPHA\\n\\tgl_FragColor.rgb *= gl_FragColor.a;\\n#endif",project_vertex:"vec4 mvPosition = vec4( transformed, 1.0 );\\n#ifdef USE_INSTANCING\\n\\tmvPosition = instanceMatrix * mvPosition;\\n#endif\\nmvPosition = modelViewMatrix * mvPosition;\\ngl_Position = projectionMatrix * mvPosition;",dithering_fragment:"#ifdef DITHERING\\n\\tgl_FragColor.rgb = dithering( gl_FragColor.rgb );\\n#endif",dithering_pars_fragment:"#ifdef DITHERING\\n\\tvec3 dithering( vec3 color ) {\\n\\t\\tfloat grid_position = rand( gl_FragCoord.xy );\\n\\t\\tvec3 dither_shift_RGB = vec3( 0.25 / 255.0, -0.25 / 255.0, 0.25 / 255.0 );\\n\\t\\tdither_shift_RGB = mix( 2.0 * dither_shift_RGB, -2.0 * dither_shift_RGB, grid_position );\\n\\t\\treturn color + dither_shift_RGB;\\n\\t}\\n#endif",\n",
"roughnessmap_fragment:"float roughnessFactor = roughness;\\n#ifdef USE_ROUGHNESSMAP\\n\\tvec4 texelRoughness = texture2D( roughnessMap, vUv );\\n\\troughnessFactor *= texelRoughness.g;\\n#endif",roughnessmap_pars_fragment:"#ifdef USE_ROUGHNESSMAP\\n\\tuniform sampler2D roughnessMap;\\n#endif",shadowmap_pars_fragment:"#ifdef USE_SHADOWMAP\\n\\t#if NUM_DIR_LIGHT_SHADOWS > 0\\n\\t\\tuniform sampler2D directionalShadowMap[ NUM_DIR_LIGHT_SHADOWS ];\\n\\t\\tvarying vec4 vDirectionalShadowCoord[ NUM_DIR_LIGHT_SHADOWS ];\\n\\t#endif\\n\\t#if NUM_SPOT_LIGHT_SHADOWS > 0\\n\\t\\tuniform sampler2D spotShadowMap[ NUM_SPOT_LIGHT_SHADOWS ];\\n\\t\\tvarying vec4 vSpotShadowCoord[ NUM_SPOT_LIGHT_SHADOWS ];\\n\\t#endif\\n\\t#if NUM_POINT_LIGHT_SHADOWS > 0\\n\\t\\tuniform sampler2D pointShadowMap[ NUM_POINT_LIGHT_SHADOWS ];\\n\\t\\tvarying vec4 vPointShadowCoord[ NUM_POINT_LIGHT_SHADOWS ];\\n\\t#endif\\n\\tfloat texture2DCompare( sampler2D depths, vec2 uv, float compare ) {\\n\\t\\treturn step( compare, unpackRGBAToDepth( texture2D( depths, uv ) ) );\\n\\t}\\n\\tvec2 texture2DDistribution( sampler2D shadow, vec2 uv ) {\\n\\t\\treturn unpackRGBATo2Half( texture2D( shadow, uv ) );\\n\\t}\\n\\tfloat VSMShadow (sampler2D shadow, vec2 uv, float compare ){\\n\\t\\tfloat occlusion = 1.0;\\n\\t\\tvec2 distribution = texture2DDistribution( shadow, uv );\\n\\t\\tfloat hard_shadow = step( compare , distribution.x );\\n\\t\\tif (hard_shadow != 1.0 ) {\\n\\t\\t\\tfloat distance = compare - distribution.x ;\\n\\t\\t\\tfloat variance = max( 0.00000, distribution.y * distribution.y );\\n\\t\\t\\tfloat softness_probability = variance / (variance + distance * distance );\\t\\t\\tsoftness_probability = clamp( ( softness_probability - 0.3 ) / ( 0.95 - 0.3 ), 0.0, 1.0 );\\t\\t\\tocclusion = clamp( max( hard_shadow, softness_probability ), 0.0, 1.0 );\\n\\t\\t}\\n\\t\\treturn occlusion;\\n\\t}\\n\\tfloat getShadow( sampler2D shadowMap, vec2 shadowMapSize, float shadowBias, float shadowRadius, vec4 shadowCoord ) {\\n\\t\\tfloat shadow = 1.0;\\n\\t\\tshadowCoord.xyz /= shadowCoord.w;\\n\\t\\tshadowCoord.z += shadowBias;\\n\\t\\tbvec4 inFrustumVec = bvec4 ( shadowCoord.x >= 0.0, shadowCoord.x <= 1.0, shadowCoord.y >= 0.0, shadowCoord.y <= 1.0 );\\n\\t\\tbool inFrustum = all( inFrustumVec );\\n\\t\\tbvec2 frustumTestVec = bvec2( inFrustum, shadowCoord.z <= 1.0 );\\n\\t\\tbool frustumTest = all( frustumTestVec );\\n\\t\\tif ( frustumTest ) {\\n\\t\\t#if defined( SHADOWMAP_TYPE_PCF )\\n\\t\\t\\tvec2 texelSize = vec2( 1.0 ) / shadowMapSize;\\n\\t\\t\\tfloat dx0 = - texelSize.x * shadowRadius;\\n\\t\\t\\tfloat dy0 = - texelSize.y * shadowRadius;\\n\\t\\t\\tfloat dx1 = + texelSize.x * shadowRadius;\\n\\t\\t\\tfloat dy1 = + texelSize.y * shadowRadius;\\n\\t\\t\\tfloat dx2 = dx0 / 2.0;\\n\\t\\t\\tfloat dy2 = dy0 / 2.0;\\n\\t\\t\\tfloat dx3 = dx1 / 2.0;\\n\\t\\t\\tfloat dy3 = dy1 / 2.0;\\n\\t\\t\\tshadow = (\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, dy0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, dy0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, dy2 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy2 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, dy2 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, 0.0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, 0.0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy, shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, 0.0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, 0.0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, dy3 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy3 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, dy3 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, dy1 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy1 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, dy1 ), shadowCoord.z )\\n\\t\\t\\t) * ( 1.0 / 17.0 );\\n\\t\\t#elif defined( SHADOWMAP_TYPE_PCF_SOFT )\\n\\t\\t\\tvec2 texelSize = vec2( 1.0 ) / shadowMapSize;\\n\\t\\t\\tfloat dx = texelSize.x;\\n\\t\\t\\tfloat dy = texelSize.y;\\n\\t\\t\\tvec2 uv = shadowCoord.xy;\\n\\t\\t\\tvec2 f = fract( uv * shadowMapSize + 0.5 );\\n\\t\\t\\tuv -= f * texelSize;\\n\\t\\t\\tshadow = (\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, uv, shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, uv + vec2( dx, 0.0 ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, uv + vec2( 0.0, dy ), shadowCoord.z ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, uv + texelSize, shadowCoord.z ) +\\n\\t\\t\\t\\tmix( texture2DCompare( shadowMap, uv + vec2( -dx, 0.0 ), shadowCoord.z ), \\n\\t\\t\\t\\t\\t texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, 0.0 ), shadowCoord.z ),\\n\\t\\t\\t\\t\\t f.x ) +\\n\\t\\t\\t\\tmix( texture2DCompare( shadowMap, uv + vec2( -dx, dy ), shadowCoord.z ), \\n\\t\\t\\t\\t\\t texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, dy ), shadowCoord.z ),\\n\\t\\t\\t\\t\\t f.x ) +\\n\\t\\t\\t\\tmix( texture2DCompare( shadowMap, uv + vec2( 0.0, -dy ), shadowCoord.z ), \\n\\t\\t\\t\\t\\t texture2DCompare( shadowMap, uv + vec2( 0.0, 2.0 * dy ), shadowCoord.z ),\\n\\t\\t\\t\\t\\t f.y ) +\\n\\t\\t\\t\\tmix( texture2DCompare( shadowMap, uv + vec2( dx, -dy ), shadowCoord.z ), \\n\\t\\t\\t\\t\\t texture2DCompare( shadowMap, uv + vec2( dx, 2.0 * dy ), shadowCoord.z ),\\n\\t\\t\\t\\t\\t f.y ) +\\n\\t\\t\\t\\tmix( mix( texture2DCompare( shadowMap, uv + vec2( -dx, -dy ), shadowCoord.z ), \\n\\t\\t\\t\\t\\t\\t texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, -dy ), shadowCoord.z ),\\n\\t\\t\\t\\t\\t\\t f.x ),\\n\\t\\t\\t\\t\\t mix( texture2DCompare( shadowMap, uv + vec2( -dx, 2.0 * dy ), shadowCoord.z ), \\n\\t\\t\\t\\t\\t\\t texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, 2.0 * dy ), shadowCoord.z ),\\n\\t\\t\\t\\t\\t\\t f.x ),\\n\\t\\t\\t\\t\\t f.y )\\n\\t\\t\\t) * ( 1.0 / 9.0 );\\n\\t\\t#elif defined( SHADOWMAP_TYPE_VSM )\\n\\t\\t\\tshadow = VSMShadow( shadowMap, shadowCoord.xy, shadowCoord.z );\\n\\t\\t#else\\n\\t\\t\\tshadow = texture2DCompare( shadowMap, shadowCoord.xy, shadowCoord.z );\\n\\t\\t#endif\\n\\t\\t}\\n\\t\\treturn shadow;\\n\\t}\\n\\tvec2 cubeToUV( vec3 v, float texelSizeY ) {\\n\\t\\tvec3 absV = abs( v );\\n\\t\\tfloat scaleToCube = 1.0 / max( absV.x, max( absV.y, absV.z ) );\\n\\t\\tabsV *= scaleToCube;\\n\\t\\tv *= scaleToCube * ( 1.0 - 2.0 * texelSizeY );\\n\\t\\tvec2 planar = v.xy;\\n\\t\\tfloat almostATexel = 1.5 * texelSizeY;\\n\\t\\tfloat almostOne = 1.0 - almostATexel;\\n\\t\\tif ( absV.z >= almostOne ) {\\n\\t\\t\\tif ( v.z > 0.0 )\\n\\t\\t\\t\\tplanar.x = 4.0 - v.x;\\n\\t\\t} else if ( absV.x >= almostOne ) {\\n\\t\\t\\tfloat signX = sign( v.x );\\n\\t\\t\\tplanar.x = v.z * signX + 2.0 * signX;\\n\\t\\t} else if ( absV.y >= almostOne ) {\\n\\t\\t\\tfloat signY = sign( v.y );\\n\\t\\t\\tplanar.x = v.x + 2.0 * signY + 2.0;\\n\\t\\t\\tplanar.y = v.z * signY - 2.0;\\n\\t\\t}\\n\\t\\treturn vec2( 0.125, 0.25 ) * planar + vec2( 0.375, 0.75 );\\n\\t}\\n\\tfloat getPointShadow( sampler2D shadowMap, vec2 shadowMapSize, float shadowBias, float shadowRadius, vec4 shadowCoord, float shadowCameraNear, float shadowCameraFar ) {\\n\\t\\tvec2 texelSize = vec2( 1.0 ) / ( shadowMapSize * vec2( 4.0, 2.0 ) );\\n\\t\\tvec3 lightToPosition = shadowCoord.xyz;\\n\\t\\tfloat dp = ( length( lightToPosition ) - shadowCameraNear ) / ( shadowCameraFar - shadowCameraNear );\\t\\tdp += shadowBias;\\n\\t\\tvec3 bd3D = normalize( lightToPosition );\\n\\t\\t#if defined( SHADOWMAP_TYPE_PCF ) || defined( SHADOWMAP_TYPE_PCF_SOFT ) || defined( SHADOWMAP_TYPE_VSM )\\n\\t\\t\\tvec2 offset = vec2( - 1, 1 ) * shadowRadius * texelSize.y;\\n\\t\\t\\treturn (\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.xyy, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.yyy, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.xyx, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.yyx, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.xxy, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.yxy, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.xxx, texelSize.y ), dp ) +\\n\\t\\t\\t\\ttexture2DCompare( shadowMap, cubeToUV( bd3D + offset.yxx, texelSize.y ), dp )\\n\\t\\t\\t) * ( 1.0 / 9.0 );\\n\\t\\t#else\\n\\t\\t\\treturn texture2DCompare( shadowMap, cubeToUV( bd3D, texelSize.y ), dp );\\n\\t\\t#endif\\n\\t}\\n#endif",\n",
"shadowmap_pars_vertex:"#ifdef USE_SHADOWMAP\\n\\t#if NUM_DIR_LIGHT_SHADOWS > 0\\n\\t\\tuniform mat4 directionalShadowMatrix[ NUM_DIR_LIGHT_SHADOWS ];\\n\\t\\tvarying vec4 vDirectionalShadowCoord[ NUM_DIR_LIGHT_SHADOWS ];\\n\\t#endif\\n\\t#if NUM_SPOT_LIGHT_SHADOWS > 0\\n\\t\\tuniform mat4 spotShadowMatrix[ NUM_SPOT_LIGHT_SHADOWS ];\\n\\t\\tvarying vec4 vSpotShadowCoord[ NUM_SPOT_LIGHT_SHADOWS ];\\n\\t#endif\\n\\t#if NUM_POINT_LIGHT_SHADOWS > 0\\n\\t\\tuniform mat4 pointShadowMatrix[ NUM_POINT_LIGHT_SHADOWS ];\\n\\t\\tvarying vec4 vPointShadowCoord[ NUM_POINT_LIGHT_SHADOWS ];\\n\\t#endif\\n#endif",\n",
"shadowmap_vertex:"#ifdef USE_SHADOWMAP\\n\\t#if NUM_DIR_LIGHT_SHADOWS > 0\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_DIR_LIGHT_SHADOWS; i ++ ) {\\n\\t\\tvDirectionalShadowCoord[ i ] = directionalShadowMatrix[ i ] * worldPosition;\\n\\t}\\n\\t#pragma unroll_loop_end\\n\\t#endif\\n\\t#if NUM_SPOT_LIGHT_SHADOWS > 0\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_SPOT_LIGHT_SHADOWS; i ++ ) {\\n\\t\\tvSpotShadowCoord[ i ] = spotShadowMatrix[ i ] * worldPosition;\\n\\t}\\n\\t#pragma unroll_loop_end\\n\\t#endif\\n\\t#if NUM_POINT_LIGHT_SHADOWS > 0\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_POINT_LIGHT_SHADOWS; i ++ ) {\\n\\t\\tvPointShadowCoord[ i ] = pointShadowMatrix[ i ] * worldPosition;\\n\\t}\\n\\t#pragma unroll_loop_end\\n\\t#endif\\n#endif",\n",
"shadowmask_pars_fragment:"float getShadowMask() {\\n\\tfloat shadow = 1.0;\\n\\t#ifdef USE_SHADOWMAP\\n\\t#if NUM_DIR_LIGHT_SHADOWS > 0\\n\\tDirectionalLightShadow directionalLight;\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_DIR_LIGHT_SHADOWS; i ++ ) {\\n\\t\\tdirectionalLight = directionalLightShadows[ i ];\\n\\t\\tshadow *= receiveShadow ? getShadow( directionalShadowMap[ i ], directionalLight.shadowMapSize, directionalLight.shadowBias, directionalLight.shadowRadius, vDirectionalShadowCoord[ i ] ) : 1.0;\\n\\t}\\n\\t#pragma unroll_loop_end\\n\\t#endif\\n\\t#if NUM_SPOT_LIGHT_SHADOWS > 0\\n\\tSpotLightShadow spotLight;\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_SPOT_LIGHT_SHADOWS; i ++ ) {\\n\\t\\tspotLight = spotLightShadows[ i ];\\n\\t\\tshadow *= receiveShadow ? getShadow( spotShadowMap[ i ], spotLight.shadowMapSize, spotLight.shadowBias, spotLight.shadowRadius, vSpotShadowCoord[ i ] ) : 1.0;\\n\\t}\\n\\t#pragma unroll_loop_end\\n\\t#endif\\n\\t#if NUM_POINT_LIGHT_SHADOWS > 0\\n\\tPointLightShadow pointLight;\\n\\t#pragma unroll_loop_start\\n\\tfor ( int i = 0; i < NUM_POINT_LIGHT_SHADOWS; i ++ ) {\\n\\t\\tpointLight = pointLightShadows[ i ];\\n\\t\\tshadow *= receiveShadow ? getPointShadow( pointShadowMap[ i ], pointLight.shadowMapSize, pointLight.shadowBias, pointLight.shadowRadius, vPointShadowCoord[ i ], pointLight.shadowCameraNear, pointLight.shadowCameraFar ) : 1.0;\\n\\t}\\n\\t#pragma unroll_loop_end\\n\\t#endif\\n\\t#endif\\n\\treturn shadow;\\n}",\n",
"skinbase_vertex:"#ifdef USE_SKINNING\\n\\tmat4 boneMatX = getBoneMatrix( skinIndex.x );\\n\\tmat4 boneMatY = getBoneMatrix( skinIndex.y );\\n\\tmat4 boneMatZ = getBoneMatrix( skinIndex.z );\\n\\tmat4 boneMatW = getBoneMatrix( skinIndex.w );\\n#endif",skinning_pars_vertex:"#ifdef USE_SKINNING\\n\\tuniform mat4 bindMatrix;\\n\\tuniform mat4 bindMatrixInverse;\\n\\t#ifdef BONE_TEXTURE\\n\\t\\tuniform highp sampler2D boneTexture;\\n\\t\\tuniform int boneTextureSize;\\n\\t\\tmat4 getBoneMatrix( const in float i ) {\\n\\t\\t\\tfloat j = i * 4.0;\\n\\t\\t\\tfloat x = mod( j, float( boneTextureSize ) );\\n\\t\\t\\tfloat y = floor( j / float( boneTextureSize ) );\\n\\t\\t\\tfloat dx = 1.0 / float( boneTextureSize );\\n\\t\\t\\tfloat dy = 1.0 / float( boneTextureSize );\\n\\t\\t\\ty = dy * ( y + 0.5 );\\n\\t\\t\\tvec4 v1 = texture2D( boneTexture, vec2( dx * ( x + 0.5 ), y ) );\\n\\t\\t\\tvec4 v2 = texture2D( boneTexture, vec2( dx * ( x + 1.5 ), y ) );\\n\\t\\t\\tvec4 v3 = texture2D( boneTexture, vec2( dx * ( x + 2.5 ), y ) );\\n\\t\\t\\tvec4 v4 = texture2D( boneTexture, vec2( dx * ( x + 3.5 ), y ) );\\n\\t\\t\\tmat4 bone = mat4( v1, v2, v3, v4 );\\n\\t\\t\\treturn bone;\\n\\t\\t}\\n\\t#else\\n\\t\\tuniform mat4 boneMatrices[ MAX_BONES ];\\n\\t\\tmat4 getBoneMatrix( const in float i ) {\\n\\t\\t\\tmat4 bone = boneMatrices[ int(i) ];\\n\\t\\t\\treturn bone;\\n\\t\\t}\\n\\t#endif\\n#endif",\n",
"skinning_vertex:"#ifdef USE_SKINNING\\n\\tvec4 skinVertex = bindMatrix * vec4( transformed, 1.0 );\\n\\tvec4 skinned = vec4( 0.0 );\\n\\tskinned += boneMatX * skinVertex * skinWeight.x;\\n\\tskinned += boneMatY * skinVertex * skinWeight.y;\\n\\tskinned += boneMatZ * skinVertex * skinWeight.z;\\n\\tskinned += boneMatW * skinVertex * skinWeight.w;\\n\\ttransformed = ( bindMatrixInverse * skinned ).xyz;\\n#endif",skinnormal_vertex:"#ifdef USE_SKINNING\\n\\tmat4 skinMatrix = mat4( 0.0 );\\n\\tskinMatrix += skinWeight.x * boneMatX;\\n\\tskinMatrix += skinWeight.y * boneMatY;\\n\\tskinMatrix += skinWeight.z * boneMatZ;\\n\\tskinMatrix += skinWeight.w * boneMatW;\\n\\tskinMatrix = bindMatrixInverse * skinMatrix * bindMatrix;\\n\\tobjectNormal = vec4( skinMatrix * vec4( objectNormal, 0.0 ) ).xyz;\\n\\t#ifdef USE_TANGENT\\n\\t\\tobjectTangent = vec4( skinMatrix * vec4( objectTangent, 0.0 ) ).xyz;\\n\\t#endif\\n#endif",\n",
"specularmap_fragment:"float specularStrength;\\n#ifdef USE_SPECULARMAP\\n\\tvec4 texelSpecular = texture2D( specularMap, vUv );\\n\\tspecularStrength = texelSpecular.r;\\n#else\\n\\tspecularStrength = 1.0;\\n#endif",specularmap_pars_fragment:"#ifdef USE_SPECULARMAP\\n\\tuniform sampler2D specularMap;\\n#endif",tonemapping_fragment:"#if defined( TONE_MAPPING )\\n\\tgl_FragColor.rgb = toneMapping( gl_FragColor.rgb );\\n#endif",tonemapping_pars_fragment:"#ifndef saturate\\n#define saturate(a) clamp( a, 0.0, 1.0 )\\n#endif\\nuniform float toneMappingExposure;\\nuniform float toneMappingWhitePoint;\\nvec3 LinearToneMapping( vec3 color ) {\\n\\treturn toneMappingExposure * color;\\n}\\nvec3 ReinhardToneMapping( vec3 color ) {\\n\\tcolor *= toneMappingExposure;\\n\\treturn saturate( color / ( vec3( 1.0 ) + color ) );\\n}\\n#define Uncharted2Helper( x ) max( ( ( x * ( 0.15 * x + 0.10 * 0.50 ) + 0.20 * 0.02 ) / ( x * ( 0.15 * x + 0.50 ) + 0.20 * 0.30 ) ) - 0.02 / 0.30, vec3( 0.0 ) )\\nvec3 Uncharted2ToneMapping( vec3 color ) {\\n\\tcolor *= toneMappingExposure;\\n\\treturn saturate( Uncharted2Helper( color ) / Uncharted2Helper( vec3( toneMappingWhitePoint ) ) );\\n}\\nvec3 OptimizedCineonToneMapping( vec3 color ) {\\n\\tcolor *= toneMappingExposure;\\n\\tcolor = max( vec3( 0.0 ), color - 0.004 );\\n\\treturn pow( ( color * ( 6.2 * color + 0.5 ) ) / ( color * ( 6.2 * color + 1.7 ) + 0.06 ), vec3( 2.2 ) );\\n}\\nvec3 ACESFilmicToneMapping( vec3 color ) {\\n\\tcolor *= toneMappingExposure;\\n\\treturn saturate( ( color * ( 2.51 * color + 0.03 ) ) / ( color * ( 2.43 * color + 0.59 ) + 0.14 ) );\\n}",\n",
"uv_pars_fragment:"#if ( defined( USE_UV ) && ! defined( UVS_VERTEX_ONLY ) )\\n\\tvarying vec2 vUv;\\n#endif",uv_pars_vertex:"#ifdef USE_UV\\n\\t#ifdef UVS_VERTEX_ONLY\\n\\t\\tvec2 vUv;\\n\\t#else\\n\\t\\tvarying vec2 vUv;\\n\\t#endif\\n\\tuniform mat3 uvTransform;\\n#endif",uv_vertex:"#ifdef USE_UV\\n\\tvUv = ( uvTransform * vec3( uv, 1 ) ).xy;\\n#endif",uv2_pars_fragment:"#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP )\\n\\tvarying vec2 vUv2;\\n#endif",uv2_pars_vertex:"#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP )\\n\\tattribute vec2 uv2;\\n\\tvarying vec2 vUv2;\\n\\tuniform mat3 uv2Transform;\\n#endif",\n",
"uv2_vertex:"#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP )\\n\\tvUv2 = ( uv2Transform * vec3( uv2, 1 ) ).xy;\\n#endif",worldpos_vertex:"#if defined( USE_ENVMAP ) || defined( DISTANCE ) || defined ( USE_SHADOWMAP )\\n\\tvec4 worldPosition = vec4( transformed, 1.0 );\\n\\t#ifdef USE_INSTANCING\\n\\t\\tworldPosition = instanceMatrix * worldPosition;\\n\\t#endif\\n\\tworldPosition = modelMatrix * worldPosition;\\n#endif",background_frag:"uniform sampler2D t2D;\\nvarying vec2 vUv;\\nvoid main() {\\n\\tvec4 texColor = texture2D( t2D, vUv );\\n\\tgl_FragColor = mapTexelToLinear( texColor );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n}",\n",
"background_vert:"varying vec2 vUv;\\nuniform mat3 uvTransform;\\nvoid main() {\\n\\tvUv = ( uvTransform * vec3( uv, 1 ) ).xy;\\n\\tgl_Position = vec4( position.xy, 1.0, 1.0 );\\n}",cube_frag:"#include <envmap_common_pars_fragment>\\nuniform float opacity;\\nvarying vec3 vWorldDirection;\\n#include <cube_uv_reflection_fragment>\\nvoid main() {\\n\\tvec3 vReflect = vWorldDirection;\\n\\t#include <envmap_fragment>\\n\\tgl_FragColor = envColor;\\n\\tgl_FragColor.a *= opacity;\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n}",\n",
"cube_vert:"varying vec3 vWorldDirection;\\n#include <common>\\nvoid main() {\\n\\tvWorldDirection = transformDirection( position, modelMatrix );\\n\\t#include <begin_vertex>\\n\\t#include <project_vertex>\\n\\tgl_Position.z = gl_Position.w;\\n}",depth_frag:"#if DEPTH_PACKING == 3200\\n\\tuniform float opacity;\\n#endif\\n#include <common>\\n#include <packing>\\n#include <uv_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvarying vec2 vHighPrecisionZW;\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( 1.0 );\\n\\t#if DEPTH_PACKING == 3200\\n\\t\\tdiffuseColor.a = opacity;\\n\\t#endif\\n\\t#include <map_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\t#include <logdepthbuf_fragment>\\n\\tfloat fragCoordZ = 0.5 * vHighPrecisionZW[0] / vHighPrecisionZW[1] + 0.5;\\n\\t#if DEPTH_PACKING == 3200\\n\\t\\tgl_FragColor = vec4( vec3( 1.0 - fragCoordZ ), opacity );\\n\\t#elif DEPTH_PACKING == 3201\\n\\t\\tgl_FragColor = packDepthToRGBA( fragCoordZ );\\n\\t#endif\\n}",\n",
"depth_vert:"#include <common>\\n#include <uv_pars_vertex>\\n#include <displacementmap_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvarying vec2 vHighPrecisionZW;\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#ifdef USE_DISPLACEMENTMAP\\n\\t\\t#include <beginnormal_vertex>\\n\\t\\t#include <morphnormal_vertex>\\n\\t\\t#include <skinnormal_vertex>\\n\\t#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <displacementmap_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\tvHighPrecisionZW = gl_Position.zw;\\n}",\n",
"distanceRGBA_frag:"#define DISTANCE\\nuniform vec3 referencePosition;\\nuniform float nearDistance;\\nuniform float farDistance;\\nvarying vec3 vWorldPosition;\\n#include <common>\\n#include <packing>\\n#include <uv_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main () {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( 1.0 );\\n\\t#include <map_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\tfloat dist = length( vWorldPosition - referencePosition );\\n\\tdist = ( dist - nearDistance ) / ( farDistance - nearDistance );\\n\\tdist = saturate( dist );\\n\\tgl_FragColor = packDepthToRGBA( dist );\\n}",\n",
"distanceRGBA_vert:"#define DISTANCE\\nvarying vec3 vWorldPosition;\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <displacementmap_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#ifdef USE_DISPLACEMENTMAP\\n\\t\\t#include <beginnormal_vertex>\\n\\t\\t#include <morphnormal_vertex>\\n\\t\\t#include <skinnormal_vertex>\\n\\t#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <displacementmap_vertex>\\n\\t#include <project_vertex>\\n\\t#include <worldpos_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\tvWorldPosition = worldPosition.xyz;\\n}",\n",
"equirect_frag:"uniform sampler2D tEquirect;\\nvarying vec3 vWorldDirection;\\n#include <common>\\nvoid main() {\\n\\tvec3 direction = normalize( vWorldDirection );\\n\\tvec2 sampleUV;\\n\\tsampleUV.y = asin( clamp( direction.y, - 1.0, 1.0 ) ) * RECIPROCAL_PI + 0.5;\\n\\tsampleUV.x = atan( direction.z, direction.x ) * RECIPROCAL_PI2 + 0.5;\\n\\tvec4 texColor = texture2D( tEquirect, sampleUV );\\n\\tgl_FragColor = mapTexelToLinear( texColor );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n}",\n",
"equirect_vert:"varying vec3 vWorldDirection;\\n#include <common>\\nvoid main() {\\n\\tvWorldDirection = transformDirection( position, modelMatrix );\\n\\t#include <begin_vertex>\\n\\t#include <project_vertex>\\n}",linedashed_frag:"uniform vec3 diffuse;\\nuniform float opacity;\\nuniform float dashSize;\\nuniform float totalSize;\\nvarying float vLineDistance;\\n#include <common>\\n#include <color_pars_fragment>\\n#include <fog_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tif ( mod( vLineDistance, totalSize ) > dashSize ) {\\n\\t\\tdiscard;\\n\\t}\\n\\tvec3 outgoingLight = vec3( 0.0 );\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <color_fragment>\\n\\toutgoingLight = diffuseColor.rgb;\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n}",\n",
"linedashed_vert:"uniform float scale;\\nattribute float lineDistance;\\nvarying float vLineDistance;\\n#include <common>\\n#include <color_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\tvLineDistance = scale * lineDistance;\\n\\t#include <color_vertex>\\n\\t#include <begin_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\t#include <fog_vertex>\\n}",meshbasic_frag:"uniform vec3 diffuse;\\nuniform float opacity;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n#endif\\n#include <common>\\n#include <color_pars_fragment>\\n#include <uv_pars_fragment>\\n#include <uv2_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <aomap_pars_fragment>\\n#include <lightmap_pars_fragment>\\n#include <envmap_common_pars_fragment>\\n#include <envmap_pars_fragment>\\n#include <cube_uv_reflection_fragment>\\n#include <fog_pars_fragment>\\n#include <specularmap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_fragment>\\n\\t#include <color_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\t#include <specularmap_fragment>\\n\\tReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );\\n\\t#ifdef USE_LIGHTMAP\\n\\t\\n\\t\\tvec4 lightMapTexel= texture2D( lightMap, vUv2 );\\n\\t\\treflectedLight.indirectDiffuse += lightMapTexelToLinear( lightMapTexel ).rgb * lightMapIntensity;\\n\\t#else\\n\\t\\treflectedLight.indirectDiffuse += vec3( 1.0 );\\n\\t#endif\\n\\t#include <aomap_fragment>\\n\\treflectedLight.indirectDiffuse *= diffuseColor.rgb;\\n\\tvec3 outgoingLight = reflectedLight.indirectDiffuse;\\n\\t#include <envmap_fragment>\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n}",\n",
"meshbasic_vert:"#include <common>\\n#include <uv_pars_vertex>\\n#include <uv2_pars_vertex>\\n#include <envmap_pars_vertex>\\n#include <color_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <uv2_vertex>\\n\\t#include <color_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#ifdef USE_ENVMAP\\n\\t#include <beginnormal_vertex>\\n\\t#include <morphnormal_vertex>\\n\\t#include <skinnormal_vertex>\\n\\t#include <defaultnormal_vertex>\\n\\t#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <worldpos_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\t#include <envmap_vertex>\\n\\t#include <fog_vertex>\\n}",\n",
"meshlambert_frag:"uniform vec3 diffuse;\\nuniform vec3 emissive;\\nuniform float opacity;\\nvarying vec3 vLightFront;\\nvarying vec3 vIndirectFront;\\n#ifdef DOUBLE_SIDED\\n\\tvarying vec3 vLightBack;\\n\\tvarying vec3 vIndirectBack;\\n#endif\\n#include <common>\\n#include <packing>\\n#include <dithering_pars_fragment>\\n#include <color_pars_fragment>\\n#include <uv_pars_fragment>\\n#include <uv2_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <aomap_pars_fragment>\\n#include <lightmap_pars_fragment>\\n#include <emissivemap_pars_fragment>\\n#include <envmap_common_pars_fragment>\\n#include <envmap_pars_fragment>\\n#include <cube_uv_reflection_fragment>\\n#include <bsdfs>\\n#include <lights_pars_begin>\\n#include <fog_pars_fragment>\\n#include <shadowmap_pars_fragment>\\n#include <shadowmask_pars_fragment>\\n#include <specularmap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\tReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );\\n\\tvec3 totalEmissiveRadiance = emissive;\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_fragment>\\n\\t#include <color_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\t#include <specularmap_fragment>\\n\\t#include <emissivemap_fragment>\\n\\treflectedLight.indirectDiffuse = getAmbientLightIrradiance( ambientLightColor );\\n\\t#ifdef DOUBLE_SIDED\\n\\t\\treflectedLight.indirectDiffuse += ( gl_FrontFacing ) ? vIndirectFront : vIndirectBack;\\n\\t#else\\n\\t\\treflectedLight.indirectDiffuse += vIndirectFront;\\n\\t#endif\\n\\t#include <lightmap_fragment>\\n\\treflectedLight.indirectDiffuse *= BRDF_Diffuse_Lambert( diffuseColor.rgb );\\n\\t#ifdef DOUBLE_SIDED\\n\\t\\treflectedLight.directDiffuse = ( gl_FrontFacing ) ? vLightFront : vLightBack;\\n\\t#else\\n\\t\\treflectedLight.directDiffuse = vLightFront;\\n\\t#endif\\n\\treflectedLight.directDiffuse *= BRDF_Diffuse_Lambert( diffuseColor.rgb ) * getShadowMask();\\n\\t#include <aomap_fragment>\\n\\tvec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + totalEmissiveRadiance;\\n\\t#include <envmap_fragment>\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n\\t#include <dithering_fragment>\\n}",\n",
"meshlambert_vert:"#define LAMBERT\\nvarying vec3 vLightFront;\\nvarying vec3 vIndirectFront;\\n#ifdef DOUBLE_SIDED\\n\\tvarying vec3 vLightBack;\\n\\tvarying vec3 vIndirectBack;\\n#endif\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <uv2_pars_vertex>\\n#include <envmap_pars_vertex>\\n#include <bsdfs>\\n#include <lights_pars_begin>\\n#include <color_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <shadowmap_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <uv2_vertex>\\n\\t#include <color_vertex>\\n\\t#include <beginnormal_vertex>\\n\\t#include <morphnormal_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#include <skinnormal_vertex>\\n\\t#include <defaultnormal_vertex>\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\t#include <worldpos_vertex>\\n\\t#include <envmap_vertex>\\n\\t#include <lights_lambert_vertex>\\n\\t#include <shadowmap_vertex>\\n\\t#include <fog_vertex>\\n}",\n",
"meshmatcap_frag:"#define MATCAP\\nuniform vec3 diffuse;\\nuniform float opacity;\\nuniform sampler2D matcap;\\nvarying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n#endif\\n#include <common>\\n#include <color_pars_fragment>\\n#include <uv_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <fog_pars_fragment>\\n#include <bumpmap_pars_fragment>\\n#include <normalmap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_fragment>\\n\\t#include <color_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\t#include <normal_fragment_begin>\\n\\t#include <normal_fragment_maps>\\n\\tvec3 viewDir = normalize( vViewPosition );\\n\\tvec3 x = normalize( vec3( viewDir.z, 0.0, - viewDir.x ) );\\n\\tvec3 y = cross( viewDir, x );\\n\\tvec2 uv = vec2( dot( x, normal ), dot( y, normal ) ) * 0.495 + 0.5;\\n\\t#ifdef USE_MATCAP\\n\\t\\tvec4 matcapColor = texture2D( matcap, uv );\\n\\t\\tmatcapColor = matcapTexelToLinear( matcapColor );\\n\\t#else\\n\\t\\tvec4 matcapColor = vec4( 1.0 );\\n\\t#endif\\n\\tvec3 outgoingLight = diffuseColor.rgb * matcapColor.rgb;\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n}",\n",
"meshmatcap_vert:"#define MATCAP\\nvarying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n#endif\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <color_pars_vertex>\\n#include <displacementmap_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <color_vertex>\\n\\t#include <beginnormal_vertex>\\n\\t#include <morphnormal_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#include <skinnormal_vertex>\\n\\t#include <defaultnormal_vertex>\\n\\t#ifndef FLAT_SHADED\\n\\t\\tvNormal = normalize( transformedNormal );\\n\\t#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <displacementmap_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\t#include <fog_vertex>\\n\\tvViewPosition = - mvPosition.xyz;\\n}",\n",
"meshtoon_frag:"#define TOON\\nuniform vec3 diffuse;\\nuniform vec3 emissive;\\nuniform vec3 specular;\\nuniform float shininess;\\nuniform float opacity;\\n#include <common>\\n#include <packing>\\n#include <dithering_pars_fragment>\\n#include <color_pars_fragment>\\n#include <uv_pars_fragment>\\n#include <uv2_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <aomap_pars_fragment>\\n#include <lightmap_pars_fragment>\\n#include <emissivemap_pars_fragment>\\n#include <gradientmap_pars_fragment>\\n#include <fog_pars_fragment>\\n#include <bsdfs>\\n#include <lights_pars_begin>\\n#include <lights_toon_pars_fragment>\\n#include <shadowmap_pars_fragment>\\n#include <bumpmap_pars_fragment>\\n#include <normalmap_pars_fragment>\\n#include <specularmap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\tReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );\\n\\tvec3 totalEmissiveRadiance = emissive;\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_fragment>\\n\\t#include <color_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\t#include <specularmap_fragment>\\n\\t#include <normal_fragment_begin>\\n\\t#include <normal_fragment_maps>\\n\\t#include <emissivemap_fragment>\\n\\t#include <lights_toon_fragment>\\n\\t#include <lights_fragment_begin>\\n\\t#include <lights_fragment_maps>\\n\\t#include <lights_fragment_end>\\n\\t#include <aomap_fragment>\\n\\tvec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + reflectedLight.directSpecular + reflectedLight.indirectSpecular + totalEmissiveRadiance;\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n\\t#include <dithering_fragment>\\n}",\n",
"meshtoon_vert:"#define TOON\\nvarying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n#endif\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <uv2_pars_vertex>\\n#include <displacementmap_pars_vertex>\\n#include <color_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <shadowmap_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <uv2_vertex>\\n\\t#include <color_vertex>\\n\\t#include <beginnormal_vertex>\\n\\t#include <morphnormal_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#include <skinnormal_vertex>\\n\\t#include <defaultnormal_vertex>\\n#ifndef FLAT_SHADED\\n\\tvNormal = normalize( transformedNormal );\\n#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <displacementmap_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\tvViewPosition = - mvPosition.xyz;\\n\\t#include <worldpos_vertex>\\n\\t#include <shadowmap_vertex>\\n\\t#include <fog_vertex>\\n}",\n",
"meshphong_frag:"#define PHONG\\nuniform vec3 diffuse;\\nuniform vec3 emissive;\\nuniform vec3 specular;\\nuniform float shininess;\\nuniform float opacity;\\n#include <common>\\n#include <packing>\\n#include <dithering_pars_fragment>\\n#include <color_pars_fragment>\\n#include <uv_pars_fragment>\\n#include <uv2_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <aomap_pars_fragment>\\n#include <lightmap_pars_fragment>\\n#include <emissivemap_pars_fragment>\\n#include <envmap_common_pars_fragment>\\n#include <envmap_pars_fragment>\\n#include <cube_uv_reflection_fragment>\\n#include <fog_pars_fragment>\\n#include <bsdfs>\\n#include <lights_pars_begin>\\n#include <lights_phong_pars_fragment>\\n#include <shadowmap_pars_fragment>\\n#include <bumpmap_pars_fragment>\\n#include <normalmap_pars_fragment>\\n#include <specularmap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\tReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );\\n\\tvec3 totalEmissiveRadiance = emissive;\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_fragment>\\n\\t#include <color_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\t#include <specularmap_fragment>\\n\\t#include <normal_fragment_begin>\\n\\t#include <normal_fragment_maps>\\n\\t#include <emissivemap_fragment>\\n\\t#include <lights_phong_fragment>\\n\\t#include <lights_fragment_begin>\\n\\t#include <lights_fragment_maps>\\n\\t#include <lights_fragment_end>\\n\\t#include <aomap_fragment>\\n\\tvec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + reflectedLight.directSpecular + reflectedLight.indirectSpecular + totalEmissiveRadiance;\\n\\t#include <envmap_fragment>\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n\\t#include <dithering_fragment>\\n}",\n",
"meshphong_vert:"#define PHONG\\nvarying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n#endif\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <uv2_pars_vertex>\\n#include <displacementmap_pars_vertex>\\n#include <envmap_pars_vertex>\\n#include <color_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <shadowmap_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <uv2_vertex>\\n\\t#include <color_vertex>\\n\\t#include <beginnormal_vertex>\\n\\t#include <morphnormal_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#include <skinnormal_vertex>\\n\\t#include <defaultnormal_vertex>\\n#ifndef FLAT_SHADED\\n\\tvNormal = normalize( transformedNormal );\\n#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <displacementmap_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\tvViewPosition = - mvPosition.xyz;\\n\\t#include <worldpos_vertex>\\n\\t#include <envmap_vertex>\\n\\t#include <shadowmap_vertex>\\n\\t#include <fog_vertex>\\n}",\n",
"meshphysical_frag:"#define STANDARD\\n#ifdef PHYSICAL\\n\\t#define REFLECTIVITY\\n\\t#define CLEARCOAT\\n\\t#define TRANSPARENCY\\n#endif\\nuniform vec3 diffuse;\\nuniform vec3 emissive;\\nuniform float roughness;\\nuniform float metalness;\\nuniform float opacity;\\n#ifdef TRANSPARENCY\\n\\tuniform float transparency;\\n#endif\\n#ifdef REFLECTIVITY\\n\\tuniform float reflectivity;\\n#endif\\n#ifdef CLEARCOAT\\n\\tuniform float clearcoat;\\n\\tuniform float clearcoatRoughness;\\n#endif\\n#ifdef USE_SHEEN\\n\\tuniform vec3 sheen;\\n#endif\\nvarying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n\\t#ifdef USE_TANGENT\\n\\t\\tvarying vec3 vTangent;\\n\\t\\tvarying vec3 vBitangent;\\n\\t#endif\\n#endif\\n#include <common>\\n#include <packing>\\n#include <dithering_pars_fragment>\\n#include <color_pars_fragment>\\n#include <uv_pars_fragment>\\n#include <uv2_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <aomap_pars_fragment>\\n#include <lightmap_pars_fragment>\\n#include <emissivemap_pars_fragment>\\n#include <bsdfs>\\n#include <cube_uv_reflection_fragment>\\n#include <envmap_common_pars_fragment>\\n#include <envmap_physical_pars_fragment>\\n#include <fog_pars_fragment>\\n#include <lights_pars_begin>\\n#include <lights_physical_pars_fragment>\\n#include <shadowmap_pars_fragment>\\n#include <bumpmap_pars_fragment>\\n#include <normalmap_pars_fragment>\\n#include <clearcoat_pars_fragment>\\n#include <roughnessmap_pars_fragment>\\n#include <metalnessmap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\tReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );\\n\\tvec3 totalEmissiveRadiance = emissive;\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_fragment>\\n\\t#include <color_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\t#include <roughnessmap_fragment>\\n\\t#include <metalnessmap_fragment>\\n\\t#include <normal_fragment_begin>\\n\\t#include <normal_fragment_maps>\\n\\t#include <clearcoat_normal_fragment_begin>\\n\\t#include <clearcoat_normal_fragment_maps>\\n\\t#include <emissivemap_fragment>\\n\\t#include <lights_physical_fragment>\\n\\t#include <lights_fragment_begin>\\n\\t#include <lights_fragment_maps>\\n\\t#include <lights_fragment_end>\\n\\t#include <aomap_fragment>\\n\\tvec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + reflectedLight.directSpecular + reflectedLight.indirectSpecular + totalEmissiveRadiance;\\n\\t#ifdef TRANSPARENCY\\n\\t\\tdiffuseColor.a *= saturate( 1. - transparency + linearToRelativeLuminance( reflectedLight.directSpecular + reflectedLight.indirectSpecular ) );\\n\\t#endif\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n\\t#include <dithering_fragment>\\n}",\n",
"meshphysical_vert:"#define STANDARD\\nvarying vec3 vViewPosition;\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n\\t#ifdef USE_TANGENT\\n\\t\\tvarying vec3 vTangent;\\n\\t\\tvarying vec3 vBitangent;\\n\\t#endif\\n#endif\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <uv2_pars_vertex>\\n#include <displacementmap_pars_vertex>\\n#include <color_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <shadowmap_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <uv2_vertex>\\n\\t#include <color_vertex>\\n\\t#include <beginnormal_vertex>\\n\\t#include <morphnormal_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#include <skinnormal_vertex>\\n\\t#include <defaultnormal_vertex>\\n#ifndef FLAT_SHADED\\n\\tvNormal = normalize( transformedNormal );\\n\\t#ifdef USE_TANGENT\\n\\t\\tvTangent = normalize( transformedTangent );\\n\\t\\tvBitangent = normalize( cross( vNormal, vTangent ) * tangent.w );\\n\\t#endif\\n#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <displacementmap_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\tvViewPosition = - mvPosition.xyz;\\n\\t#include <worldpos_vertex>\\n\\t#include <shadowmap_vertex>\\n\\t#include <fog_vertex>\\n}",\n",
"normal_frag:"#define NORMAL\\nuniform float opacity;\\n#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( TANGENTSPACE_NORMALMAP )\\n\\tvarying vec3 vViewPosition;\\n#endif\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n\\t#ifdef USE_TANGENT\\n\\t\\tvarying vec3 vTangent;\\n\\t\\tvarying vec3 vBitangent;\\n\\t#endif\\n#endif\\n#include <packing>\\n#include <uv_pars_fragment>\\n#include <bumpmap_pars_fragment>\\n#include <normalmap_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <normal_fragment_begin>\\n\\t#include <normal_fragment_maps>\\n\\tgl_FragColor = vec4( packNormalToRGB( normal ), opacity );\\n}",\n",
"normal_vert:"#define NORMAL\\n#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( TANGENTSPACE_NORMALMAP )\\n\\tvarying vec3 vViewPosition;\\n#endif\\n#ifndef FLAT_SHADED\\n\\tvarying vec3 vNormal;\\n\\t#ifdef USE_TANGENT\\n\\t\\tvarying vec3 vTangent;\\n\\t\\tvarying vec3 vBitangent;\\n\\t#endif\\n#endif\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <displacementmap_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <skinning_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\t#include <beginnormal_vertex>\\n\\t#include <morphnormal_vertex>\\n\\t#include <skinbase_vertex>\\n\\t#include <skinnormal_vertex>\\n\\t#include <defaultnormal_vertex>\\n#ifndef FLAT_SHADED\\n\\tvNormal = normalize( transformedNormal );\\n\\t#ifdef USE_TANGENT\\n\\t\\tvTangent = normalize( transformedTangent );\\n\\t\\tvBitangent = normalize( cross( vNormal, vTangent ) * tangent.w );\\n\\t#endif\\n#endif\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <skinning_vertex>\\n\\t#include <displacementmap_vertex>\\n\\t#include <project_vertex>\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( TANGENTSPACE_NORMALMAP )\\n\\tvViewPosition = - mvPosition.xyz;\\n#endif\\n}",\n",
"points_frag:"uniform vec3 diffuse;\\nuniform float opacity;\\n#include <common>\\n#include <color_pars_fragment>\\n#include <map_particle_pars_fragment>\\n#include <fog_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec3 outgoingLight = vec3( 0.0 );\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_particle_fragment>\\n\\t#include <color_fragment>\\n\\t#include <alphatest_fragment>\\n\\toutgoingLight = diffuseColor.rgb;\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n\\t#include <premultiplied_alpha_fragment>\\n}",\n",
"points_vert:"uniform float size;\\nuniform float scale;\\n#include <common>\\n#include <color_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <morphtarget_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <color_vertex>\\n\\t#include <begin_vertex>\\n\\t#include <morphtarget_vertex>\\n\\t#include <project_vertex>\\n\\tgl_PointSize = size;\\n\\t#ifdef USE_SIZEATTENUATION\\n\\t\\tbool isPerspective = isPerspectiveMatrix( projectionMatrix );\\n\\t\\tif ( isPerspective ) gl_PointSize *= ( scale / - mvPosition.z );\\n\\t#endif\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\t#include <worldpos_vertex>\\n\\t#include <fog_vertex>\\n}",\n",
"shadow_frag:"uniform vec3 color;\\nuniform float opacity;\\n#include <common>\\n#include <packing>\\n#include <fog_pars_fragment>\\n#include <bsdfs>\\n#include <lights_pars_begin>\\n#include <shadowmap_pars_fragment>\\n#include <shadowmask_pars_fragment>\\nvoid main() {\\n\\tgl_FragColor = vec4( color, opacity * ( 1.0 - getShadowMask() ) );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n}",shadow_vert:"#include <fog_pars_vertex>\\n#include <shadowmap_pars_vertex>\\nvoid main() {\\n\\t#include <begin_vertex>\\n\\t#include <project_vertex>\\n\\t#include <worldpos_vertex>\\n\\t#include <shadowmap_vertex>\\n\\t#include <fog_vertex>\\n}",\n",
"sprite_frag:"uniform vec3 diffuse;\\nuniform float opacity;\\n#include <common>\\n#include <uv_pars_fragment>\\n#include <map_pars_fragment>\\n#include <alphamap_pars_fragment>\\n#include <fog_pars_fragment>\\n#include <logdepthbuf_pars_fragment>\\n#include <clipping_planes_pars_fragment>\\nvoid main() {\\n\\t#include <clipping_planes_fragment>\\n\\tvec3 outgoingLight = vec3( 0.0 );\\n\\tvec4 diffuseColor = vec4( diffuse, opacity );\\n\\t#include <logdepthbuf_fragment>\\n\\t#include <map_fragment>\\n\\t#include <alphamap_fragment>\\n\\t#include <alphatest_fragment>\\n\\toutgoingLight = diffuseColor.rgb;\\n\\tgl_FragColor = vec4( outgoingLight, diffuseColor.a );\\n\\t#include <tonemapping_fragment>\\n\\t#include <encodings_fragment>\\n\\t#include <fog_fragment>\\n}",\n",
"sprite_vert:"uniform float rotation;\\nuniform vec2 center;\\n#include <common>\\n#include <uv_pars_vertex>\\n#include <fog_pars_vertex>\\n#include <logdepthbuf_pars_vertex>\\n#include <clipping_planes_pars_vertex>\\nvoid main() {\\n\\t#include <uv_vertex>\\n\\tvec4 mvPosition = modelViewMatrix * vec4( 0.0, 0.0, 0.0, 1.0 );\\n\\tvec2 scale;\\n\\tscale.x = length( vec3( modelMatrix[ 0 ].x, modelMatrix[ 0 ].y, modelMatrix[ 0 ].z ) );\\n\\tscale.y = length( vec3( modelMatrix[ 1 ].x, modelMatrix[ 1 ].y, modelMatrix[ 1 ].z ) );\\n\\t#ifndef USE_SIZEATTENUATION\\n\\t\\tbool isPerspective = isPerspectiveMatrix( projectionMatrix );\\n\\t\\tif ( isPerspective ) scale *= - mvPosition.z;\\n\\t#endif\\n\\tvec2 alignedPosition = ( position.xy - ( center - vec2( 0.5 ) ) ) * scale;\\n\\tvec2 rotatedPosition;\\n\\trotatedPosition.x = cos( rotation ) * alignedPosition.x - sin( rotation ) * alignedPosition.y;\\n\\trotatedPosition.y = sin( rotation ) * alignedPosition.x + cos( rotation ) * alignedPosition.y;\\n\\tmvPosition.xy += rotatedPosition;\\n\\tgl_Position = projectionMatrix * mvPosition;\\n\\t#include <logdepthbuf_vertex>\\n\\t#include <clipping_planes_vertex>\\n\\t#include <fog_vertex>\\n}"},\n",
"eb={basic:{uniforms:va([D.common,D.specularmap,D.envmap,D.aomap,D.lightmap,D.fog]),vertexShader:O.meshbasic_vert,fragmentShader:O.meshbasic_frag},lambert:{uniforms:va([D.common,D.specularmap,D.envmap,D.aomap,D.lightmap,D.emissivemap,D.fog,D.lights,{emissive:{value:new A(0)}}]),vertexShader:O.meshlambert_vert,fragmentShader:O.meshlambert_frag},phong:{uniforms:va([D.common,D.specularmap,D.envmap,D.aomap,D.lightmap,D.emissivemap,D.bumpmap,D.normalmap,D.displacementmap,D.fog,D.lights,{emissive:{value:new A(0)},\n",
"specular:{value:new A(1118481)},shininess:{value:30}}]),vertexShader:O.meshphong_vert,fragmentShader:O.meshphong_frag},standard:{uniforms:va([D.common,D.envmap,D.aomap,D.lightmap,D.emissivemap,D.bumpmap,D.normalmap,D.displacementmap,D.roughnessmap,D.metalnessmap,D.fog,D.lights,{emissive:{value:new A(0)},roughness:{value:.5},metalness:{value:.5},envMapIntensity:{value:1}}]),vertexShader:O.meshphysical_vert,fragmentShader:O.meshphysical_frag},toon:{uniforms:va([D.common,D.specularmap,D.aomap,D.lightmap,\n",
"D.emissivemap,D.bumpmap,D.normalmap,D.displacementmap,D.gradientmap,D.fog,D.lights,{emissive:{value:new A(0)},specular:{value:new A(1118481)},shininess:{value:30}}]),vertexShader:O.meshtoon_vert,fragmentShader:O.meshtoon_frag},matcap:{uniforms:va([D.common,D.bumpmap,D.normalmap,D.displacementmap,D.fog,{matcap:{value:null}}]),vertexShader:O.meshmatcap_vert,fragmentShader:O.meshmatcap_frag},points:{uniforms:va([D.points,D.fog]),vertexShader:O.points_vert,fragmentShader:O.points_frag},dashed:{uniforms:va([D.common,\n",
"D.fog,{scale:{value:1},dashSize:{value:1},totalSize:{value:2}}]),vertexShader:O.linedashed_vert,fragmentShader:O.linedashed_frag},depth:{uniforms:va([D.common,D.displacementmap]),vertexShader:O.depth_vert,fragmentShader:O.depth_frag},normal:{uniforms:va([D.common,D.bumpmap,D.normalmap,D.displacementmap,{opacity:{value:1}}]),vertexShader:O.normal_vert,fragmentShader:O.normal_frag},sprite:{uniforms:va([D.sprite,D.fog]),vertexShader:O.sprite_vert,fragmentShader:O.sprite_frag},background:{uniforms:{uvTransform:{value:new wa},\n",
"t2D:{value:null}},vertexShader:O.background_vert,fragmentShader:O.background_frag},cube:{uniforms:va([D.envmap,{opacity:{value:1}}]),vertexShader:O.cube_vert,fragmentShader:O.cube_frag},equirect:{uniforms:{tEquirect:{value:null}},vertexShader:O.equirect_vert,fragmentShader:O.equirect_frag},distanceRGBA:{uniforms:va([D.common,D.displacementmap,{referencePosition:{value:new n},nearDistance:{value:1},farDistance:{value:1E3}}]),vertexShader:O.distanceRGBA_vert,fragmentShader:O.distanceRGBA_frag},shadow:{uniforms:va([D.lights,\n",
"D.fog,{color:{value:new A(0)},opacity:{value:1}}]),vertexShader:O.shadow_vert,fragmentShader:O.shadow_frag}};eb.physical={uniforms:va([eb.standard.uniforms,{clearcoat:{value:0},clearcoatMap:{value:null},clearcoatRoughness:{value:0},clearcoatRoughnessMap:{value:null},clearcoatNormalScale:{value:new t(1,1)},clearcoatNormalMap:{value:null},sheen:{value:new A(0)},transparency:{value:0}}]),vertexShader:O.meshphysical_vert,fragmentShader:O.meshphysical_frag};qb.prototype=Object.create(V.prototype);qb.prototype.constructor=\n",
"qb;qb.prototype.isCubeTexture=!0;Object.defineProperty(qb.prototype,"images",{get:function(){return this.image},set:function(a){this.image=a}});Ic.prototype=Object.create(V.prototype);Ic.prototype.constructor=Ic;Ic.prototype.isDataTexture2DArray=!0;Jc.prototype=Object.create(V.prototype);Jc.prototype.constructor=Jc;Jc.prototype.isDataTexture3D=!0;var Hh=new V,Pj=new Ic,Rj=new Jc,Ih=new qb,Bh=[],Dh=[],Gh=new Float32Array(16),Fh=new Float32Array(9),Eh=new Float32Array(4);Jh.prototype.updateCache=function(a){var b=\n",
"this.cache;a instanceof Float32Array&&b.length!==a.length&&(this.cache=new Float32Array(a.length));Ia(b,a)};Kh.prototype.setValue=function(a,b,c){for(var d=this.seq,e=0,f=d.length;e!==f;++e){var g=d[e];g.setValue(a,b[g.id],c)}};var gg=/([\\w\\d_]+)(\\])?(\\[|\\.)?/g;Eb.prototype.setValue=function(a,b,c,d){b=this.map[b];void 0!==b&&b.setValue(a,c,d)};Eb.prototype.setOptional=function(a,b,c){b=b[c];void 0!==b&&this.setValue(a,c,b)};Eb.upload=function(a,b,c,d){for(var e=0,f=b.length;e!==f;++e){var g=b[e],\n",
"h=c[g.id];!1!==h.needsUpdate&&g.setValue(a,h.value,d)}};Eb.seqWithValue=function(a,b){for(var c=[],d=0,e=a.length;d!==e;++d){var f=a[d];f.id in b&&c.push(f)}return c};var wk=0,ig=/^[ \\t]*#include +<([\\w\\d./]+)>/gm,Th=/#pragma unroll_loop[\\s]+?for \\( int i = (\\d+); i < (\\d+); i \\+\\+ \\) \\{([\\s\\S]+?)(?=\\})\\}/g,Sh=/#pragma unroll_loop_start[\\s]+?for \\( int i = (\\d+); i < (\\d+); i \\+\\+ \\) \\{([\\s\\S]+?)(?=\\})\\}[\\s]+?#pragma unroll_loop_end/g,Gk=0;Fb.prototype=Object.create(K.prototype);Fb.prototype.constructor=\n",
"Fb;Fb.prototype.isMeshDepthMaterial=!0;Fb.prototype.copy=function(a){K.prototype.copy.call(this,a);this.depthPacking=a.depthPacking;this.skinning=a.skinning;this.morphTargets=a.morphTargets;this.map=a.map;this.alphaMap=a.alphaMap;this.displacementMap=a.displacementMap;this.displacementScale=a.displacementScale;this.displacementBias=a.displacementBias;this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;return this};Gb.prototype=Object.create(K.prototype);Gb.prototype.constructor=\n",
"Gb;Gb.prototype.isMeshDistanceMaterial=!0;Gb.prototype.copy=function(a){K.prototype.copy.call(this,a);this.referencePosition.copy(a.referencePosition);this.nearDistance=a.nearDistance;this.farDistance=a.farDistance;this.skinning=a.skinning;this.morphTargets=a.morphTargets;this.map=a.map;this.alphaMap=a.alphaMap;this.displacementMap=a.displacementMap;this.displacementScale=a.displacementScale;this.displacementBias=a.displacementBias;return this};Pe.prototype=Object.assign(Object.create(aa.prototype),\n",
"{constructor:Pe,isArrayCamera:!0});Mc.prototype=Object.assign(Object.create(F.prototype),{constructor:Mc,isGroup:!0});Object.assign($h.prototype,Ea.prototype);Object.assign(Qe.prototype,{isFogExp2:!0,clone:function(){return new Qe(this.color,this.density)},toJSON:function(){return{type:"FogExp2",color:this.color.getHex(),density:this.density}}});Object.assign(Re.prototype,{isFog:!0,clone:function(){return new Re(this.color,this.near,this.far)},toJSON:function(){return{type:"Fog",color:this.color.getHex(),\n",
"near:this.near,far:this.far}}});Object.defineProperty(rb.prototype,"needsUpdate",{set:function(a){!0===a&&this.version++}});Object.assign(rb.prototype,{isInterleavedBuffer:!0,onUploadCallback:function(){},setUsage:function(a){this.usage=a;return this},copy:function(a){this.array=new a.array.constructor(a.array);this.count=a.count;this.stride=a.stride;this.usage=a.usage;return this},copyAt:function(a,b,c){a*=this.stride;c*=b.stride;for(var d=0,e=this.stride;d<e;d++)this.array[a+d]=b.array[c+d];return this},\n",
"set:function(a,b){void 0===b&&(b=0);this.array.set(a,b);return this},clone:function(){return(new this.constructor).copy(this)},onUpload:function(a){this.onUploadCallback=a;return this}});var uc=new n;Object.defineProperties(Od.prototype,{count:{get:function(){return this.data.count}},array:{get:function(){return this.data.array}}});Object.assign(Od.prototype,{isInterleavedBufferAttribute:!0,applyMatrix4:function(a){for(var b=0,c=this.data.count;b<c;b++)uc.x=this.getX(b),uc.y=this.getY(b),uc.z=this.getZ(b),\n",
"uc.applyMatrix4(a),this.setXYZ(b,uc.x,uc.y,uc.z);return this},setX:function(a,b){this.data.array[a*this.data.stride+this.offset]=b;return this},setY:function(a,b){this.data.array[a*this.data.stride+this.offset+1]=b;return this},setZ:function(a,b){this.data.array[a*this.data.stride+this.offset+2]=b;return this},setW:function(a,b){this.data.array[a*this.data.stride+this.offset+3]=b;return this},getX:function(a){return this.data.array[a*this.data.stride+this.offset]},getY:function(a){return this.data.array[a*\n",
"this.data.stride+this.offset+1]},getZ:function(a){return this.data.array[a*this.data.stride+this.offset+2]},getW:function(a){return this.data.array[a*this.data.stride+this.offset+3]},setXY:function(a,b,c){a=a*this.data.stride+this.offset;this.data.array[a+0]=b;this.data.array[a+1]=c;return this},setXYZ:function(a,b,c,d){a=a*this.data.stride+this.offset;this.data.array[a+0]=b;this.data.array[a+1]=c;this.data.array[a+2]=d;return this},setXYZW:function(a,b,c,d,e){a=a*this.data.stride+this.offset;this.data.array[a+\n",
"0]=b;this.data.array[a+1]=c;this.data.array[a+2]=d;this.data.array[a+3]=e;return this}});Ib.prototype=Object.create(K.prototype);Ib.prototype.constructor=Ib;Ib.prototype.isSpriteMaterial=!0;Ib.prototype.copy=function(a){K.prototype.copy.call(this,a);this.color.copy(a.color);this.map=a.map;this.alphaMap=a.alphaMap;this.rotation=a.rotation;this.sizeAttenuation=a.sizeAttenuation;return this};var Nc,Ce=new n,xd=new n,yd=new n,Oc=new t,Qd=new t,bi=new P,Mf=new n,De=new n,Nf=new n,Ri=new t,oh=new t,Si=\n",
"new t;Pd.prototype=Object.assign(Object.create(F.prototype),{constructor:Pd,isSprite:!0,raycast:function(a,b){null===a.camera&&console.error('THREE.Sprite: "Raycaster.camera" needs to be set in order to raycast against sprites.');xd.setFromMatrixScale(this.matrixWorld);bi.copy(a.camera.matrixWorld);this.modelViewMatrix.multiplyMatrices(a.camera.matrixWorldInverse,this.matrixWorld);yd.setFromMatrixPosition(this.modelViewMatrix);a.camera.isPerspectiveCamera&&!1===this.material.sizeAttenuation&&xd.multiplyScalar(-yd.z);\n",
"var c=this.material.rotation;if(0!==c){var d=Math.cos(c);var e=Math.sin(c)}c=this.center;Se(Mf.set(-.5,-.5,0),yd,c,xd,e,d);Se(De.set(.5,-.5,0),yd,c,xd,e,d);Se(Nf.set(.5,.5,0),yd,c,xd,e,d);Ri.set(0,0);oh.set(1,0);Si.set(1,1);var f=a.ray.intersectTriangle(Mf,De,Nf,!1,Ce);if(null===f&&(Se(De.set(-.5,.5,0),yd,c,xd,e,d),oh.set(0,1),f=a.ray.intersectTriangle(Mf,Nf,De,!1,Ce),null===f))return;e=a.ray.origin.distanceTo(Ce);e<a.near||e>a.far||b.push({distance:e,point:Ce.clone(),uv:oa.getUV(Ce,Mf,De,Nf,Ri,oh,\n",
"Si,new t),face:null,object:this})},clone:function(){return(new this.constructor(this.material)).copy(this)},copy:function(a){F.prototype.copy.call(this,a);void 0!==a.center&&this.center.copy(a.center);return this}});var Of=new n,Ti=new n;Rd.prototype=Object.assign(Object.create(F.prototype),{constructor:Rd,isLOD:!0,copy:function(a){F.prototype.copy.call(this,a,!1);for(var b=a.levels,c=0,d=b.length;c<d;c++){var e=b[c];this.addLevel(e.object.clone(),e.distance)}this.autoUpdate=a.autoUpdate;return this},\n",
"addLevel:function(a,b){void 0===b&&(b=0);b=Math.abs(b);for(var c=this.levels,d=0;d<c.length&&!(b<c[d].distance);d++);c.splice(d,0,{distance:b,object:a});this.add(a);return this},getCurrentLevel:function(){return this._currentLevel},getObjectForDistance:function(a){var b=this.levels;if(0<b.length){for(var c=1,d=b.length;c<d&&!(a<b[c].distance);c++);return b[c-1].object}return null},raycast:function(a,b){if(0<this.levels.length){Of.setFromMatrixPosition(this.matrixWorld);var c=a.ray.origin.distanceTo(Of);\n",
"this.getObjectForDistance(c).raycast(a,b)}},update:function(a){var b=this.levels;if(1<b.length){Of.setFromMatrixPosition(a.matrixWorld);Ti.setFromMatrixPosition(this.matrixWorld);a=Of.distanceTo(Ti)/a.zoom;b[0].object.visible=!0;for(var c=1,d=b.length;c<d;c++)if(a>=b[c].distance)b[c-1].object.visible=!1,b[c].object.visible=!0;else break;for(this._currentLevel=c-1;c<d;c++)b[c].object.visible=!1}},toJSON:function(a){a=F.prototype.toJSON.call(this,a);!1===this.autoUpdate&&(a.object.autoUpdate=!1);a.object.levels=\n",
"[];for(var b=this.levels,c=0,d=b.length;c<d;c++){var e=b[c];a.object.levels.push({object:e.object.uuid,distance:e.distance})}return a}});Te.prototype=Object.assign(Object.create(S.prototype),{constructor:Te,isSkinnedMesh:!0,bind:function(a,b){this.skeleton=a;void 0===b&&(this.updateMatrixWorld(!0),this.skeleton.calculateInverses(),b=this.matrixWorld);this.bindMatrix.copy(b);this.bindMatrixInverse.getInverse(b)},pose:function(){this.skeleton.pose()},normalizeSkinWeights:function(){for(var a=new ka,\n",
"b=this.geometry.attributes.skinWeight,c=0,d=b.count;c<d;c++){a.x=b.getX(c);a.y=b.getY(c);a.z=b.getZ(c);a.w=b.getW(c);var e=1/a.manhattanLength();Infinity!==e?a.multiplyScalar(e):a.set(1,0,0,0);b.setXYZW(c,a.x,a.y,a.z,a.w)}},updateMatrixWorld:function(a){S.prototype.updateMatrixWorld.call(this,a);"attached"===this.bindMode?this.bindMatrixInverse.getInverse(this.matrixWorld):"detached"===this.bindMode?this.bindMatrixInverse.getInverse(this.bindMatrix):console.warn("THREE.SkinnedMesh: Unrecognized bindMode: "+\n",
"this.bindMode)},clone:function(){return(new this.constructor(this.geometry,this.material)).copy(this)}});var Ui=new P,$k=new P;Object.assign(Ue.prototype,{calculateInverses:function(){this.boneInverses=[];for(var a=0,b=this.bones.length;a<b;a++){var c=new P;this.bones[a]&&c.getInverse(this.bones[a].matrixWorld);this.boneInverses.push(c)}},pose:function(){var a,b;var c=0;for(b=this.bones.length;c<b;c++)(a=this.bones[c])&&a.matrixWorld.getInverse(this.boneInverses[c]);c=0;for(b=this.bones.length;c<\n",
"b;c++)if(a=this.bones[c])a.parent&&a.parent.isBone?(a.matrix.getInverse(a.parent.matrixWorld),a.matrix.multiply(a.matrixWorld)):a.matrix.copy(a.matrixWorld),a.matrix.decompose(a.position,a.quaternion,a.scale)},update:function(){for(var a=this.bones,b=this.boneInverses,c=this.boneMatrices,d=this.boneTexture,e=0,f=a.length;e<f;e++)Ui.multiplyMatrices(a[e]?a[e].matrixWorld:$k,b[e]),Ui.toArray(c,16*e);void 0!==d&&(d.needsUpdate=!0)},clone:function(){return new Ue(this.bones,this.boneInverses)},getBoneByName:function(a){for(var b=\n",
"0,c=this.bones.length;b<c;b++){var d=this.bones[b];if(d.name===a)return d}},dispose:function(){this.boneTexture&&(this.boneTexture.dispose(),this.boneTexture=void 0)}});pg.prototype=Object.assign(Object.create(F.prototype),{constructor:pg,isBone:!0});var Vi=new P,Wi=new P,zd=[],Ee=new S;Ve.prototype=Object.assign(Object.create(S.prototype),{constructor:Ve,isInstancedMesh:!0,getMatrixAt:function(a,b){b.fromArray(this.instanceMatrix.array,16*a)},raycast:function(a,b){var c=this.matrixWorld,d=this.count;\n",
"Ee.geometry=this.geometry;Ee.material=this.material;if(void 0!==Ee.material)for(var e=0;e<d;e++)this.getMatrixAt(e,Vi),Wi.multiplyMatrices(c,Vi),Ee.matrixWorld=Wi,Ee.raycast(a,zd),0<zd.length&&(zd[0].instanceId=e,zd[0].object=this,b.push(zd[0]),zd.length=0)},setMatrixAt:function(a,b){b.toArray(this.instanceMatrix.array,16*a)},updateMorphTargets:function(){}});la.prototype=Object.create(K.prototype);la.prototype.constructor=la;la.prototype.isLineBasicMaterial=!0;la.prototype.copy=function(a){K.prototype.copy.call(this,\n",
"a);this.color.copy(a.color);this.linewidth=a.linewidth;this.linecap=a.linecap;this.linejoin=a.linejoin;return this};var Xi=new n,Yi=new n,Zi=new P,Pf=new Vb,Fe=new pb;Ka.prototype=Object.assign(Object.create(F.prototype),{constructor:Ka,isLine:!0,computeLineDistances:function(){var a=this.geometry;if(a.isBufferGeometry)if(null===a.index){for(var b=a.attributes.position,c=[0],d=1,e=b.count;d<e;d++)Xi.fromBufferAttribute(b,d-1),Yi.fromBufferAttribute(b,d),c[d]=c[d-1],c[d]+=Xi.distanceTo(Yi);a.setAttribute("lineDistance",\n",
"new y(c,1))}else console.warn("THREE.Line.computeLineDistances(): Computation only possible with non-indexed BufferGeometry.");else if(a.isGeometry)for(b=a.vertices,c=a.lineDistances,c[0]=0,d=1,e=b.length;d<e;d++)c[d]=c[d-1],c[d]+=b[d-1].distanceTo(b[d]);return this},raycast:function(a,b){var c=this.geometry,d=this.matrixWorld,e=a.params.Line.threshold;null===c.boundingSphere&&c.computeBoundingSphere();Fe.copy(c.boundingSphere);Fe.applyMatrix4(d);Fe.radius+=e;if(!1!==a.ray.intersectsSphere(Fe)){Zi.getInverse(d);\n",
"Pf.copy(a.ray).applyMatrix4(Zi);d=e/((this.scale.x+this.scale.y+this.scale.z)/3);d*=d;var f=new n,g=new n;e=new n;var h=new n,l=this&&this.isLineSegments?2:1;if(c.isBufferGeometry){var k=c.index,u=c.attributes.position.array;if(null!==k){k=k.array;c=0;for(var p=k.length-1;c<p;c+=l){var x=k[c+1];f.fromArray(u,3*k[c]);g.fromArray(u,3*x);x=Pf.distanceSqToSegment(f,g,h,e);x>d||(h.applyMatrix4(this.matrixWorld),x=a.ray.origin.distanceTo(h),x<a.near||x>a.far||b.push({distance:x,point:e.clone().applyMatrix4(this.matrixWorld),\n",
"index:c,face:null,faceIndex:null,object:this}))}}else for(c=0,p=u.length/3-1;c<p;c+=l)f.fromArray(u,3*c),g.fromArray(u,3*c+3),x=Pf.distanceSqToSegment(f,g,h,e),x>d||(h.applyMatrix4(this.matrixWorld),x=a.ray.origin.distanceTo(h),x<a.near||x>a.far||b.push({distance:x,point:e.clone().applyMatrix4(this.matrixWorld),index:c,face:null,faceIndex:null,object:this}))}else if(c.isGeometry)for(f=c.vertices,g=f.length,c=0;c<g-1;c+=l)x=Pf.distanceSqToSegment(f[c],f[c+1],h,e),x>d||(h.applyMatrix4(this.matrixWorld),\n",
"x=a.ray.origin.distanceTo(h),x<a.near||x>a.far||b.push({distance:x,point:e.clone().applyMatrix4(this.matrixWorld),index:c,face:null,faceIndex:null,object:this}))}},clone:function(){return(new this.constructor(this.geometry,this.material)).copy(this)}});var Qf=new n,Rf=new n;ma.prototype=Object.assign(Object.create(Ka.prototype),{constructor:ma,isLineSegments:!0,computeLineDistances:function(){var a=this.geometry;if(a.isBufferGeometry)if(null===a.index){for(var b=a.attributes.position,c=[],d=0,e=b.count;d<\n",
"e;d+=2)Qf.fromBufferAttribute(b,d),Rf.fromBufferAttribute(b,d+1),c[d]=0===d?0:c[d-1],c[d+1]=c[d]+Qf.distanceTo(Rf);a.setAttribute("lineDistance",new y(c,1))}else console.warn("THREE.LineSegments.computeLineDistances(): Computation only possible with non-indexed BufferGeometry.");else if(a.isGeometry)for(b=a.vertices,c=a.lineDistances,d=0,e=b.length;d<e;d+=2)Qf.copy(b[d]),Rf.copy(b[d+1]),c[d]=0===d?0:c[d-1],c[d+1]=c[d]+Qf.distanceTo(Rf);return this}});We.prototype=Object.assign(Object.create(Ka.prototype),\n",
"{constructor:We,isLineLoop:!0});Va.prototype=Object.create(K.prototype);Va.prototype.constructor=Va;Va.prototype.isPointsMaterial=!0;Va.prototype.copy=function(a){K.prototype.copy.call(this,a);this.color.copy(a.color);this.map=a.map;this.alphaMap=a.alphaMap;this.size=a.size;this.sizeAttenuation=a.sizeAttenuation;this.morphTargets=a.morphTargets;return this};var $i=new P,rg=new Vb,Ge=new pb,Sf=new n;Pc.prototype=Object.assign(Object.create(F.prototype),{constructor:Pc,isPoints:!0,raycast:function(a,\n",
"b){var c=this.geometry,d=this.matrixWorld,e=a.params.Points.threshold;null===c.boundingSphere&&c.computeBoundingSphere();Ge.copy(c.boundingSphere);Ge.applyMatrix4(d);Ge.radius+=e;if(!1!==a.ray.intersectsSphere(Ge))if($i.getInverse(d),rg.copy(a.ray).applyMatrix4($i),e/=(this.scale.x+this.scale.y+this.scale.z)/3,e*=e,c.isBufferGeometry){var f=c.index;c=c.attributes.position.array;if(null!==f){var g=f.array;f=0;for(var h=g.length;f<h;f++){var l=g[f];Sf.fromArray(c,3*l);qg(Sf,l,e,d,a,b,this)}}else for(f=\n",
"0,g=c.length/3;f<g;f++)Sf.fromArray(c,3*f),qg(Sf,f,e,d,a,b,this)}else for(c=c.vertices,f=0,g=c.length;f<g;f++)qg(c[f],f,e,d,a,b,this)},updateMorphTargets:function(){var a=this.geometry;if(a.isBufferGeometry){a=a.morphAttributes;var b=Object.keys(a);if(0<b.length){var c=a[b[0]];if(void 0!==c)for(this.morphTargetInfluences=[],this.morphTargetDictionary={},a=0,b=c.length;a<b;a++){var d=c[a].name||String(a);this.morphTargetInfluences.push(0);this.morphTargetDictionary[d]=a}}}else a=a.morphTargets,void 0!==\n",
"a&&0<a.length&&console.error("THREE.Points.updateMorphTargets() does not support THREE.Geometry. Use THREE.BufferGeometry instead.")},clone:function(){return(new this.constructor(this.geometry,this.material)).copy(this)}});sg.prototype=Object.assign(Object.create(V.prototype),{constructor:sg,isVideoTexture:!0,update:function(){var a=this.image;a.readyState>=a.HAVE_CURRENT_DATA&&(this.needsUpdate=!0)}});Qc.prototype=Object.create(V.prototype);Qc.prototype.constructor=Qc;Qc.prototype.isCompressedTexture=\n",
"!0;Sd.prototype=Object.create(V.prototype);Sd.prototype.constructor=Sd;Sd.prototype.isCanvasTexture=!0;Td.prototype=Object.create(V.prototype);Td.prototype.constructor=Td;Td.prototype.isDepthTexture=!0;Rc.prototype=Object.create(C.prototype);Rc.prototype.constructor=Rc;Ud.prototype=Object.create(N.prototype);Ud.prototype.constructor=Ud;Sc.prototype=Object.create(C.prototype);Sc.prototype.constructor=Sc;Vd.prototype=Object.create(N.prototype);Vd.prototype.constructor=Vd;Ga.prototype=Object.create(C.prototype);\n",
"Ga.prototype.constructor=Ga;Wd.prototype=Object.create(N.prototype);Wd.prototype.constructor=Wd;Tc.prototype=Object.create(Ga.prototype);Tc.prototype.constructor=Tc;Xd.prototype=Object.create(N.prototype);Xd.prototype.constructor=Xd;cc.prototype=Object.create(Ga.prototype);cc.prototype.constructor=cc;Yd.prototype=Object.create(N.prototype);Yd.prototype.constructor=Yd;Uc.prototype=Object.create(Ga.prototype);Uc.prototype.constructor=Uc;Zd.prototype=Object.create(N.prototype);Zd.prototype.constructor=\n",
"Zd;Vc.prototype=Object.create(Ga.prototype);Vc.prototype.constructor=Vc;$d.prototype=Object.create(N.prototype);$d.prototype.constructor=$d;dc.prototype=Object.create(C.prototype);dc.prototype.constructor=dc;dc.prototype.toJSON=function(){var a=C.prototype.toJSON.call(this);a.path=this.parameters.path.toJSON();return a};ae.prototype=Object.create(N.prototype);ae.prototype.constructor=ae;Wc.prototype=Object.create(C.prototype);Wc.prototype.constructor=Wc;be.prototype=Object.create(N.prototype);be.prototype.constructor=\n",
"be;Xc.prototype=Object.create(C.prototype);Xc.prototype.constructor=Xc;var al={triangulate:function(a,b,c){c=c||2;var d=b&&b.length,e=d?b[0]*c:a.length,f=ci(a,0,e,c,!0),g=[];if(!f||f.next===f.prev)return g;var h;if(d){var l=c;d=[];var k;var n=0;for(k=b.length;n<k;n++){var p=b[n]*l;var x=n<k-1?b[n+1]*l:a.length;p=ci(a,p,x,l,!1);p===p.next&&(p.steiner=!0);d.push(Nk(p))}d.sort(Lk);for(n=0;n<d.length;n++){b=d[n];l=f;if(l=Mk(b,l))b=fi(l,b),de(b,b.next);f=de(f,f.next)}}if(a.length>80*c){var r=h=a[0];var q=\n",
"d=a[1];for(l=c;l<e;l+=c)n=a[l],b=a[l+1],n<r&&(r=n),b<q&&(q=b),n>h&&(h=n),b>d&&(d=b);h=Math.max(h-r,d-q);h=0!==h?1/h:0}ee(f,g,c,r,q,h);return g}},sb={area:function(a){for(var b=a.length,c=0,d=b-1,e=0;e<b;d=e++)c+=a[d].x*a[e].y-a[e].x*a[d].y;return.5*c},isClockWise:function(a){return 0>sb.area(a)},triangulateShape:function(a,b){var c=[],d=[],e=[];gi(a);hi(c,a);var f=a.length;b.forEach(gi);for(a=0;a<b.length;a++)d.push(f),f+=b[a].length,hi(c,b[a]);b=al.triangulate(c,d);for(a=0;a<b.length;a+=3)e.push(b.slice(a,\n",
"a+3));return e}};fc.prototype=Object.create(N.prototype);fc.prototype.constructor=fc;fc.prototype.toJSON=function(){var a=N.prototype.toJSON.call(this);return ii(this.parameters.shapes,this.parameters.options,a)};fb.prototype=Object.create(C.prototype);fb.prototype.constructor=fb;fb.prototype.toJSON=function(){var a=C.prototype.toJSON.call(this);return ii(this.parameters.shapes,this.parameters.options,a)};var Ok={generateTopUV:function(a,b,c,d,e){a=b[3*d];d=b[3*d+1];var f=b[3*e];e=b[3*e+1];return[new t(b[3*\n",
"c],b[3*c+1]),new t(a,d),new t(f,e)]},generateSideWallUV:function(a,b,c,d,e,f){a=b[3*c];var g=b[3*c+1];c=b[3*c+2];var h=b[3*d],l=b[3*d+1];d=b[3*d+2];var k=b[3*e],n=b[3*e+1];e=b[3*e+2];var p=b[3*f],x=b[3*f+1];b=b[3*f+2];return.01>Math.abs(g-l)?[new t(a,1-c),new t(h,1-d),new t(k,1-e),new t(p,1-b)]:[new t(g,1-c),new t(l,1-d),new t(n,1-e),new t(x,1-b)]}};ge.prototype=Object.create(N.prototype);ge.prototype.constructor=ge;Zc.prototype=Object.create(fb.prototype);Zc.prototype.constructor=Zc;he.prototype=\n",
"Object.create(N.prototype);he.prototype.constructor=he;gc.prototype=Object.create(C.prototype);gc.prototype.constructor=gc;ie.prototype=Object.create(N.prototype);ie.prototype.constructor=ie;$c.prototype=Object.create(C.prototype);$c.prototype.constructor=$c;je.prototype=Object.create(N.prototype);je.prototype.constructor=je;ad.prototype=Object.create(C.prototype);ad.prototype.constructor=ad;hc.prototype=Object.create(N.prototype);hc.prototype.constructor=hc;hc.prototype.toJSON=function(){var a=N.prototype.toJSON.call(this);\n",
"return ji(this.parameters.shapes,a)};ic.prototype=Object.create(C.prototype);ic.prototype.constructor=ic;ic.prototype.toJSON=function(){var a=C.prototype.toJSON.call(this);return ji(this.parameters.shapes,a)};bd.prototype=Object.create(C.prototype);bd.prototype.constructor=bd;jc.prototype=Object.create(N.prototype);jc.prototype.constructor=jc;tb.prototype=Object.create(C.prototype);tb.prototype.constructor=tb;ke.prototype=Object.create(jc.prototype);ke.prototype.constructor=ke;le.prototype=Object.create(tb.prototype);\n",
"le.prototype.constructor=le;me.prototype=Object.create(N.prototype);me.prototype.constructor=me;cd.prototype=Object.create(C.prototype);cd.prototype.constructor=cd;var ua=Object.freeze({__proto__:null,WireframeGeometry:Rc,ParametricGeometry:Ud,ParametricBufferGeometry:Sc,TetrahedronGeometry:Wd,TetrahedronBufferGeometry:Tc,OctahedronGeometry:Xd,OctahedronBufferGeometry:cc,IcosahedronGeometry:Yd,IcosahedronBufferGeometry:Uc,DodecahedronGeometry:Zd,DodecahedronBufferGeometry:Vc,PolyhedronGeometry:Vd,\n",
"PolyhedronBufferGeometry:Ga,TubeGeometry:$d,TubeBufferGeometry:dc,TorusKnotGeometry:ae,TorusKnotBufferGeometry:Wc,TorusGeometry:be,TorusBufferGeometry:Xc,TextGeometry:ge,TextBufferGeometry:Zc,SphereGeometry:he,SphereBufferGeometry:gc,RingGeometry:ie,RingBufferGeometry:$c,PlaneGeometry:Id,PlaneBufferGeometry:bc,LatheGeometry:je,LatheBufferGeometry:ad,ShapeGeometry:hc,ShapeBufferGeometry:ic,ExtrudeGeometry:fc,ExtrudeBufferGeometry:fb,EdgesGeometry:bd,ConeGeometry:ke,ConeBufferGeometry:le,CylinderGeometry:jc,\n",
"CylinderBufferGeometry:tb,CircleGeometry:me,CircleBufferGeometry:cd,BoxGeometry:nh,BoxBufferGeometry:Jd});kc.prototype=Object.create(K.prototype);kc.prototype.constructor=kc;kc.prototype.isShadowMaterial=!0;kc.prototype.copy=function(a){K.prototype.copy.call(this,a);this.color.copy(a.color);return this};ub.prototype=Object.create(Ba.prototype);ub.prototype.constructor=ub;ub.prototype.isRawShaderMaterial=!0;gb.prototype=Object.create(K.prototype);gb.prototype.constructor=gb;gb.prototype.isMeshStandardMaterial=\n",
"!0;gb.prototype.copy=function(a){K.prototype.copy.call(this,a);this.defines={STANDARD:""};this.color.copy(a.color);this.roughness=a.roughness;this.metalness=a.metalness;this.map=a.map;this.lightMap=a.lightMap;this.lightMapIntensity=a.lightMapIntensity;this.aoMap=a.aoMap;this.aoMapIntensity=a.aoMapIntensity;this.emissive.copy(a.emissive);this.emissiveMap=a.emissiveMap;this.emissiveIntensity=a.emissiveIntensity;this.bumpMap=a.bumpMap;this.bumpScale=a.bumpScale;this.normalMap=a.normalMap;this.normalMapType=\n",
"a.normalMapType;this.normalScale.copy(a.normalScale);this.displacementMap=a.displacementMap;this.displacementScale=a.displacementScale;this.displacementBias=a.displacementBias;this.roughnessMap=a.roughnessMap;this.metalnessMap=a.metalnessMap;this.alphaMap=a.alphaMap;this.envMap=a.envMap;this.envMapIntensity=a.envMapIntensity;this.refractionRatio=a.refractionRatio;this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;this.wireframeLinecap=a.wireframeLinecap;this.wireframeLinejoin=\n",
"a.wireframeLinejoin;this.skinning=a.skinning;this.morphTargets=a.morphTargets;this.morphNormals=a.morphNormals;this.vertexTangents=a.vertexTangents;return this};lc.prototype=Object.create(gb.prototype);lc.prototype.constructor=lc;lc.prototype.isMeshPhysicalMaterial=!0;lc.prototype.copy=function(a){gb.prototype.copy.call(this,a);this.defines={STANDARD:"",PHYSICAL:""};this.clearcoat=a.clearcoat;this.clearcoatMap=a.clearcoatMap;this.clearcoatRoughness=a.clearcoatRoughness;this.clearcoatRoughnessMap=\n",
"a.clearcoatRoughnessMap;this.clearcoatNormalMap=a.clearcoatNormalMap;this.clearcoatNormalScale.copy(a.clearcoatNormalScale);this.reflectivity=a.reflectivity;this.sheen=a.sheen?(this.sheen||new A).copy(a.sheen):null;this.transparency=a.transparency;return this};Jb.prototype=Object.create(K.prototype);Jb.prototype.constructor=Jb;Jb.prototype.isMeshPhongMaterial=!0;Jb.prototype.copy=function(a){K.prototype.copy.call(this,a);this.color.copy(a.color);this.specular.copy(a.specular);this.shininess=a.shininess;\n",
"this.map=a.map;this.lightMap=a.lightMap;this.lightMapIntensity=a.lightMapIntensity;this.aoMap=a.aoMap;this.aoMapIntensity=a.aoMapIntensity;this.emissive.copy(a.emissive);this.emissiveMap=a.emissiveMap;this.emissiveIntensity=a.emissiveIntensity;this.bumpMap=a.bumpMap;this.bumpScale=a.bumpScale;this.normalMap=a.normalMap;this.normalMapType=a.normalMapType;this.normalScale.copy(a.normalScale);this.displacementMap=a.displacementMap;this.displacementScale=a.displacementScale;this.displacementBias=a.displacementBias;\n",
"this.specularMap=a.specularMap;this.alphaMap=a.alphaMap;this.envMap=a.envMap;this.combine=a.combine;this.reflectivity=a.reflectivity;this.refractionRatio=a.refractionRatio;this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;this.wireframeLinecap=a.wireframeLinecap;this.wireframeLinejoin=a.wireframeLinejoin;this.skinning=a.skinning;this.morphTargets=a.morphTargets;this.morphNormals=a.morphNormals;return this};mc.prototype=Object.create(K.prototype);mc.prototype.constructor=mc;mc.prototype.isMeshToonMaterial=\n",
"!0;mc.prototype.copy=function(a){K.prototype.copy.call(this,a);this.color.copy(a.color);this.specular.copy(a.specular);this.shininess=a.shininess;this.map=a.map;this.gradientMap=a.gradientMap;this.lightMap=a.lightMap;this.lightMapIntensity=a.lightMapIntensity;this.aoMap=a.aoMap;this.aoMapIntensity=a.aoMapIntensity;this.emissive.copy(a.emissive);this.emissiveMap=a.emissiveMap;this.emissiveIntensity=a.emissiveIntensity;this.bumpMap=a.bumpMap;this.bumpScale=a.bumpScale;this.normalMap=a.normalMap;this.normalMapType=\n",
"a.normalMapType;this.normalScale.copy(a.normalScale);this.displacementMap=a.displacementMap;this.displacementScale=a.displacementScale;this.displacementBias=a.displacementBias;this.specularMap=a.specularMap;this.alphaMap=a.alphaMap;this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;this.wireframeLinecap=a.wireframeLinecap;this.wireframeLinejoin=a.wireframeLinejoin;this.skinning=a.skinning;this.morphTargets=a.morphTargets;this.morphNormals=a.morphNormals;return this};nc.prototype=\n",
"Object.create(K.prototype);nc.prototype.constructor=nc;nc.prototype.isMeshNormalMaterial=!0;nc.prototype.copy=function(a){K.prototype.copy.call(this,a);this.bumpMap=a.bumpMap;this.bumpScale=a.bumpScale;this.normalMap=a.normalMap;this.normalMapType=a.normalMapType;this.normalScale.copy(a.normalScale);this.displacementMap=a.displacementMap;this.displacementScale=a.displacementScale;this.displacementBias=a.displacementBias;this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;this.skinning=\n",
"a.skinning;this.morphTargets=a.morphTargets;this.morphNormals=a.morphNormals;return this};oc.prototype=Object.create(K.prototype);oc.prototype.constructor=oc;oc.prototype.isMeshLambertMaterial=!0;oc.prototype.copy=function(a){K.prototype.copy.call(this,a);this.color.copy(a.color);this.map=a.map;this.lightMap=a.lightMap;this.lightMapIntensity=a.lightMapIntensity;this.aoMap=a.aoMap;this.aoMapIntensity=a.aoMapIntensity;this.emissive.copy(a.emissive);this.emissiveMap=a.emissiveMap;this.emissiveIntensity=\n",
"a.emissiveIntensity;this.specularMap=a.specularMap;this.alphaMap=a.alphaMap;this.envMap=a.envMap;this.combine=a.combine;this.reflectivity=a.reflectivity;this.refractionRatio=a.refractionRatio;this.wireframe=a.wireframe;this.wireframeLinewidth=a.wireframeLinewidth;this.wireframeLinecap=a.wireframeLinecap;this.wireframeLinejoin=a.wireframeLinejoin;this.skinning=a.skinning;this.morphTargets=a.morphTargets;this.morphNormals=a.morphNormals;return this};pc.prototype=Object.create(K.prototype);pc.prototype.constructor=\n",
"pc;pc.prototype.isMeshMatcapMaterial=!0;pc.prototype.copy=function(a){K.prototype.copy.call(this,a);this.defines={MATCAP:""};this.color.copy(a.color);this.matcap=a.matcap;this.map=a.map;this.bumpMap=a.bumpMap;this.bumpScale=a.bumpScale;this.normalMap=a.normalMap;this.normalMapType=a.normalMapType;this.normalScale.copy(a.normalScale);this.displacementMap=a.displacementMap;this.displacementScale=a.displacementScale;this.displacementBias=a.displacementBias;this.alphaMap=a.alphaMap;this.skinning=a.skinning;\n",
"this.morphTargets=a.morphTargets;this.morphNormals=a.morphNormals;return this};qc.prototype=Object.create(la.prototype);qc.prototype.constructor=qc;qc.prototype.isLineDashedMaterial=!0;qc.prototype.copy=function(a){la.prototype.copy.call(this,a);this.scale=a.scale;this.dashSize=a.dashSize;this.gapSize=a.gapSize;return this};var bl=Object.freeze({__proto__:null,ShadowMaterial:kc,SpriteMaterial:Ib,RawShaderMaterial:ub,ShaderMaterial:Ba,PointsMaterial:Va,MeshPhysicalMaterial:lc,MeshStandardMaterial:gb,\n",
"MeshPhongMaterial:Jb,MeshToonMaterial:mc,MeshNormalMaterial:nc,MeshLambertMaterial:oc,MeshDepthMaterial:Fb,MeshDistanceMaterial:Gb,MeshBasicMaterial:Oa,MeshMatcapMaterial:pc,LineDashedMaterial:qc,LineBasicMaterial:la,Material:K}),R={arraySlice:function(a,b,c){return R.isTypedArray(a)?new a.constructor(a.subarray(b,void 0!==c?c:a.length)):a.slice(b,c)},convertArray:function(a,b,c){return!a||!c&&a.constructor===b?a:"number"===typeof b.BYTES_PER_ELEMENT?new b(a):Array.prototype.slice.call(a)},isTypedArray:function(a){return ArrayBuffer.isView(a)&&\n",
"!(a instanceof DataView)},getKeyframeOrder:function(a){for(var b=a.length,c=Array(b),d=0;d!==b;++d)c[d]=d;c.sort(function(b,c){return a[b]-a[c]});return c},sortedArray:function(a,b,c){for(var d=a.length,e=new a.constructor(d),f=0,g=0;g!==d;++f)for(var h=c[f]*b,l=0;l!==b;++l)e[g++]=a[h+l];return e},flattenJSON:function(a,b,c,d){for(var e=1,f=a[0];void 0!==f&&void 0===f[d];)f=a[e++];if(void 0!==f){var g=f[d];if(void 0!==g)if(Array.isArray(g)){do g=f[d],void 0!==g&&(b.push(f.time),c.push.apply(c,g)),\n",
"f=a[e++];while(void 0!==f)}else if(void 0!==g.toArray){do g=f[d],void 0!==g&&(b.push(f.time),g.toArray(c,c.length)),f=a[e++];while(void 0!==f)}else{do g=f[d],void 0!==g&&(b.push(f.time),c.push(g)),f=a[e++];while(void 0!==f)}}},subclip:function(a,b,c,d,e){e=e||30;a=a.clone();a.name=b;var f=[];for(b=0;b<a.tracks.length;++b){for(var g=a.tracks[b],h=g.getValueSize(),l=[],k=[],n=0;n<g.times.length;++n){var p=g.times[n]*e;if(!(p<c||p>=d))for(l.push(g.times[n]),p=0;p<h;++p)k.push(g.values[n*h+p])}0!==l.length&&\n",
"(g.times=R.convertArray(l,g.times.constructor),g.values=R.convertArray(k,g.values.constructor),f.push(g))}a.tracks=f;c=Infinity;for(b=0;b<a.tracks.length;++b)c>a.tracks[b].times[0]&&(c=a.tracks[b].times[0]);for(b=0;b<a.tracks.length;++b)a.tracks[b].shift(-1*c);a.resetDuration();return a}};Object.assign(La.prototype,{evaluate:function(a){var b=this.parameterPositions,c=this._cachedIndex,d=b[c],e=b[c-1];a:{b:{c:{d:if(!(a<d)){for(var f=c+2;;){if(void 0===d){if(a<e)break d;this._cachedIndex=c=b.length;\n",
"return this.afterEnd_(c-1,a,e)}if(c===f)break;e=d;d=b[++c];if(a<d)break b}d=b.length;break c}if(a>=e)break a;else{f=b[1];a<f&&(c=2,e=f);for(f=c-2;;){if(void 0===e)return this._cachedIndex=0,this.beforeStart_(0,a,d);if(c===f)break;d=e;e=b[--c-1];if(a>=e)break b}d=c;c=0}}for(;c<d;)e=c+d>>>1,a<b[e]?d=e:c=e+1;d=b[c];e=b[c-1];if(void 0===e)return this._cachedIndex=0,this.beforeStart_(0,a,d);if(void 0===d)return this._cachedIndex=c=b.length,this.afterEnd_(c-1,e,a)}this._cachedIndex=c;this.intervalChanged_(c,\n",
"e,d)}return this.interpolate_(c,e,a,d)},settings:null,DefaultSettings_:{},getSettings_:function(){return this.settings||this.DefaultSettings_},copySampleValue_:function(a){var b=this.resultBuffer,c=this.sampleValues,d=this.valueSize;a*=d;for(var e=0;e!==d;++e)b[e]=c[a+e];return b},interpolate_:function(){throw Error("call to abstract method");},intervalChanged_:function(){}});Object.assign(La.prototype,{beforeStart_:La.prototype.copySampleValue_,afterEnd_:La.prototype.copySampleValue_});Xe.prototype=\n",
"Object.assign(Object.create(La.prototype),{constructor:Xe,DefaultSettings_:{endingStart:2400,endingEnd:2400},intervalChanged_:function(a,b,c){var d=this.parameterPositions,e=a-2,f=a+1,g=d[e],h=d[f];if(void 0===g)switch(this.getSettings_().endingStart){case 2401:e=a;g=2*b-c;break;case 2402:e=d.length-2;g=b+d[e]-d[e+1];break;default:e=a,g=c}if(void 0===h)switch(this.getSettings_().endingEnd){case 2401:f=a;h=2*c-b;break;case 2402:f=1;h=c+d[1]-d[0];break;default:f=a-1,h=b}a=.5*(c-b);d=this.valueSize;\n",
"this._weightPrev=a/(b-g);this._weightNext=a/(h-c);this._offsetPrev=e*d;this._offsetNext=f*d},interpolate_:function(a,b,c,d){var e=this.resultBuffer,f=this.sampleValues,g=this.valueSize;a*=g;var h=a-g,l=this._offsetPrev,k=this._offsetNext,n=this._weightPrev,p=this._weightNext,x=(c-b)/(d-b);c=x*x;d=c*x;b=-n*d+2*n*c-n*x;n=(1+n)*d+(-1.5-2*n)*c+(-.5+n)*x+1;x=(-1-p)*d+(1.5+p)*c+.5*x;p=p*d-p*c;for(c=0;c!==g;++c)e[c]=b*f[l+c]+n*f[h+c]+x*f[a+c]+p*f[k+c];return e}});ne.prototype=Object.assign(Object.create(La.prototype),\n",
"{constructor:ne,interpolate_:function(a,b,c,d){var e=this.resultBuffer,f=this.sampleValues,g=this.valueSize;a*=g;var h=a-g;b=(c-b)/(d-b);c=1-b;for(d=0;d!==g;++d)e[d]=f[h+d]*c+f[a+d]*b;return e}});Ye.prototype=Object.assign(Object.create(La.prototype),{constructor:Ye,interpolate_:function(a){return this.copySampleValue_(a-1)}});Object.assign(sa,{toJSON:function(a){var b=a.constructor;if(void 0!==b.toJSON)b=b.toJSON(a);else{b={name:a.name,times:R.convertArray(a.times,Array),values:R.convertArray(a.values,\n",
"Array)};var c=a.getInterpolation();c!==a.DefaultInterpolation&&(b.interpolation=c)}b.type=a.ValueTypeName;return b}});Object.assign(sa.prototype,{constructor:sa,TimeBufferType:Float32Array,ValueBufferType:Float32Array,DefaultInterpolation:2301,InterpolantFactoryMethodDiscrete:function(a){return new Ye(this.times,this.values,this.getValueSize(),a)},InterpolantFactoryMethodLinear:function(a){return new ne(this.times,this.values,this.getValueSize(),a)},InterpolantFactoryMethodSmooth:function(a){return new Xe(this.times,\n",
"this.values,this.getValueSize(),a)},setInterpolation:function(a){switch(a){case 2300:var b=this.InterpolantFactoryMethodDiscrete;break;case 2301:b=this.InterpolantFactoryMethodLinear;break;case 2302:b=this.InterpolantFactoryMethodSmooth}if(void 0===b){b="unsupported interpolation for "+this.ValueTypeName+" keyframe track named "+this.name;if(void 0===this.createInterpolant)if(a!==this.DefaultInterpolation)this.setInterpolation(this.DefaultInterpolation);else throw Error(b);console.warn("THREE.KeyframeTrack:",\n",
"b);return this}this.createInterpolant=b;return this},getInterpolation:function(){switch(this.createInterpolant){case this.InterpolantFactoryMethodDiscrete:return 2300;case this.InterpolantFactoryMethodLinear:return 2301;case this.InterpolantFactoryMethodSmooth:return 2302}},getValueSize:function(){return this.values.length/this.times.length},shift:function(a){if(0!==a)for(var b=this.times,c=0,d=b.length;c!==d;++c)b[c]+=a;return this},scale:function(a){if(1!==a)for(var b=this.times,c=0,d=b.length;c!==\n",
"d;++c)b[c]*=a;return this},trim:function(a,b){for(var c=this.times,d=c.length,e=0,f=d-1;e!==d&&c[e]<a;)++e;for(;-1!==f&&c[f]>b;)--f;++f;if(0!==e||f!==d)e>=f&&(f=Math.max(f,1),e=f-1),a=this.getValueSize(),this.times=R.arraySlice(c,e,f),this.values=R.arraySlice(this.values,e*a,f*a);return this},validate:function(){var a=!0,b=this.getValueSize();0!==b-Math.floor(b)&&(console.error("THREE.KeyframeTrack: Invalid value size in track.",this),a=!1);var c=this.times;b=this.values;var d=c.length;0===d&&(console.error("THREE.KeyframeTrack: Track is empty.",\n",
"this),a=!1);for(var e=null,f=0;f!==d;f++){var g=c[f];if("number"===typeof g&&isNaN(g)){console.error("THREE.KeyframeTrack: Time is not a valid number.",this,f,g);a=!1;break}if(null!==e&&e>g){console.error("THREE.KeyframeTrack: Out of order keys.",this,f,g,e);a=!1;break}e=g}if(void 0!==b&&R.isTypedArray(b))for(f=0,c=b.length;f!==c;++f)if(d=b[f],isNaN(d)){console.error("THREE.KeyframeTrack: Value is not a valid number.",this,f,d);a=!1;break}return a},optimize:function(){for(var a=R.arraySlice(this.times),\n",
"b=R.arraySlice(this.values),c=this.getValueSize(),d=2302===this.getInterpolation(),e=1,f=a.length-1,g=1;g<f;++g){var h=!1,l=a[g];if(l!==a[g+1]&&(1!==g||l!==l[0]))if(d)h=!0;else{var k=g*c,n=k-c,p=k+c;for(l=0;l!==c;++l){var x=b[k+l];if(x!==b[n+l]||x!==b[p+l]){h=!0;break}}}if(h){if(g!==e)for(a[e]=a[g],h=g*c,k=e*c,l=0;l!==c;++l)b[k+l]=b[h+l];++e}}if(0<f){a[e]=a[f];h=f*c;k=e*c;for(l=0;l!==c;++l)b[k+l]=b[h+l];++e}e!==a.length?(this.times=R.arraySlice(a,0,e),this.values=R.arraySlice(b,0,e*c)):(this.times=\n",
"a,this.values=b);return this},clone:function(){var a=R.arraySlice(this.times,0),b=R.arraySlice(this.values,0);a=new this.constructor(this.name,a,b);a.createInterpolant=this.createInterpolant;return a}});Ze.prototype=Object.assign(Object.create(sa.prototype),{constructor:Ze,ValueTypeName:"bool",ValueBufferType:Array,DefaultInterpolation:2300,InterpolantFactoryMethodLinear:void 0,InterpolantFactoryMethodSmooth:void 0});$e.prototype=Object.assign(Object.create(sa.prototype),{constructor:$e,ValueTypeName:"color"});\n",
"dd.prototype=Object.assign(Object.create(sa.prototype),{constructor:dd,ValueTypeName:"number"});af.prototype=Object.assign(Object.create(La.prototype),{constructor:af,interpolate_:function(a,b,c,d){var e=this.resultBuffer,f=this.sampleValues,g=this.valueSize;a*=g;b=(c-b)/(d-b);for(c=a+g;a!==c;a+=4)Aa.slerpFlat(e,0,f,a-g,f,a,b);return e}});oe.prototype=Object.assign(Object.create(sa.prototype),{constructor:oe,ValueTypeName:"quaternion",DefaultInterpolation:2301,InterpolantFactoryMethodLinear:function(a){return new af(this.times,\n",
"this.values,this.getValueSize(),a)},InterpolantFactoryMethodSmooth:void 0});bf.prototype=Object.assign(Object.create(sa.prototype),{constructor:bf,ValueTypeName:"string",ValueBufferType:Array,DefaultInterpolation:2300,InterpolantFactoryMethodLinear:void 0,InterpolantFactoryMethodSmooth:void 0});ed.prototype=Object.assign(Object.create(sa.prototype),{constructor:ed,ValueTypeName:"vector"});Object.assign(Qa,{parse:function(a){for(var b=[],c=a.tracks,d=1/(a.fps||1),e=0,f=c.length;e!==f;++e)b.push(Qk(c[e]).scale(d));\n",
"return new Qa(a.name,a.duration,b)},toJSON:function(a){var b=[],c=a.tracks;a={name:a.name,duration:a.duration,tracks:b,uuid:a.uuid};for(var d=0,e=c.length;d!==e;++d)b.push(sa.toJSON(c[d]));return a},CreateFromMorphTargetSequence:function(a,b,c,d){for(var e=b.length,f=[],g=0;g<e;g++){var h=[],l=[];h.push((g+e-1)%e,g,(g+1)%e);l.push(0,1,0);var k=R.getKeyframeOrder(h);h=R.sortedArray(h,1,k);l=R.sortedArray(l,1,k);d||0!==h[0]||(h.push(e),l.push(l[0]));f.push((new dd(".morphTargetInfluences["+b[g].name+\n",
""]",h,l)).scale(1/c))}return new Qa(a,-1,f)},findByName:function(a,b){var c=a;Array.isArray(a)||(c=a.geometry&&a.geometry.animations||a.animations);for(a=0;a<c.length;a++)if(c[a].name===b)return c[a];return null},CreateClipsFromMorphTargetSequences:function(a,b,c){for(var d={},e=/^([\\w-]*?)([\\d]+)$/,f=0,g=a.length;f<g;f++){var h=a[f],l=h.name.match(e);if(l&&1<l.length){var k=l[1];(l=d[k])||(d[k]=l=[]);l.push(h)}}a=[];for(k in d)a.push(Qa.CreateFromMorphTargetSequence(k,d[k],b,c));return a},parseAnimation:function(a,\n",
"b){if(!a)return console.error("THREE.AnimationClip: No animation in JSONLoader data."),null;var c=function(a,b,c,d,e){if(0!==c.length){var f=[],g=[];R.flattenJSON(c,f,g,d);0!==f.length&&e.push(new a(b,f,g))}},d=[],e=a.name||"default",f=a.length||-1,g=a.fps||30;a=a.hierarchy||[];for(var h=0;h<a.length;h++){var l=a[h].keys;if(l&&0!==l.length)if(l[0].morphTargets){f={};for(var k=0;k<l.length;k++)if(l[k].morphTargets)for(var n=0;n<l[k].morphTargets.length;n++)f[l[k].morphTargets[n]]=-1;for(var p in f){var x=\n",
"[],r=[];for(n=0;n!==l[k].morphTargets.length;++n){var q=l[k];x.push(q.time);r.push(q.morphTarget===p?1:0)}d.push(new dd(".morphTargetInfluence["+p+"]",x,r))}f=f.length*(g||1)}else k=".bones["+b[h].name+"]",c(ed,k+".position",l,"pos",d),c(oe,k+".quaternion",l,"rot",d),c(ed,k+".scale",l,"scl",d)}return 0===d.length?null:new Qa(e,f,d)}});Object.assign(Qa.prototype,{resetDuration:function(){for(var a=0,b=0,c=this.tracks.length;b!==c;++b){var d=this.tracks[b];a=Math.max(a,d.times[d.times.length-1])}this.duration=\n",
"a;return this},trim:function(){for(var a=0;a<this.tracks.length;a++)this.tracks[a].trim(0,this.duration);return this},validate:function(){for(var a=!0,b=0;b<this.tracks.length;b++)a=a&&this.tracks[b].validate();return a},optimize:function(){for(var a=0;a<this.tracks.length;a++)this.tracks[a].optimize();return this},clone:function(){for(var a=[],b=0;b<this.tracks.length;b++)a.push(this.tracks[b].clone());return new Qa(this.name,this.duration,a)}});var vc={enabled:!1,files:{},add:function(a,b){!1!==\n",
"this.enabled&&(this.files[a]=b)},get:function(a){if(!1!==this.enabled)return this.files[a]},remove:function(a){delete this.files[a]},clear:function(){this.files={}}},ki=new vg;Object.assign(W.prototype,{load:function(){},parse:function(){},setCrossOrigin:function(a){this.crossOrigin=a;return this},setPath:function(a){this.path=a;return this},setResourcePath:function(a){this.resourcePath=a;return this}});var cb={};Ra.prototype=Object.assign(Object.create(W.prototype),{constructor:Ra,load:function(a,\n",
"b,c,d){void 0===a&&(a="");void 0!==this.path&&(a=this.path+a);a=this.manager.resolveURL(a);var e=this,f=vc.get(a);if(void 0!==f)return e.manager.itemStart(a),setTimeout(function(){b&&b(f);e.manager.itemEnd(a)},0),f;if(void 0!==cb[a])cb[a].push({onLoad:b,onProgress:c,onError:d});else{var g=a.match(/^data:(.*?)(;base64)?,(.*)$/);if(g){c=g[1];var h=!!g[2];g=g[3];g=decodeURIComponent(g);h&&(g=atob(g));try{var l=(this.responseType||"").toLowerCase();switch(l){case "arraybuffer":case "blob":var k=new Uint8Array(g.length);\n",
"for(h=0;h<g.length;h++)k[h]=g.charCodeAt(h);var n="blob"===l?new Blob([k.buffer],{type:c}):k.buffer;break;case "document":n=(new DOMParser).parseFromString(g,c);break;case "json":n=JSON.parse(g);break;default:n=g}setTimeout(function(){b&&b(n);e.manager.itemEnd(a)},0)}catch(x){setTimeout(function(){d&&d(x);e.manager.itemError(a);e.manager.itemEnd(a)},0)}}else{cb[a]=[];cb[a].push({onLoad:b,onProgress:c,onError:d});var p=new XMLHttpRequest;p.open("GET",a,!0);p.addEventListener("load",function(b){var c=\n",
"this.response,d=cb[a];delete cb[a];if(200===this.status||0===this.status){0===this.status&&console.warn("THREE.FileLoader: HTTP Status 0 received.");vc.add(a,c);for(var f=0,g=d.length;f<g;f++){var h=d[f];if(h.onLoad)h.onLoad(c)}}else{f=0;for(g=d.length;f<g;f++)if(h=d[f],h.onError)h.onError(b);e.manager.itemError(a)}e.manager.itemEnd(a)},!1);p.addEventListener("progress",function(b){for(var c=cb[a],d=0,e=c.length;d<e;d++){var f=c[d];if(f.onProgress)f.onProgress(b)}},!1);p.addEventListener("error",\n",
"function(b){var c=cb[a];delete cb[a];for(var d=0,f=c.length;d<f;d++){var g=c[d];if(g.onError)g.onError(b)}e.manager.itemError(a);e.manager.itemEnd(a)},!1);p.addEventListener("abort",function(b){var c=cb[a];delete cb[a];for(var d=0,f=c.length;d<f;d++){var g=c[d];if(g.onError)g.onError(b)}e.manager.itemError(a);e.manager.itemEnd(a)},!1);void 0!==this.responseType&&(p.responseType=this.responseType);void 0!==this.withCredentials&&(p.withCredentials=this.withCredentials);p.overrideMimeType&&p.overrideMimeType(void 0!==\n",
"this.mimeType?this.mimeType:"text/plain");for(h in this.requestHeader)p.setRequestHeader(h,this.requestHeader[h]);p.send(null)}e.manager.itemStart(a);return p}},setResponseType:function(a){this.responseType=a;return this},setWithCredentials:function(a){this.withCredentials=a;return this},setMimeType:function(a){this.mimeType=a;return this},setRequestHeader:function(a){this.requestHeader=a;return this}});wg.prototype=Object.assign(Object.create(W.prototype),{constructor:wg,load:function(a,b,c,d){var e=\n",
"this,f=new Ra(e.manager);f.setPath(e.path);f.load(a,function(a){b(e.parse(JSON.parse(a)))},c,d)},parse:function(a){for(var b=[],c=0;c<a.length;c++){var d=Qa.parse(a[c]);b.push(d)}return b}});xg.prototype=Object.assign(Object.create(W.prototype),{constructor:xg,load:function(a,b,c,d){function e(e){l.load(a[e],function(a){a=f.parse(a,!0);g[e]={width:a.width,height:a.height,format:a.format,mipmaps:a.mipmaps};k+=1;6===k&&(1===a.mipmapCount&&(h.minFilter=1006),h.format=a.format,h.needsUpdate=!0,b&&b(h))},\n",
"c,d)}var f=this,g=[],h=new Qc;h.image=g;var l=new Ra(this.manager);l.setPath(this.path);l.setResponseType("arraybuffer");if(Array.isArray(a))for(var k=0,n=0,p=a.length;n<p;++n)e(n);else l.load(a,function(a){a=f.parse(a,!0);if(a.isCubemap)for(var c=a.mipmaps.length/a.mipmapCount,d=0;d<c;d++){g[d]={mipmaps:[]};for(var e=0;e<a.mipmapCount;e++)g[d].mipmaps.push(a.mipmaps[d*a.mipmapCount+e]),g[d].format=a.format,g[d].width=a.width,g[d].height=a.height}else h.image.width=a.width,h.image.height=a.height,\n",
"h.mipmaps=a.mipmaps;1===a.mipmapCount&&(h.minFilter=1006);h.format=a.format;h.needsUpdate=!0;b&&b(h)},c,d);return h}});cf.prototype=Object.assign(Object.create(W.prototype),{constructor:cf,load:function(a,b,c,d){var e=this,f=new ac,g=new Ra(this.manager);g.setResponseType("arraybuffer");g.setPath(this.path);g.load(a,function(a){if(a=e.parse(a))void 0!==a.image?f.image=a.image:void 0!==a.data&&(f.image.width=a.width,f.image.height=a.height,f.image.data=a.data),f.wrapS=void 0!==a.wrapS?a.wrapS:1001,\n",
"f.wrapT=void 0!==a.wrapT?a.wrapT:1001,f.magFilter=void 0!==a.magFilter?a.magFilter:1006,f.minFilter=void 0!==a.minFilter?a.minFilter:1006,f.anisotropy=void 0!==a.anisotropy?a.anisotropy:1,void 0!==a.format&&(f.format=a.format),void 0!==a.type&&(f.type=a.type),void 0!==a.mipmaps&&(f.mipmaps=a.mipmaps,f.minFilter=1008),1===a.mipmapCount&&(f.minFilter=1006),f.needsUpdate=!0,b&&b(f,a)},c,d);return f}});fd.prototype=Object.assign(Object.create(W.prototype),{constructor:fd,load:function(a,b,c,d){function e(){l.removeEventListener("load",\n",
"e,!1);l.removeEventListener("error",f,!1);vc.add(a,this);b&&b(this);g.manager.itemEnd(a)}function f(b){l.removeEventListener("load",e,!1);l.removeEventListener("error",f,!1);d&&d(b);g.manager.itemError(a);g.manager.itemEnd(a)}void 0!==this.path&&(a=this.path+a);a=this.manager.resolveURL(a);var g=this,h=vc.get(a);if(void 0!==h)return g.manager.itemStart(a),setTimeout(function(){b&&b(h);g.manager.itemEnd(a)},0),h;var l=document.createElementNS("http://www.w3.org/1999/xhtml","img");l.addEventListener("load",\n",
"e,!1);l.addEventListener("error",f,!1);"data:"!==a.substr(0,5)&&void 0!==this.crossOrigin&&(l.crossOrigin=this.crossOrigin);g.manager.itemStart(a);l.src=a;return l}});df.prototype=Object.assign(Object.create(W.prototype),{constructor:df,load:function(a,b,c,d){function e(c){g.load(a[c],function(a){f.images[c]=a;h++;6===h&&(f.needsUpdate=!0,b&&b(f))},void 0,d)}var f=new qb,g=new fd(this.manager);g.setCrossOrigin(this.crossOrigin);g.setPath(this.path);var h=0;for(c=0;c<a.length;++c)e(c);return f}});\n",
"ef.prototype=Object.assign(Object.create(W.prototype),{constructor:ef,load:function(a,b,c,d){var e=new V,f=new fd(this.manager);f.setCrossOrigin(this.crossOrigin);f.setPath(this.path);f.load(a,function(c){e.image=c;c=0<a.search(/\\.jpe?g($|\\?)/i)||0===a.search(/^data:image\\/jpeg/);e.format=c?1022:1023;e.needsUpdate=!0;void 0!==b&&b(e)},c,d);return e}});Object.assign(G.prototype,{getPoint:function(){console.warn("THREE.Curve: .getPoint() not implemented.");return null},getPointAt:function(a,b){a=this.getUtoTmapping(a);\n",
"return this.getPoint(a,b)},getPoints:function(a){void 0===a&&(a=5);for(var b=[],c=0;c<=a;c++)b.push(this.getPoint(c/a));return b},getSpacedPoints:function(a){void 0===a&&(a=5);for(var b=[],c=0;c<=a;c++)b.push(this.getPointAt(c/a));return b},getLength:function(){var a=this.getLengths();return a[a.length-1]},getLengths:function(a){void 0===a&&(a=this.arcLengthDivisions);if(this.cacheArcLengths&&this.cacheArcLengths.length===a+1&&!this.needsUpdate)return this.cacheArcLengths;this.needsUpdate=!1;var b=\n",
"[],c=this.getPoint(0),d,e=0;b.push(0);for(d=1;d<=a;d++){var f=this.getPoint(d/a);e+=f.distanceTo(c);b.push(e);c=f}return this.cacheArcLengths=b},updateArcLengths:function(){this.needsUpdate=!0;this.getLengths()},getUtoTmapping:function(a,b){var c=this.getLengths(),d=c.length;b=b?b:a*c[d-1];for(var e=0,f=d-1,g;e<=f;)if(a=Math.floor(e+(f-e)/2),g=c[a]-b,0>g)e=a+1;else if(0<g)f=a-1;else{f=a;break}a=f;if(c[a]===b)return a/(d-1);e=c[a];return(a+(b-e)/(c[a+1]-e))/(d-1)},getTangent:function(a){var b=a-1E-4;\n",
"a+=1E-4;0>b&&(b=0);1<a&&(a=1);b=this.getPoint(b);return this.getPoint(a).clone().sub(b).normalize()},getTangentAt:function(a){a=this.getUtoTmapping(a);return this.getTangent(a)},computeFrenetFrames:function(a,b){var c=new n,d=[],e=[],f=[],g=new n,h=new P,l;for(l=0;l<=a;l++){var k=l/a;d[l]=this.getTangentAt(k);d[l].normalize()}e[0]=new n;f[0]=new n;l=Number.MAX_VALUE;k=Math.abs(d[0].x);var u=Math.abs(d[0].y),p=Math.abs(d[0].z);k<=l&&(l=k,c.set(1,0,0));u<=l&&(l=u,c.set(0,1,0));p<=l&&c.set(0,0,1);g.crossVectors(d[0],\n",
"c).normalize();e[0].crossVectors(d[0],g);f[0].crossVectors(d[0],e[0]);for(l=1;l<=a;l++)e[l]=e[l-1].clone(),f[l]=f[l-1].clone(),g.crossVectors(d[l-1],d[l]),g.length()>Number.EPSILON&&(g.normalize(),c=Math.acos(L.clamp(d[l-1].dot(d[l]),-1,1)),e[l].applyMatrix4(h.makeRotationAxis(g,c))),f[l].crossVectors(d[l],e[l]);if(!0===b)for(c=Math.acos(L.clamp(e[0].dot(e[a]),-1,1)),c/=a,0<d[0].dot(g.crossVectors(e[0],e[a]))&&(c=-c),l=1;l<=a;l++)e[l].applyMatrix4(h.makeRotationAxis(d[l],c*l)),f[l].crossVectors(d[l],\n",
"e[l]);return{tangents:d,normals:e,binormals:f}},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.arcLengthDivisions=a.arcLengthDivisions;return this},toJSON:function(){var a={metadata:{version:4.5,type:"Curve",generator:"Curve.toJSON"}};a.arcLengthDivisions=this.arcLengthDivisions;a.type=this.type;return a},fromJSON:function(a){this.arcLengthDivisions=a.arcLengthDivisions;return this}});Ma.prototype=Object.create(G.prototype);Ma.prototype.constructor=Ma;Ma.prototype.isEllipseCurve=\n",
"!0;Ma.prototype.getPoint=function(a,b){b=b||new t;for(var c=2*Math.PI,d=this.aEndAngle-this.aStartAngle,e=Math.abs(d)<Number.EPSILON;0>d;)d+=c;for(;d>c;)d-=c;d<Number.EPSILON&&(d=e?0:c);!0!==this.aClockwise||e||(d=d===c?-c:d-c);c=this.aStartAngle+a*d;a=this.aX+this.xRadius*Math.cos(c);var f=this.aY+this.yRadius*Math.sin(c);0!==this.aRotation&&(c=Math.cos(this.aRotation),d=Math.sin(this.aRotation),e=a-this.aX,f-=this.aY,a=e*c-f*d+this.aX,f=e*d+f*c+this.aY);return b.set(a,f)};Ma.prototype.copy=function(a){G.prototype.copy.call(this,\n",
"a);this.aX=a.aX;this.aY=a.aY;this.xRadius=a.xRadius;this.yRadius=a.yRadius;this.aStartAngle=a.aStartAngle;this.aEndAngle=a.aEndAngle;this.aClockwise=a.aClockwise;this.aRotation=a.aRotation;return this};Ma.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.aX=this.aX;a.aY=this.aY;a.xRadius=this.xRadius;a.yRadius=this.yRadius;a.aStartAngle=this.aStartAngle;a.aEndAngle=this.aEndAngle;a.aClockwise=this.aClockwise;a.aRotation=this.aRotation;return a};Ma.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,\n",
"a);this.aX=a.aX;this.aY=a.aY;this.xRadius=a.xRadius;this.yRadius=a.yRadius;this.aStartAngle=a.aStartAngle;this.aEndAngle=a.aEndAngle;this.aClockwise=a.aClockwise;this.aRotation=a.aRotation;return this};gd.prototype=Object.create(Ma.prototype);gd.prototype.constructor=gd;gd.prototype.isArcCurve=!0;var Tf=new n,ph=new yg,qh=new yg,rh=new yg;pa.prototype=Object.create(G.prototype);pa.prototype.constructor=pa;pa.prototype.isCatmullRomCurve3=!0;pa.prototype.getPoint=function(a,b){b=b||new n;var c=this.points,\n",
"d=c.length;a*=d-(this.closed?0:1);var e=Math.floor(a);a-=e;this.closed?e+=0<e?0:(Math.floor(Math.abs(e)/d)+1)*d:0===a&&e===d-1&&(e=d-2,a=1);if(this.closed||0<e)var f=c[(e-1)%d];else Tf.subVectors(c[0],c[1]).add(c[0]),f=Tf;var g=c[e%d];var h=c[(e+1)%d];this.closed||e+2<d?c=c[(e+2)%d]:(Tf.subVectors(c[d-1],c[d-2]).add(c[d-1]),c=Tf);if("centripetal"===this.curveType||"chordal"===this.curveType){var l="chordal"===this.curveType?.5:.25;d=Math.pow(f.distanceToSquared(g),l);e=Math.pow(g.distanceToSquared(h),\n",
"l);l=Math.pow(h.distanceToSquared(c),l);1E-4>e&&(e=1);1E-4>d&&(d=e);1E-4>l&&(l=e);ph.initNonuniformCatmullRom(f.x,g.x,h.x,c.x,d,e,l);qh.initNonuniformCatmullRom(f.y,g.y,h.y,c.y,d,e,l);rh.initNonuniformCatmullRom(f.z,g.z,h.z,c.z,d,e,l)}else"catmullrom"===this.curveType&&(ph.initCatmullRom(f.x,g.x,h.x,c.x,this.tension),qh.initCatmullRom(f.y,g.y,h.y,c.y,this.tension),rh.initCatmullRom(f.z,g.z,h.z,c.z,this.tension));b.set(ph.calc(a),qh.calc(a),rh.calc(a));return b};pa.prototype.copy=function(a){G.prototype.copy.call(this,\n",
"a);this.points=[];for(var b=0,c=a.points.length;b<c;b++)this.points.push(a.points[b].clone());this.closed=a.closed;this.curveType=a.curveType;this.tension=a.tension;return this};pa.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.points=[];for(var b=0,c=this.points.length;b<c;b++)a.points.push(this.points[b].toArray());a.closed=this.closed;a.curveType=this.curveType;a.tension=this.tension;return a};pa.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,a);this.points=[];\n",
"for(var b=0,c=a.points.length;b<c;b++){var d=a.points[b];this.points.push((new n).fromArray(d))}this.closed=a.closed;this.curveType=a.curveType;this.tension=a.tension;return this};Wa.prototype=Object.create(G.prototype);Wa.prototype.constructor=Wa;Wa.prototype.isCubicBezierCurve=!0;Wa.prototype.getPoint=function(a,b){b=b||new t;var c=this.v0,d=this.v1,e=this.v2,f=this.v3;b.set(qe(a,c.x,d.x,e.x,f.x),qe(a,c.y,d.y,e.y,f.y));return b};Wa.prototype.copy=function(a){G.prototype.copy.call(this,a);this.v0.copy(a.v0);\n",
"this.v1.copy(a.v1);this.v2.copy(a.v2);this.v3.copy(a.v3);return this};Wa.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.v0=this.v0.toArray();a.v1=this.v1.toArray();a.v2=this.v2.toArray();a.v3=this.v3.toArray();return a};Wa.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,a);this.v0.fromArray(a.v0);this.v1.fromArray(a.v1);this.v2.fromArray(a.v2);this.v3.fromArray(a.v3);return this};hb.prototype=Object.create(G.prototype);hb.prototype.constructor=hb;hb.prototype.isCubicBezierCurve3=\n",
"!0;hb.prototype.getPoint=function(a,b){b=b||new n;var c=this.v0,d=this.v1,e=this.v2,f=this.v3;b.set(qe(a,c.x,d.x,e.x,f.x),qe(a,c.y,d.y,e.y,f.y),qe(a,c.z,d.z,e.z,f.z));return b};hb.prototype.copy=function(a){G.prototype.copy.call(this,a);this.v0.copy(a.v0);this.v1.copy(a.v1);this.v2.copy(a.v2);this.v3.copy(a.v3);return this};hb.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.v0=this.v0.toArray();a.v1=this.v1.toArray();a.v2=this.v2.toArray();a.v3=this.v3.toArray();return a};hb.prototype.fromJSON=\n",
"function(a){G.prototype.fromJSON.call(this,a);this.v0.fromArray(a.v0);this.v1.fromArray(a.v1);this.v2.fromArray(a.v2);this.v3.fromArray(a.v3);return this};Da.prototype=Object.create(G.prototype);Da.prototype.constructor=Da;Da.prototype.isLineCurve=!0;Da.prototype.getPoint=function(a,b){b=b||new t;1===a?b.copy(this.v2):(b.copy(this.v2).sub(this.v1),b.multiplyScalar(a).add(this.v1));return b};Da.prototype.getPointAt=function(a,b){return this.getPoint(a,b)};Da.prototype.getTangent=function(){return this.v2.clone().sub(this.v1).normalize()};\n",
"Da.prototype.copy=function(a){G.prototype.copy.call(this,a);this.v1.copy(a.v1);this.v2.copy(a.v2);return this};Da.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.v1=this.v1.toArray();a.v2=this.v2.toArray();return a};Da.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,a);this.v1.fromArray(a.v1);this.v2.fromArray(a.v2);return this};Xa.prototype=Object.create(G.prototype);Xa.prototype.constructor=Xa;Xa.prototype.isLineCurve3=!0;Xa.prototype.getPoint=function(a,b){b=b||\n",
"new n;1===a?b.copy(this.v2):(b.copy(this.v2).sub(this.v1),b.multiplyScalar(a).add(this.v1));return b};Xa.prototype.getPointAt=function(a,b){return this.getPoint(a,b)};Xa.prototype.copy=function(a){G.prototype.copy.call(this,a);this.v1.copy(a.v1);this.v2.copy(a.v2);return this};Xa.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.v1=this.v1.toArray();a.v2=this.v2.toArray();return a};Xa.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,a);this.v1.fromArray(a.v1);this.v2.fromArray(a.v2);\n",
"return this};Ya.prototype=Object.create(G.prototype);Ya.prototype.constructor=Ya;Ya.prototype.isQuadraticBezierCurve=!0;Ya.prototype.getPoint=function(a,b){b=b||new t;var c=this.v0,d=this.v1,e=this.v2;b.set(pe(a,c.x,d.x,e.x),pe(a,c.y,d.y,e.y));return b};Ya.prototype.copy=function(a){G.prototype.copy.call(this,a);this.v0.copy(a.v0);this.v1.copy(a.v1);this.v2.copy(a.v2);return this};Ya.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.v0=this.v0.toArray();a.v1=this.v1.toArray();a.v2=\n",
"this.v2.toArray();return a};Ya.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,a);this.v0.fromArray(a.v0);this.v1.fromArray(a.v1);this.v2.fromArray(a.v2);return this};ib.prototype=Object.create(G.prototype);ib.prototype.constructor=ib;ib.prototype.isQuadraticBezierCurve3=!0;ib.prototype.getPoint=function(a,b){b=b||new n;var c=this.v0,d=this.v1,e=this.v2;b.set(pe(a,c.x,d.x,e.x),pe(a,c.y,d.y,e.y),pe(a,c.z,d.z,e.z));return b};ib.prototype.copy=function(a){G.prototype.copy.call(this,a);\n",
"this.v0.copy(a.v0);this.v1.copy(a.v1);this.v2.copy(a.v2);return this};ib.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.v0=this.v0.toArray();a.v1=this.v1.toArray();a.v2=this.v2.toArray();return a};ib.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,a);this.v0.fromArray(a.v0);this.v1.fromArray(a.v1);this.v2.fromArray(a.v2);return this};Za.prototype=Object.create(G.prototype);Za.prototype.constructor=Za;Za.prototype.isSplineCurve=!0;Za.prototype.getPoint=function(a,b){b=\n",
"b||new t;var c=this.points,d=(c.length-1)*a;a=Math.floor(d);d-=a;var e=c[0===a?a:a-1],f=c[a],g=c[a>c.length-2?c.length-1:a+1];c=c[a>c.length-3?c.length-1:a+2];b.set(li(d,e.x,f.x,g.x,c.x),li(d,e.y,f.y,g.y,c.y));return b};Za.prototype.copy=function(a){G.prototype.copy.call(this,a);this.points=[];for(var b=0,c=a.points.length;b<c;b++)this.points.push(a.points[b].clone());return this};Za.prototype.toJSON=function(){var a=G.prototype.toJSON.call(this);a.points=[];for(var b=0,c=this.points.length;b<c;b++)a.points.push(this.points[b].toArray());\n",
"return a};Za.prototype.fromJSON=function(a){G.prototype.fromJSON.call(this,a);this.points=[];for(var b=0,c=a.points.length;b<c;b++){var d=a.points[b];this.points.push((new t).fromArray(d))}return this};var sh=Object.freeze({__proto__:null,ArcCurve:gd,CatmullRomCurve3:pa,CubicBezierCurve:Wa,CubicBezierCurve3:hb,EllipseCurve:Ma,LineCurve:Da,LineCurve3:Xa,QuadraticBezierCurve:Ya,QuadraticBezierCurve3:ib,SplineCurve:Za});vb.prototype=Object.assign(Object.create(G.prototype),{constructor:vb,add:function(a){this.curves.push(a)},\n",
"closePath:function(){var a=this.curves[0].getPoint(0),b=this.curves[this.curves.length-1].getPoint(1);a.equals(b)||this.curves.push(new Da(b,a))},getPoint:function(a){var b=a*this.getLength(),c=this.getCurveLengths();for(a=0;a<c.length;){if(c[a]>=b)return b=c[a]-b,a=this.curves[a],c=a.getLength(),a.getPointAt(0===c?0:1-b/c);a++}return null},getLength:function(){var a=this.getCurveLengths();return a[a.length-1]},updateArcLengths:function(){this.needsUpdate=!0;this.cacheLengths=null;this.getCurveLengths()},\n",
"getCurveLengths:function(){if(this.cacheLengths&&this.cacheLengths.length===this.curves.length)return this.cacheLengths;for(var a=[],b=0,c=0,d=this.curves.length;c<d;c++)b+=this.curves[c].getLength(),a.push(b);return this.cacheLengths=a},getSpacedPoints:function(a){void 0===a&&(a=40);for(var b=[],c=0;c<=a;c++)b.push(this.getPoint(c/a));this.autoClose&&b.push(b[0]);return b},getPoints:function(a){a=a||12;for(var b=[],c,d=0,e=this.curves;d<e.length;d++){var f=e[d];f=f.getPoints(f&&f.isEllipseCurve?\n",
"2*a:f&&(f.isLineCurve||f.isLineCurve3)?1:f&&f.isSplineCurve?a*f.points.length:a);for(var g=0;g<f.length;g++){var h=f[g];c&&c.equals(h)||(b.push(h),c=h)}}this.autoClose&&1<b.length&&!b[b.length-1].equals(b[0])&&b.push(b[0]);return b},copy:function(a){G.prototype.copy.call(this,a);this.curves=[];for(var b=0,c=a.curves.length;b<c;b++)this.curves.push(a.curves[b].clone());this.autoClose=a.autoClose;return this},toJSON:function(){var a=G.prototype.toJSON.call(this);a.autoClose=this.autoClose;a.curves=\n",
"[];for(var b=0,c=this.curves.length;b<c;b++)a.curves.push(this.curves[b].toJSON());return a},fromJSON:function(a){G.prototype.fromJSON.call(this,a);this.autoClose=a.autoClose;this.curves=[];for(var b=0,c=a.curves.length;b<c;b++){var d=a.curves[b];this.curves.push((new sh[d.type]).fromJSON(d))}return this}});$a.prototype=Object.assign(Object.create(vb.prototype),{constructor:$a,setFromPoints:function(a){this.moveTo(a[0].x,a[0].y);for(var b=1,c=a.length;b<c;b++)this.lineTo(a[b].x,a[b].y);return this},\n",
"moveTo:function(a,b){this.currentPoint.set(a,b);return this},lineTo:function(a,b){var c=new Da(this.currentPoint.clone(),new t(a,b));this.curves.push(c);this.currentPoint.set(a,b);return this},quadraticCurveTo:function(a,b,c,d){a=new Ya(this.currentPoint.clone(),new t(a,b),new t(c,d));this.curves.push(a);this.currentPoint.set(c,d);return this},bezierCurveTo:function(a,b,c,d,e,f){a=new Wa(this.currentPoint.clone(),new t(a,b),new t(c,d),new t(e,f));this.curves.push(a);this.currentPoint.set(e,f);return this},\n",
"splineThru:function(a){var b=[this.currentPoint.clone()].concat(a);b=new Za(b);this.curves.push(b);this.currentPoint.copy(a[a.length-1]);return this},arc:function(a,b,c,d,e,f){this.absarc(a+this.currentPoint.x,b+this.currentPoint.y,c,d,e,f);return this},absarc:function(a,b,c,d,e,f){this.absellipse(a,b,c,c,d,e,f);return this},ellipse:function(a,b,c,d,e,f,g,h){this.absellipse(a+this.currentPoint.x,b+this.currentPoint.y,c,d,e,f,g,h);return this},absellipse:function(a,b,c,d,e,f,g,h){a=new Ma(a,b,c,d,\n",
"e,f,g,h);0<this.curves.length&&(b=a.getPoint(0),b.equals(this.currentPoint)||this.lineTo(b.x,b.y));this.curves.push(a);a=a.getPoint(1);this.currentPoint.copy(a);return this},copy:function(a){vb.prototype.copy.call(this,a);this.currentPoint.copy(a.currentPoint);return this},toJSON:function(){var a=vb.prototype.toJSON.call(this);a.currentPoint=this.currentPoint.toArray();return a},fromJSON:function(a){vb.prototype.fromJSON.call(this,a);this.currentPoint.fromArray(a.currentPoint);return this}});Kb.prototype=\n",
"Object.assign(Object.create($a.prototype),{constructor:Kb,getPointsHoles:function(a){for(var b=[],c=0,d=this.holes.length;c<d;c++)b[c]=this.holes[c].getPoints(a);return b},extractPoints:function(a){return{shape:this.getPoints(a),holes:this.getPointsHoles(a)}},copy:function(a){$a.prototype.copy.call(this,a);this.holes=[];for(var b=0,c=a.holes.length;b<c;b++)this.holes.push(a.holes[b].clone());return this},toJSON:function(){var a=$a.prototype.toJSON.call(this);a.uuid=this.uuid;a.holes=[];for(var b=\n",
"0,c=this.holes.length;b<c;b++)a.holes.push(this.holes[b].toJSON());return a},fromJSON:function(a){$a.prototype.fromJSON.call(this,a);this.uuid=a.uuid;this.holes=[];for(var b=0,c=a.holes.length;b<c;b++){var d=a.holes[b];this.holes.push((new $a).fromJSON(d))}return this}});da.prototype=Object.assign(Object.create(F.prototype),{constructor:da,isLight:!0,copy:function(a){F.prototype.copy.call(this,a);this.color.copy(a.color);this.intensity=a.intensity;return this},toJSON:function(a){a=F.prototype.toJSON.call(this,\n",
"a);a.object.color=this.color.getHex();a.object.intensity=this.intensity;void 0!==this.groundColor&&(a.object.groundColor=this.groundColor.getHex());void 0!==this.distance&&(a.object.distance=this.distance);void 0!==this.angle&&(a.object.angle=this.angle);void 0!==this.decay&&(a.object.decay=this.decay);void 0!==this.penumbra&&(a.object.penumbra=this.penumbra);void 0!==this.shadow&&(a.object.shadow=this.shadow.toJSON());return a}});ff.prototype=Object.assign(Object.create(da.prototype),{constructor:ff,\n",
"isHemisphereLight:!0,copy:function(a){da.prototype.copy.call(this,a);this.groundColor.copy(a.groundColor);return this}});Object.assign(jb.prototype,{_projScreenMatrix:new P,_lightPositionWorld:new n,_lookTarget:new n,getViewportCount:function(){return this._viewportCount},getFrustum:function(){return this._frustum},updateMatrices:function(a){var b=this.camera,c=this.matrix,d=this._projScreenMatrix,e=this._lookTarget,f=this._lightPositionWorld;f.setFromMatrixPosition(a.matrixWorld);b.position.copy(f);\n",
"e.setFromMatrixPosition(a.target.matrixWorld);b.lookAt(e);b.updateMatrixWorld();d.multiplyMatrices(b.projectionMatrix,b.matrixWorldInverse);this._frustum.setFromProjectionMatrix(d);c.set(.5,0,0,.5,0,.5,0,.5,0,0,.5,.5,0,0,0,1);c.multiply(b.projectionMatrix);c.multiply(b.matrixWorldInverse)},getViewport:function(a){return this._viewports[a]},getFrameExtents:function(){return this._frameExtents},copy:function(a){this.camera=a.camera.clone();this.bias=a.bias;this.radius=a.radius;this.mapSize.copy(a.mapSize);\n",
"return this},clone:function(){return(new this.constructor).copy(this)},toJSON:function(){var a={};0!==this.bias&&(a.bias=this.bias);1!==this.radius&&(a.radius=this.radius);if(512!==this.mapSize.x||512!==this.mapSize.y)a.mapSize=this.mapSize.toArray();a.camera=this.camera.toJSON(!1).object;delete a.camera.matrix;return a}});gf.prototype=Object.assign(Object.create(jb.prototype),{constructor:gf,isSpotLightShadow:!0,updateMatrices:function(a){var b=this.camera,c=2*L.RAD2DEG*a.angle,d=this.mapSize.width/\n",
"this.mapSize.height,e=a.distance||b.far;if(c!==b.fov||d!==b.aspect||e!==b.far)b.fov=c,b.aspect=d,b.far=e,b.updateProjectionMatrix();jb.prototype.updateMatrices.call(this,a)}});hf.prototype=Object.assign(Object.create(da.prototype),{constructor:hf,isSpotLight:!0,copy:function(a){da.prototype.copy.call(this,a);this.distance=a.distance;this.angle=a.angle;this.penumbra=a.penumbra;this.decay=a.decay;this.target=a.target.clone();this.shadow=a.shadow.clone();return this}});zg.prototype=Object.assign(Object.create(jb.prototype),\n",
"{constructor:zg,isPointLightShadow:!0,updateMatrices:function(a,b){void 0===b&&(b=0);var c=this.camera,d=this.matrix,e=this._lightPositionWorld,f=this._lookTarget,g=this._projScreenMatrix;e.setFromMatrixPosition(a.matrixWorld);c.position.copy(e);f.copy(c.position);f.add(this._cubeDirections[b]);c.up.copy(this._cubeUps[b]);c.lookAt(f);c.updateMatrixWorld();d.makeTranslation(-e.x,-e.y,-e.z);g.multiplyMatrices(c.projectionMatrix,c.matrixWorldInverse);this._frustum.setFromProjectionMatrix(g)}});jf.prototype=\n",
"Object.assign(Object.create(da.prototype),{constructor:jf,isPointLight:!0,copy:function(a){da.prototype.copy.call(this,a);this.distance=a.distance;this.decay=a.decay;this.shadow=a.shadow.clone();return this}});hd.prototype=Object.assign(Object.create(db.prototype),{constructor:hd,isOrthographicCamera:!0,copy:function(a,b){db.prototype.copy.call(this,a,b);this.left=a.left;this.right=a.right;this.top=a.top;this.bottom=a.bottom;this.near=a.near;this.far=a.far;this.zoom=a.zoom;this.view=null===a.view?\n",
"null:Object.assign({},a.view);return this},setViewOffset:function(a,b,c,d,e,f){null===this.view&&(this.view={enabled:!0,fullWidth:1,fullHeight:1,offsetX:0,offsetY:0,width:1,height:1});this.view.enabled=!0;this.view.fullWidth=a;this.view.fullHeight=b;this.view.offsetX=c;this.view.offsetY=d;this.view.width=e;this.view.height=f;this.updateProjectionMatrix()},clearViewOffset:function(){null!==this.view&&(this.view.enabled=!1);this.updateProjectionMatrix()},updateProjectionMatrix:function(){var a=(this.right-\n",
"this.left)/(2*this.zoom),b=(this.top-this.bottom)/(2*this.zoom),c=(this.right+this.left)/2,d=(this.top+this.bottom)/2,e=c-a;c+=a;a=d+b;b=d-b;null!==this.view&&this.view.enabled&&(d=(this.right-this.left)/this.view.fullWidth/this.zoom,b=(this.top-this.bottom)/this.view.fullHeight/this.zoom,e+=d*this.view.offsetX,c=e+d*this.view.width,a-=b*this.view.offsetY,b=a-b*this.view.height);this.projectionMatrix.makeOrthographic(e,c,a,b,this.near,this.far);this.projectionMatrixInverse.getInverse(this.projectionMatrix)},\n",
"toJSON:function(a){a=F.prototype.toJSON.call(this,a);a.object.zoom=this.zoom;a.object.left=this.left;a.object.right=this.right;a.object.top=this.top;a.object.bottom=this.bottom;a.object.near=this.near;a.object.far=this.far;null!==this.view&&(a.object.view=Object.assign({},this.view));return a}});kf.prototype=Object.assign(Object.create(jb.prototype),{constructor:kf,isDirectionalLightShadow:!0,updateMatrices:function(a){jb.prototype.updateMatrices.call(this,a)}});lf.prototype=Object.assign(Object.create(da.prototype),\n",
"{constructor:lf,isDirectionalLight:!0,copy:function(a){da.prototype.copy.call(this,a);this.target=a.target.clone();this.shadow=a.shadow.clone();return this}});mf.prototype=Object.assign(Object.create(da.prototype),{constructor:mf,isAmbientLight:!0});nf.prototype=Object.assign(Object.create(da.prototype),{constructor:nf,isRectAreaLight:!0,copy:function(a){da.prototype.copy.call(this,a);this.width=a.width;this.height=a.height;return this},toJSON:function(a){a=da.prototype.toJSON.call(this,a);a.object.width=\n",
"this.width;a.object.height=this.height;return a}});of.prototype=Object.assign(Object.create(W.prototype),{constructor:of,load:function(a,b,c,d){var e=this,f=new Ra(e.manager);f.setPath(e.path);f.load(a,function(a){b(e.parse(JSON.parse(a)))},c,d)},parse:function(a){function b(a){void 0===c[a]&&console.warn("THREE.MaterialLoader: Undefined texture",a);return c[a]}var c=this.textures,d=new bl[a.type];void 0!==a.uuid&&(d.uuid=a.uuid);void 0!==a.name&&(d.name=a.name);void 0!==a.color&&d.color.setHex(a.color);\n",
"void 0!==a.roughness&&(d.roughness=a.roughness);void 0!==a.metalness&&(d.metalness=a.metalness);void 0!==a.sheen&&(d.sheen=(new A).setHex(a.sheen));void 0!==a.emissive&&d.emissive.setHex(a.emissive);void 0!==a.specular&&d.specular.setHex(a.specular);void 0!==a.shininess&&(d.shininess=a.shininess);void 0!==a.clearcoat&&(d.clearcoat=a.clearcoat);void 0!==a.clearcoatRoughness&&(d.clearcoatRoughness=a.clearcoatRoughness);void 0!==a.fog&&(d.fog=a.fog);void 0!==a.flatShading&&(d.flatShading=a.flatShading);\n",
"void 0!==a.blending&&(d.blending=a.blending);void 0!==a.combine&&(d.combine=a.combine);void 0!==a.side&&(d.side=a.side);void 0!==a.opacity&&(d.opacity=a.opacity);void 0!==a.transparent&&(d.transparent=a.transparent);void 0!==a.alphaTest&&(d.alphaTest=a.alphaTest);void 0!==a.depthTest&&(d.depthTest=a.depthTest);void 0!==a.depthWrite&&(d.depthWrite=a.depthWrite);void 0!==a.colorWrite&&(d.colorWrite=a.colorWrite);void 0!==a.stencilWrite&&(d.stencilWrite=a.stencilWrite);void 0!==a.stencilWriteMask&&(d.stencilWriteMask=\n",
"a.stencilWriteMask);void 0!==a.stencilFunc&&(d.stencilFunc=a.stencilFunc);void 0!==a.stencilRef&&(d.stencilRef=a.stencilRef);void 0!==a.stencilFuncMask&&(d.stencilFuncMask=a.stencilFuncMask);void 0!==a.stencilFail&&(d.stencilFail=a.stencilFail);void 0!==a.stencilZFail&&(d.stencilZFail=a.stencilZFail);void 0!==a.stencilZPass&&(d.stencilZPass=a.stencilZPass);void 0!==a.wireframe&&(d.wireframe=a.wireframe);void 0!==a.wireframeLinewidth&&(d.wireframeLinewidth=a.wireframeLinewidth);void 0!==a.wireframeLinecap&&\n",
"(d.wireframeLinecap=a.wireframeLinecap);void 0!==a.wireframeLinejoin&&(d.wireframeLinejoin=a.wireframeLinejoin);void 0!==a.rotation&&(d.rotation=a.rotation);1!==a.linewidth&&(d.linewidth=a.linewidth);void 0!==a.dashSize&&(d.dashSize=a.dashSize);void 0!==a.gapSize&&(d.gapSize=a.gapSize);void 0!==a.scale&&(d.scale=a.scale);void 0!==a.polygonOffset&&(d.polygonOffset=a.polygonOffset);void 0!==a.polygonOffsetFactor&&(d.polygonOffsetFactor=a.polygonOffsetFactor);void 0!==a.polygonOffsetUnits&&(d.polygonOffsetUnits=\n",
"a.polygonOffsetUnits);void 0!==a.skinning&&(d.skinning=a.skinning);void 0!==a.morphTargets&&(d.morphTargets=a.morphTargets);void 0!==a.morphNormals&&(d.morphNormals=a.morphNormals);void 0!==a.dithering&&(d.dithering=a.dithering);void 0!==a.vertexTangents&&(d.vertexTangents=a.vertexTangents);void 0!==a.visible&&(d.visible=a.visible);void 0!==a.toneMapped&&(d.toneMapped=a.toneMapped);void 0!==a.userData&&(d.userData=a.userData);void 0!==a.vertexColors&&(d.vertexColors="number"===typeof a.vertexColors?\n",
"0<a.vertexColors?!0:!1:a.vertexColors);if(void 0!==a.uniforms)for(var e in a.uniforms){var f=a.uniforms[e];d.uniforms[e]={};switch(f.type){case "t":d.uniforms[e].value=b(f.value);break;case "c":d.uniforms[e].value=(new A).setHex(f.value);break;case "v2":d.uniforms[e].value=(new t).fromArray(f.value);break;case "v3":d.uniforms[e].value=(new n).fromArray(f.value);break;case "v4":d.uniforms[e].value=(new ka).fromArray(f.value);break;case "m3":d.uniforms[e].value=(new wa).fromArray(f.value);case "m4":d.uniforms[e].value=\n",
"(new P).fromArray(f.value);break;default:d.uniforms[e].value=f.value}}void 0!==a.defines&&(d.defines=a.defines);void 0!==a.vertexShader&&(d.vertexShader=a.vertexShader);void 0!==a.fragmentShader&&(d.fragmentShader=a.fragmentShader);if(void 0!==a.extensions)for(var g in a.extensions)d.extensions[g]=a.extensions[g];void 0!==a.shading&&(d.flatShading=1===a.shading);void 0!==a.size&&(d.size=a.size);void 0!==a.sizeAttenuation&&(d.sizeAttenuation=a.sizeAttenuation);void 0!==a.map&&(d.map=b(a.map));void 0!==\n",
"a.matcap&&(d.matcap=b(a.matcap));void 0!==a.alphaMap&&(d.alphaMap=b(a.alphaMap));void 0!==a.bumpMap&&(d.bumpMap=b(a.bumpMap));void 0!==a.bumpScale&&(d.bumpScale=a.bumpScale);void 0!==a.normalMap&&(d.normalMap=b(a.normalMap));void 0!==a.normalMapType&&(d.normalMapType=a.normalMapType);void 0!==a.normalScale&&(e=a.normalScale,!1===Array.isArray(e)&&(e=[e,e]),d.normalScale=(new t).fromArray(e));void 0!==a.displacementMap&&(d.displacementMap=b(a.displacementMap));void 0!==a.displacementScale&&(d.displacementScale=\n",
"a.displacementScale);void 0!==a.displacementBias&&(d.displacementBias=a.displacementBias);void 0!==a.roughnessMap&&(d.roughnessMap=b(a.roughnessMap));void 0!==a.metalnessMap&&(d.metalnessMap=b(a.metalnessMap));void 0!==a.emissiveMap&&(d.emissiveMap=b(a.emissiveMap));void 0!==a.emissiveIntensity&&(d.emissiveIntensity=a.emissiveIntensity);void 0!==a.specularMap&&(d.specularMap=b(a.specularMap));void 0!==a.envMap&&(d.envMap=b(a.envMap));void 0!==a.envMapIntensity&&(d.envMapIntensity=a.envMapIntensity);\n",
"void 0!==a.reflectivity&&(d.reflectivity=a.reflectivity);void 0!==a.refractionRatio&&(d.refractionRatio=a.refractionRatio);void 0!==a.lightMap&&(d.lightMap=b(a.lightMap));void 0!==a.lightMapIntensity&&(d.lightMapIntensity=a.lightMapIntensity);void 0!==a.aoMap&&(d.aoMap=b(a.aoMap));void 0!==a.aoMapIntensity&&(d.aoMapIntensity=a.aoMapIntensity);void 0!==a.gradientMap&&(d.gradientMap=b(a.gradientMap));void 0!==a.clearcoatMap&&(d.clearcoatMap=b(a.clearcoatMap));void 0!==a.clearcoatRoughnessMap&&(d.clearcoatRoughnessMap=\n",
"b(a.clearcoatRoughnessMap));void 0!==a.clearcoatNormalMap&&(d.clearcoatNormalMap=b(a.clearcoatNormalMap));void 0!==a.clearcoatNormalScale&&(d.clearcoatNormalScale=(new t).fromArray(a.clearcoatNormalScale));return d},setTextures:function(a){this.textures=a;return this}});var th={decodeText:function(a){if("undefined"!==typeof TextDecoder)return(new TextDecoder).decode(a);for(var b="",c=0,d=a.length;c<d;c++)b+=String.fromCharCode(a[c]);try{return decodeURIComponent(escape(b))}catch(e){return b}},extractUrlBase:function(a){var b=\n",
"a.lastIndexOf("/");return-1===b?"./":a.substr(0,b+1)}};pf.prototype=Object.assign(Object.create(C.prototype),{constructor:pf,isInstancedBufferGeometry:!0,copy:function(a){C.prototype.copy.call(this,a);this.maxInstancedCount=a.maxInstancedCount;return this},clone:function(){return(new this.constructor).copy(this)},toJSON:function(){var a=C.prototype.toJSON.call(this);a.maxInstancedCount=this.maxInstancedCount;a.isInstancedBufferGeometry=!0;return a}});qf.prototype=Object.assign(Object.create(M.prototype),\n",
"{constructor:qf,isInstancedBufferAttribute:!0,copy:function(a){M.prototype.copy.call(this,a);this.meshPerAttribute=a.meshPerAttribute;return this},toJSON:function(){var a=M.prototype.toJSON.call(this);a.meshPerAttribute=this.meshPerAttribute;a.isInstancedBufferAttribute=!0;return a}});rf.prototype=Object.assign(Object.create(W.prototype),{constructor:rf,load:function(a,b,c,d){var e=this,f=new Ra(e.manager);f.setPath(e.path);f.load(a,function(a){b(e.parse(JSON.parse(a)))},c,d)},parse:function(a){var b=\n",
"a.isInstancedBufferGeometry?new pf:new C,c=a.data.index;if(void 0!==c){var d=new uh[c.type](c.array);b.setIndex(new M(d,1))}c=a.data.attributes;for(var e in c){var f=c[e];d=new uh[f.type](f.array);d=new (f.isInstancedBufferAttribute?qf:M)(d,f.itemSize,f.normalized);void 0!==f.name&&(d.name=f.name);b.setAttribute(e,d)}var g=a.data.morphAttributes;if(g)for(e in g){var h=g[e],l=[];c=0;for(var k=h.length;c<k;c++)f=h[c],d=new uh[f.type](f.array),d=new M(d,f.itemSize,f.normalized),void 0!==f.name&&(d.name=\n",
"f.name),l.push(d);b.morphAttributes[e]=l}a.data.morphTargetsRelative&&(b.morphTargetsRelative=!0);e=a.data.groups||a.data.drawcalls||a.data.offsets;if(void 0!==e)for(c=0,f=e.length;c!==f;++c)d=e[c],b.addGroup(d.start,d.count,d.materialIndex);c=a.data.boundingSphere;void 0!==c&&(e=new n,void 0!==c.center&&e.fromArray(c.center),b.boundingSphere=new pb(e,c.radius));a.name&&(b.name=a.name);a.userData&&(b.userData=a.userData);return b}});var uh={Int8Array:Int8Array,Uint8Array:Uint8Array,Uint8ClampedArray:"undefined"!==\n",
"typeof Uint8ClampedArray?Uint8ClampedArray:Uint8Array,Int16Array:Int16Array,Uint16Array:Uint16Array,Int32Array:Int32Array,Uint32Array:Uint32Array,Float32Array:Float32Array,Float64Array:Float64Array};sf.prototype=Object.assign(Object.create(W.prototype),{constructor:sf,load:function(a,b,c,d){var e=this,f=""===this.path?th.extractUrlBase(a):this.path;this.resourcePath=this.resourcePath||f;f=new Ra(e.manager);f.setPath(this.path);f.load(a,function(c){var f=null;try{f=JSON.parse(c)}catch(l){void 0!==\n",
"d&&d(l);console.error("THREE:ObjectLoader: Can't parse "+a+".",l.message);return}c=f.metadata;void 0===c||void 0===c.type||"geometry"===c.type.toLowerCase()?console.error("THREE.ObjectLoader: Can't load "+a):e.parse(f,b)},c,d)},parse:function(a,b){var c=this.parseShape(a.shapes);c=this.parseGeometries(a.geometries,c);var d=this.parseImages(a.images,function(){void 0!==b&&b(e)});d=this.parseTextures(a.textures,d);d=this.parseMaterials(a.materials,d);var e=this.parseObject(a.object,c,d);a.animations&&\n",
"(e.animations=this.parseAnimations(a.animations));void 0!==a.images&&0!==a.images.length||void 0===b||b(e);return e},parseShape:function(a){var b={};if(void 0!==a)for(var c=0,d=a.length;c<d;c++){var e=(new Kb).fromJSON(a[c]);b[e.uuid]=e}return b},parseGeometries:function(a,b){var c={};if(void 0!==a)for(var d=new rf,e=0,f=a.length;e<f;e++){var g=a[e];switch(g.type){case "PlaneGeometry":case "PlaneBufferGeometry":var h=new ua[g.type](g.width,g.height,g.widthSegments,g.heightSegments);break;case "BoxGeometry":case "BoxBufferGeometry":case "CubeGeometry":h=\n",
"new ua[g.type](g.width,g.height,g.depth,g.widthSegments,g.heightSegments,g.depthSegments);break;case "CircleGeometry":case "CircleBufferGeometry":h=new ua[g.type](g.radius,g.segments,g.thetaStart,g.thetaLength);break;case "CylinderGeometry":case "CylinderBufferGeometry":h=new ua[g.type](g.radiusTop,g.radiusBottom,g.height,g.radialSegments,g.heightSegments,g.openEnded,g.thetaStart,g.thetaLength);break;case "ConeGeometry":case "ConeBufferGeometry":h=new ua[g.type](g.radius,g.height,g.radialSegments,\n",
"g.heightSegments,g.openEnded,g.thetaStart,g.thetaLength);break;case "SphereGeometry":case "SphereBufferGeometry":h=new ua[g.type](g.radius,g.widthSegments,g.heightSegments,g.phiStart,g.phiLength,g.thetaStart,g.thetaLength);break;case "DodecahedronGeometry":case "DodecahedronBufferGeometry":case "IcosahedronGeometry":case "IcosahedronBufferGeometry":case "OctahedronGeometry":case "OctahedronBufferGeometry":case "TetrahedronGeometry":case "TetrahedronBufferGeometry":h=new ua[g.type](g.radius,g.detail);\n",
"break;case "RingGeometry":case "RingBufferGeometry":h=new ua[g.type](g.innerRadius,g.outerRadius,g.thetaSegments,g.phiSegments,g.thetaStart,g.thetaLength);break;case "TorusGeometry":case "TorusBufferGeometry":h=new ua[g.type](g.radius,g.tube,g.radialSegments,g.tubularSegments,g.arc);break;case "TorusKnotGeometry":case "TorusKnotBufferGeometry":h=new ua[g.type](g.radius,g.tube,g.tubularSegments,g.radialSegments,g.p,g.q);break;case "TubeGeometry":case "TubeBufferGeometry":h=new ua[g.type]((new sh[g.path.type]).fromJSON(g.path),\n",
"g.tubularSegments,g.radius,g.radialSegments,g.closed);break;case "LatheGeometry":case "LatheBufferGeometry":h=new ua[g.type](g.points,g.segments,g.phiStart,g.phiLength);break;case "PolyhedronGeometry":case "PolyhedronBufferGeometry":h=new ua[g.type](g.vertices,g.indices,g.radius,g.details);break;case "ShapeGeometry":case "ShapeBufferGeometry":h=[];for(var l=0,k=g.shapes.length;l<k;l++){var n=b[g.shapes[l]];h.push(n)}h=new ua[g.type](h,g.curveSegments);break;case "ExtrudeGeometry":case "ExtrudeBufferGeometry":h=\n",
"[];l=0;for(k=g.shapes.length;l<k;l++)n=b[g.shapes[l]],h.push(n);l=g.options.extrudePath;void 0!==l&&(g.options.extrudePath=(new sh[l.type]).fromJSON(l));h=new ua[g.type](h,g.options);break;case "BufferGeometry":case "InstancedBufferGeometry":h=d.parse(g);break;case "Geometry":console.error('THREE.ObjectLoader: Loading "Geometry" is not supported anymore.');break;default:console.warn('THREE.ObjectLoader: Unsupported geometry type "'+g.type+'"');continue}h.uuid=g.uuid;void 0!==g.name&&(h.name=g.name);\n",
"!0===h.isBufferGeometry&&void 0!==g.userData&&(h.userData=g.userData);c[g.uuid]=h}return c},parseMaterials:function(a,b){var c={},d={};if(void 0!==a){var e=new of;e.setTextures(b);b=0;for(var f=a.length;b<f;b++){var g=a[b];if("MultiMaterial"===g.type){for(var h=[],l=0;l<g.materials.length;l++){var k=g.materials[l];void 0===c[k.uuid]&&(c[k.uuid]=e.parse(k));h.push(c[k.uuid])}d[g.uuid]=h}else void 0===c[g.uuid]&&(c[g.uuid]=e.parse(g)),d[g.uuid]=c[g.uuid]}}return d},parseAnimations:function(a){for(var b=\n",
"[],c=0;c<a.length;c++){var d=a[c],e=Qa.parse(d);void 0!==d.uuid&&(e.uuid=d.uuid);b.push(e)}return b},parseImages:function(a,b){function c(a){d.manager.itemStart(a);return f.load(a,function(){d.manager.itemEnd(a)},void 0,function(){d.manager.itemError(a);d.manager.itemEnd(a)})}var d=this,e={};if(void 0!==a&&0<a.length){b=new vg(b);var f=new fd(b);f.setCrossOrigin(this.crossOrigin);b=0;for(var g=a.length;b<g;b++){var h=a[b],l=h.url;if(Array.isArray(l)){e[h.uuid]=[];for(var k=0,n=l.length;k<n;k++){var p=\n",
"l[k];p=/^(\\/\\/)|([a-z]+:(\\/\\/)?)/i.test(p)?p:d.resourcePath+p;e[h.uuid].push(c(p))}}else p=/^(\\/\\/)|([a-z]+:(\\/\\/)?)/i.test(h.url)?h.url:d.resourcePath+h.url,e[h.uuid]=c(p)}}return e},parseTextures:function(a,b){function c(a,b){if("number"===typeof a)return a;console.warn("THREE.ObjectLoader.parseTexture: Constant should be in numeric form.",a);return b[a]}var d={};if(void 0!==a)for(var e=0,f=a.length;e<f;e++){var g=a[e];void 0===g.image&&console.warn('THREE.ObjectLoader: No "image" specified for',\n",
"g.uuid);void 0===b[g.image]&&console.warn("THREE.ObjectLoader: Undefined image",g.image);var h=Array.isArray(b[g.image])?new qb(b[g.image]):new V(b[g.image]);h.needsUpdate=!0;h.uuid=g.uuid;void 0!==g.name&&(h.name=g.name);void 0!==g.mapping&&(h.mapping=c(g.mapping,cl));void 0!==g.offset&&h.offset.fromArray(g.offset);void 0!==g.repeat&&h.repeat.fromArray(g.repeat);void 0!==g.center&&h.center.fromArray(g.center);void 0!==g.rotation&&(h.rotation=g.rotation);void 0!==g.wrap&&(h.wrapS=c(g.wrap[0],aj),\n",
"h.wrapT=c(g.wrap[1],aj));void 0!==g.format&&(h.format=g.format);void 0!==g.type&&(h.type=g.type);void 0!==g.encoding&&(h.encoding=g.encoding);void 0!==g.minFilter&&(h.minFilter=c(g.minFilter,bj));void 0!==g.magFilter&&(h.magFilter=c(g.magFilter,bj));void 0!==g.anisotropy&&(h.anisotropy=g.anisotropy);void 0!==g.flipY&&(h.flipY=g.flipY);void 0!==g.premultiplyAlpha&&(h.premultiplyAlpha=g.premultiplyAlpha);void 0!==g.unpackAlignment&&(h.unpackAlignment=g.unpackAlignment);d[g.uuid]=h}return d},parseObject:function(a,\n",
"b,c){function d(a){void 0===b[a]&&console.warn("THREE.ObjectLoader: Undefined geometry",a);return b[a]}function e(a){if(void 0!==a){if(Array.isArray(a)){for(var b=[],d=0,e=a.length;d<e;d++){var f=a[d];void 0===c[f]&&console.warn("THREE.ObjectLoader: Undefined material",f);b.push(c[f])}return b}void 0===c[a]&&console.warn("THREE.ObjectLoader: Undefined material",a);return c[a]}}switch(a.type){case "Scene":var f=new ob;void 0!==a.background&&Number.isInteger(a.background)&&(f.background=new A(a.background));\n",
"void 0!==a.fog&&("Fog"===a.fog.type?f.fog=new Re(a.fog.color,a.fog.near,a.fog.far):"FogExp2"===a.fog.type&&(f.fog=new Qe(a.fog.color,a.fog.density)));break;case "PerspectiveCamera":f=new aa(a.fov,a.aspect,a.near,a.far);void 0!==a.focus&&(f.focus=a.focus);void 0!==a.zoom&&(f.zoom=a.zoom);void 0!==a.filmGauge&&(f.filmGauge=a.filmGauge);void 0!==a.filmOffset&&(f.filmOffset=a.filmOffset);void 0!==a.view&&(f.view=Object.assign({},a.view));break;case "OrthographicCamera":f=new hd(a.left,a.right,a.top,a.bottom,\n",
"a.near,a.far);void 0!==a.zoom&&(f.zoom=a.zoom);void 0!==a.view&&(f.view=Object.assign({},a.view));break;case "AmbientLight":f=new mf(a.color,a.intensity);break;case "DirectionalLight":f=new lf(a.color,a.intensity);break;case "PointLight":f=new jf(a.color,a.intensity,a.distance,a.decay);break;case "RectAreaLight":f=new nf(a.color,a.intensity,a.width,a.height);break;case "SpotLight":f=new hf(a.color,a.intensity,a.distance,a.angle,a.penumbra,a.decay);break;case "HemisphereLight":f=new ff(a.color,a.groundColor,\n",
"a.intensity);break;case "SkinnedMesh":console.warn("THREE.ObjectLoader.parseObject() does not support SkinnedMesh yet.");case "Mesh":f=d(a.geometry);var g=e(a.material);f=new S(f,g);break;case "InstancedMesh":f=d(a.geometry);g=e(a.material);var h=a.instanceMatrix;f=new Ve(f,g,a.count);f.instanceMatrix=new M(new Float32Array(h.array),16);break;case "LOD":f=new Rd;break;case "Line":f=new Ka(d(a.geometry),e(a.material),a.mode);break;case "LineLoop":f=new We(d(a.geometry),e(a.material));break;case "LineSegments":f=\n",
"new ma(d(a.geometry),e(a.material));break;case "PointCloud":case "Points":f=new Pc(d(a.geometry),e(a.material));break;case "Sprite":f=new Pd(e(a.material));break;case "Group":f=new Mc;break;default:f=new F}f.uuid=a.uuid;void 0!==a.name&&(f.name=a.name);void 0!==a.matrix?(f.matrix.fromArray(a.matrix),void 0!==a.matrixAutoUpdate&&(f.matrixAutoUpdate=a.matrixAutoUpdate),f.matrixAutoUpdate&&f.matrix.decompose(f.position,f.quaternion,f.scale)):(void 0!==a.position&&f.position.fromArray(a.position),void 0!==\n",
"a.rotation&&f.rotation.fromArray(a.rotation),void 0!==a.quaternion&&f.quaternion.fromArray(a.quaternion),void 0!==a.scale&&f.scale.fromArray(a.scale));void 0!==a.castShadow&&(f.castShadow=a.castShadow);void 0!==a.receiveShadow&&(f.receiveShadow=a.receiveShadow);a.shadow&&(void 0!==a.shadow.bias&&(f.shadow.bias=a.shadow.bias),void 0!==a.shadow.radius&&(f.shadow.radius=a.shadow.radius),void 0!==a.shadow.mapSize&&f.shadow.mapSize.fromArray(a.shadow.mapSize),void 0!==a.shadow.camera&&(f.shadow.camera=\n",
"this.parseObject(a.shadow.camera)));void 0!==a.visible&&(f.visible=a.visible);void 0!==a.frustumCulled&&(f.frustumCulled=a.frustumCulled);void 0!==a.renderOrder&&(f.renderOrder=a.renderOrder);void 0!==a.userData&&(f.userData=a.userData);void 0!==a.layers&&(f.layers.mask=a.layers);if(void 0!==a.children)for(h=a.children,g=0;g<h.length;g++)f.add(this.parseObject(h[g],b,c));if("LOD"===a.type)for(void 0!==a.autoUpdate&&(f.autoUpdate=a.autoUpdate),a=a.levels,h=0;h<a.length;h++){g=a[h];var l=f.getObjectByProperty("uuid",\n",
"g.object);void 0!==l&&f.addLevel(l,g.distance)}return f}});var cl={UVMapping:300,CubeReflectionMapping:301,CubeRefractionMapping:302,EquirectangularReflectionMapping:303,EquirectangularRefractionMapping:304,SphericalReflectionMapping:305,CubeUVReflectionMapping:306,CubeUVRefractionMapping:307},aj={RepeatWrapping:1E3,ClampToEdgeWrapping:1001,MirroredRepeatWrapping:1002},bj={NearestFilter:1003,NearestMipmapNearestFilter:1004,NearestMipmapLinearFilter:1005,LinearFilter:1006,LinearMipmapNearestFilter:1007,\n",
"LinearMipmapLinearFilter:1008};Ag.prototype=Object.assign(Object.create(W.prototype),{constructor:Ag,setOptions:function(a){this.options=a;return this},load:function(a,b,c,d){void 0===a&&(a="");void 0!==this.path&&(a=this.path+a);a=this.manager.resolveURL(a);var e=this,f=vc.get(a);if(void 0!==f)return e.manager.itemStart(a),setTimeout(function(){b&&b(f);e.manager.itemEnd(a)},0),f;fetch(a).then(function(a){return a.blob()}).then(function(a){return void 0===e.options?createImageBitmap(a):createImageBitmap(a,\n",
"e.options)}).then(function(c){vc.add(a,c);b&&b(c);e.manager.itemEnd(a)}).catch(function(b){d&&d(b);e.manager.itemError(a);e.manager.itemEnd(a)});e.manager.itemStart(a)}});Object.assign(Bg.prototype,{moveTo:function(a,b){this.currentPath=new $a;this.subPaths.push(this.currentPath);this.currentPath.moveTo(a,b);return this},lineTo:function(a,b){this.currentPath.lineTo(a,b);return this},quadraticCurveTo:function(a,b,c,d){this.currentPath.quadraticCurveTo(a,b,c,d);return this},bezierCurveTo:function(a,\n",
"b,c,d,e,f){this.currentPath.bezierCurveTo(a,b,c,d,e,f);return this},splineThru:function(a){this.currentPath.splineThru(a);return this},toShapes:function(a,b){function c(a){for(var b=[],c=0,d=a.length;c<d;c++){var e=a[c],f=new Kb;f.curves=e.curves;b.push(f)}return b}function d(a,b){for(var c=b.length,d=!1,e=c-1,f=0;f<c;e=f++){var g=b[e],h=b[f],k=h.x-g.x,l=h.y-g.y;if(Math.abs(l)>Number.EPSILON){if(0>l&&(g=b[f],k=-k,h=b[e],l=-l),!(a.y<g.y||a.y>h.y))if(a.y===g.y){if(a.x===g.x)return!0}else{e=l*(a.x-g.x)-\n",
"k*(a.y-g.y);if(0===e)return!0;0>e||(d=!d)}}else if(a.y===g.y&&(h.x<=a.x&&a.x<=g.x||g.x<=a.x&&a.x<=h.x))return!0}return d}var e=sb.isClockWise,f=this.subPaths;if(0===f.length)return[];if(!0===b)return c(f);b=[];if(1===f.length){var g=f[0];var h=new Kb;h.curves=g.curves;b.push(h);return b}var l=!e(f[0].getPoints());l=a?!l:l;h=[];var k=[],n=[],p=0;k[p]=void 0;n[p]=[];for(var t=0,r=f.length;t<r;t++){g=f[t];var q=g.getPoints();var v=e(q);(v=a?!v:v)?(!l&&k[p]&&p++,k[p]={s:new Kb,p:q},k[p].s.curves=g.curves,\n",
"l&&p++,n[p]=[]):n[p].push({h:g,p:q[0]})}if(!k[0])return c(f);if(1<k.length){t=!1;a=[];e=0;for(f=k.length;e<f;e++)h[e]=[];e=0;for(f=k.length;e<f;e++)for(g=n[e],v=0;v<g.length;v++){l=g[v];p=!0;for(q=0;q<k.length;q++)d(l.p,k[q].p)&&(e!==q&&a.push({froms:e,tos:q,hole:v}),p?(p=!1,h[q].push(l)):t=!0);p&&h[e].push(l)}0<a.length&&(t||(n=h))}t=0;for(e=k.length;t<e;t++)for(h=k[t].s,b.push(h),a=n[t],f=0,g=a.length;f<g;f++)h.holes.push(a[f].h);return b}});Object.assign(Cg.prototype,{isFont:!0,generateShapes:function(a,\n",
"b){void 0===b&&(b=100);var c=[],d=b;b=this.data;var e=Array.from?Array.from(a):String(a).split("");d/=b.resolution;var f=(b.boundingBox.yMax-b.boundingBox.yMin+b.underlineThickness)*d;a=[];for(var g=0,h=0,l=0;l<e.length;l++){var k=e[l];if("\\n"===k)g=0,h-=f;else{var n=k;k=d;var p=g,t=h,r=b,q=r.glyphs[n]||r.glyphs["?"];if(q){n=new Bg;if(q.o){r=q._cachedOutline||(q._cachedOutline=q.o.split(" "));for(var v=0,y=r.length;v<y;)switch(r[v++]){case "m":var w=r[v++]*k+p;var z=r[v++]*k+t;n.moveTo(w,z);break;\n",
"case "l":w=r[v++]*k+p;z=r[v++]*k+t;n.lineTo(w,z);break;case "q":var A=r[v++]*k+p;var C=r[v++]*k+t;var D=r[v++]*k+p;var B=r[v++]*k+t;n.quadraticCurveTo(D,B,A,C);break;case "b":A=r[v++]*k+p,C=r[v++]*k+t,D=r[v++]*k+p,B=r[v++]*k+t,w=r[v++]*k+p,z=r[v++]*k+t,n.bezierCurveTo(D,B,w,z,A,C)}}k={offsetX:q.ha*k,path:n}}else console.error('THREE.Font: character "'+n+'" does not exists in font family '+r.familyName+"."),k=void 0;g+=k.offsetX;a.push(k.path)}}b=0;for(e=a.length;b<e;b++)Array.prototype.push.apply(c,\n",
"a[b].toShapes());return c}});Dg.prototype=Object.assign(Object.create(W.prototype),{constructor:Dg,load:function(a,b,c,d){var e=this,f=new Ra(this.manager);f.setPath(this.path);f.load(a,function(a){try{var c=JSON.parse(a)}catch(l){console.warn("THREE.FontLoader: typeface.js support is being deprecated. Use typeface.json instead."),c=JSON.parse(a.substring(65,a.length-2))}a=e.parse(c);b&&b(a)},c,d)},parse:function(a){return new Cg(a)}});var Uf,Ig={getContext:function(){void 0===Uf&&(Uf=new (window.AudioContext||\n",
"window.webkitAudioContext));return Uf},setContext:function(a){Uf=a}};tf.prototype=Object.assign(Object.create(W.prototype),{constructor:tf,load:function(a,b,c,d){var e=new Ra(this.manager);e.setResponseType("arraybuffer");e.setPath(this.path);e.load(a,function(a){a=a.slice(0);Ig.getContext().decodeAudioData(a,function(a){b(a)})},c,d)}});Object.assign(uf.prototype,{isSphericalHarmonics3:!0,set:function(a){for(var b=0;9>b;b++)this.coefficients[b].copy(a[b]);return this},zero:function(){for(var a=0;9>\n",
"a;a++)this.coefficients[a].set(0,0,0);return this},getAt:function(a,b){var c=a.x,d=a.y;a=a.z;var e=this.coefficients;b.copy(e[0]).multiplyScalar(.282095);b.addScaledVector(e[1],.488603*d);b.addScaledVector(e[2],.488603*a);b.addScaledVector(e[3],.488603*c);b.addScaledVector(e[4],1.092548*c*d);b.addScaledVector(e[5],1.092548*d*a);b.addScaledVector(e[6],.315392*(3*a*a-1));b.addScaledVector(e[7],1.092548*c*a);b.addScaledVector(e[8],.546274*(c*c-d*d));return b},getIrradianceAt:function(a,b){var c=a.x,\n",
"d=a.y;a=a.z;var e=this.coefficients;b.copy(e[0]).multiplyScalar(.886227);b.addScaledVector(e[1],1.023328*d);b.addScaledVector(e[2],1.023328*a);b.addScaledVector(e[3],1.023328*c);b.addScaledVector(e[4],.858086*c*d);b.addScaledVector(e[5],.858086*d*a);b.addScaledVector(e[6],.743125*a*a-.247708);b.addScaledVector(e[7],.858086*c*a);b.addScaledVector(e[8],.429043*(c*c-d*d));return b},add:function(a){for(var b=0;9>b;b++)this.coefficients[b].add(a.coefficients[b]);return this},addScaledSH:function(a,b){for(var c=\n",
"0;9>c;c++)this.coefficients[c].addScaledVector(a.coefficients[c],b);return this},scale:function(a){for(var b=0;9>b;b++)this.coefficients[b].multiplyScalar(a);return this},lerp:function(a,b){for(var c=0;9>c;c++)this.coefficients[c].lerp(a.coefficients[c],b);return this},equals:function(a){for(var b=0;9>b;b++)if(!this.coefficients[b].equals(a.coefficients[b]))return!1;return!0},copy:function(a){return this.set(a.coefficients)},clone:function(){return(new this.constructor).copy(this)},fromArray:function(a,\n",
"b){void 0===b&&(b=0);for(var c=this.coefficients,d=0;9>d;d++)c[d].fromArray(a,b+3*d);return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);for(var c=this.coefficients,d=0;9>d;d++)c[d].toArray(a,b+3*d);return a}});Object.assign(uf,{getBasisAt:function(a,b){var c=a.x,d=a.y;a=a.z;b[0]=.282095;b[1]=.488603*d;b[2]=.488603*a;b[3]=.488603*c;b[4]=1.092548*c*d;b[5]=1.092548*d*a;b[6]=.315392*(3*a*a-1);b[7]=1.092548*c*a;b[8]=.546274*(c*c-d*d)}});ab.prototype=Object.assign(Object.create(da.prototype),\n",
"{constructor:ab,isLightProbe:!0,copy:function(a){da.prototype.copy.call(this,a);this.sh.copy(a.sh);this.intensity=a.intensity;return this},toJSON:function(a){return da.prototype.toJSON.call(this,a)}});Eg.prototype=Object.assign(Object.create(ab.prototype),{constructor:Eg,isHemisphereLightProbe:!0,copy:function(a){ab.prototype.copy.call(this,a);return this},toJSON:function(a){return ab.prototype.toJSON.call(this,a)}});Fg.prototype=Object.assign(Object.create(ab.prototype),{constructor:Fg,isAmbientLightProbe:!0,\n",
"copy:function(a){ab.prototype.copy.call(this,a);return this},toJSON:function(a){return ab.prototype.toJSON.call(this,a)}});var cj=new P,dj=new P;Object.assign(mi.prototype,{update:function(a){var b=this._cache;if(b.focus!==a.focus||b.fov!==a.fov||b.aspect!==a.aspect*this.aspect||b.near!==a.near||b.far!==a.far||b.zoom!==a.zoom||b.eyeSep!==this.eyeSep){b.focus=a.focus;b.fov=a.fov;b.aspect=a.aspect*this.aspect;b.near=a.near;b.far=a.far;b.zoom=a.zoom;b.eyeSep=this.eyeSep;var c=a.projectionMatrix.clone(),\n",
"d=b.eyeSep/2,e=d*b.near/b.focus,f=b.near*Math.tan(L.DEG2RAD*b.fov*.5)/b.zoom;dj.elements[12]=-d;cj.elements[12]=d;d=-f*b.aspect+e;var g=f*b.aspect+e;c.elements[0]=2*b.near/(g-d);c.elements[8]=(g+d)/(g-d);this.cameraL.projectionMatrix.copy(c);d=-f*b.aspect-e;g=f*b.aspect-e;c.elements[0]=2*b.near/(g-d);c.elements[8]=(g+d)/(g-d);this.cameraR.projectionMatrix.copy(c)}this.cameraL.matrixWorld.copy(a.matrixWorld).multiply(dj);this.cameraR.matrixWorld.copy(a.matrixWorld).multiply(cj)}});Object.assign(Gg.prototype,\n",
"{start:function(){this.oldTime=this.startTime=("undefined"===typeof performance?Date:performance).now();this.elapsedTime=0;this.running=!0},stop:function(){this.getElapsedTime();this.autoStart=this.running=!1},getElapsedTime:function(){this.getDelta();return this.elapsedTime},getDelta:function(){var a=0;if(this.autoStart&&!this.running)return this.start(),0;if(this.running){var b=("undefined"===typeof performance?Date:performance).now();a=(b-this.oldTime)/1E3;this.oldTime=b;this.elapsedTime+=a}return a}});\n",
"var wc=new n,ej=new Aa,dl=new n,xc=new n;Hg.prototype=Object.assign(Object.create(F.prototype),{constructor:Hg,getInput:function(){return this.gain},removeFilter:function(){null!==this.filter&&(this.gain.disconnect(this.filter),this.filter.disconnect(this.context.destination),this.gain.connect(this.context.destination),this.filter=null);return this},getFilter:function(){return this.filter},setFilter:function(a){null!==this.filter?(this.gain.disconnect(this.filter),this.filter.disconnect(this.context.destination)):\n",
"this.gain.disconnect(this.context.destination);this.filter=a;this.gain.connect(this.filter);this.filter.connect(this.context.destination);return this},getMasterVolume:function(){return this.gain.gain.value},setMasterVolume:function(a){this.gain.gain.setTargetAtTime(a,this.context.currentTime,.01);return this},updateMatrixWorld:function(a){F.prototype.updateMatrixWorld.call(this,a);a=this.context.listener;var b=this.up;this.timeDelta=this._clock.getDelta();this.matrixWorld.decompose(wc,ej,dl);xc.set(0,\n",
"0,-1).applyQuaternion(ej);if(a.positionX){var c=this.context.currentTime+this.timeDelta;a.positionX.linearRampToValueAtTime(wc.x,c);a.positionY.linearRampToValueAtTime(wc.y,c);a.positionZ.linearRampToValueAtTime(wc.z,c);a.forwardX.linearRampToValueAtTime(xc.x,c);a.forwardY.linearRampToValueAtTime(xc.y,c);a.forwardZ.linearRampToValueAtTime(xc.z,c);a.upX.linearRampToValueAtTime(b.x,c);a.upY.linearRampToValueAtTime(b.y,c);a.upZ.linearRampToValueAtTime(b.z,c)}else a.setPosition(wc.x,wc.y,wc.z),a.setOrientation(xc.x,\n",
"xc.y,xc.z,b.x,b.y,b.z)}});id.prototype=Object.assign(Object.create(F.prototype),{constructor:id,getOutput:function(){return this.gain},setNodeSource:function(a){this.hasPlaybackControl=!1;this.sourceType="audioNode";this.source=a;this.connect();return this},setMediaElementSource:function(a){this.hasPlaybackControl=!1;this.sourceType="mediaNode";this.source=this.context.createMediaElementSource(a);this.connect();return this},setMediaStreamSource:function(a){this.hasPlaybackControl=!1;this.sourceType=\n",
""mediaStreamNode";this.source=this.context.createMediaStreamSource(a);this.connect();return this},setBuffer:function(a){this.buffer=a;this.sourceType="buffer";this.autoplay&&this.play();return this},play:function(a){void 0===a&&(a=0);if(!0===this.isPlaying)console.warn("THREE.Audio: Audio is already playing.");else if(!1===this.hasPlaybackControl)console.warn("THREE.Audio: this Audio has no playback control.");else return this._startedAt=this.context.currentTime+a,a=this.context.createBufferSource(),\n",
"a.buffer=this.buffer,a.loop=this.loop,a.loopStart=this.loopStart,a.loopEnd=this.loopEnd,a.onended=this.onEnded.bind(this),a.start(this._startedAt,this._pausedAt+this.offset,this.duration),this.isPlaying=!0,this.source=a,this.setDetune(this.detune),this.setPlaybackRate(this.playbackRate),this.connect()},pause:function(){if(!1===this.hasPlaybackControl)console.warn("THREE.Audio: this Audio has no playback control.");else return!0===this.isPlaying&&(this._pausedAt+=Math.max(this.context.currentTime-\n",
"this._startedAt,0)*this.playbackRate,this.source.stop(),this.source.onended=null,this.isPlaying=!1),this},stop:function(){if(!1===this.hasPlaybackControl)console.warn("THREE.Audio: this Audio has no playback control.");else return this._pausedAt=0,this.source.stop(),this.source.onended=null,this.isPlaying=!1,this},connect:function(){if(0<this.filters.length){this.source.connect(this.filters[0]);for(var a=1,b=this.filters.length;a<b;a++)this.filters[a-1].connect(this.filters[a]);this.filters[this.filters.length-\n",
"1].connect(this.getOutput())}else this.source.connect(this.getOutput());return this},disconnect:function(){if(0<this.filters.length){this.source.disconnect(this.filters[0]);for(var a=1,b=this.filters.length;a<b;a++)this.filters[a-1].disconnect(this.filters[a]);this.filters[this.filters.length-1].disconnect(this.getOutput())}else this.source.disconnect(this.getOutput());return this},getFilters:function(){return this.filters},setFilters:function(a){a||(a=[]);!0===this.isPlaying?(this.disconnect(),this.filters=\n",
"a,this.connect()):this.filters=a;return this},setDetune:function(a){this.detune=a;if(void 0!==this.source.detune)return!0===this.isPlaying&&this.source.detune.setTargetAtTime(this.detune,this.context.currentTime,.01),this},getDetune:function(){return this.detune},getFilter:function(){return this.getFilters()[0]},setFilter:function(a){return this.setFilters(a?[a]:[])},setPlaybackRate:function(a){if(!1===this.hasPlaybackControl)console.warn("THREE.Audio: this Audio has no playback control.");else return this.playbackRate=\n",
"a,!0===this.isPlaying&&this.source.playbackRate.setTargetAtTime(this.playbackRate,this.context.currentTime,.01),this},getPlaybackRate:function(){return this.playbackRate},onEnded:function(){this.isPlaying=!1},getLoop:function(){return!1===this.hasPlaybackControl?(console.warn("THREE.Audio: this Audio has no playback control."),!1):this.loop},setLoop:function(a){if(!1===this.hasPlaybackControl)console.warn("THREE.Audio: this Audio has no playback control.");else return this.loop=a,!0===this.isPlaying&&\n",
"(this.source.loop=this.loop),this},setLoopStart:function(a){this.loopStart=a;return this},setLoopEnd:function(a){this.loopEnd=a;return this},getVolume:function(){return this.gain.gain.value},setVolume:function(a){this.gain.gain.setTargetAtTime(a,this.context.currentTime,.01);return this}});var yc=new n,fj=new Aa,el=new n,zc=new n;Jg.prototype=Object.assign(Object.create(id.prototype),{constructor:Jg,getOutput:function(){return this.panner},getRefDistance:function(){return this.panner.refDistance},\n",
"setRefDistance:function(a){this.panner.refDistance=a;return this},getRolloffFactor:function(){return this.panner.rolloffFactor},setRolloffFactor:function(a){this.panner.rolloffFactor=a;return this},getDistanceModel:function(){return this.panner.distanceModel},setDistanceModel:function(a){this.panner.distanceModel=a;return this},getMaxDistance:function(){return this.panner.maxDistance},setMaxDistance:function(a){this.panner.maxDistance=a;return this},setDirectionalCone:function(a,b,c){this.panner.coneInnerAngle=\n",
"a;this.panner.coneOuterAngle=b;this.panner.coneOuterGain=c;return this},updateMatrixWorld:function(a){F.prototype.updateMatrixWorld.call(this,a);if(!0!==this.hasPlaybackControl||!1!==this.isPlaying)if(this.matrixWorld.decompose(yc,fj,el),zc.set(0,0,1).applyQuaternion(fj),a=this.panner,a.positionX){var b=this.context.currentTime+this.listener.timeDelta;a.positionX.linearRampToValueAtTime(yc.x,b);a.positionY.linearRampToValueAtTime(yc.y,b);a.positionZ.linearRampToValueAtTime(yc.z,b);a.orientationX.linearRampToValueAtTime(zc.x,\n",
"b);a.orientationY.linearRampToValueAtTime(zc.y,b);a.orientationZ.linearRampToValueAtTime(zc.z,b)}else a.setPosition(yc.x,yc.y,yc.z),a.setOrientation(zc.x,zc.y,zc.z)}});Object.assign(Kg.prototype,{getFrequencyData:function(){this.analyser.getByteFrequencyData(this.data);return this.data},getAverageFrequency:function(){for(var a=0,b=this.getFrequencyData(),c=0;c<b.length;c++)a+=b[c];return a/b.length}});Object.assign(Lg.prototype,{accumulate:function(a,b){var c=this.buffer,d=this.valueSize;a=a*d+d;\n",
"var e=this.cumulativeWeight;if(0===e){for(e=0;e!==d;++e)c[a+e]=c[e];e=b}else e+=b,this._mixBufferRegion(c,a,0,b/e,d);this.cumulativeWeight=e},apply:function(a){var b=this.valueSize,c=this.buffer;a=a*b+b;var d=this.cumulativeWeight,e=this.binding;this.cumulativeWeight=0;1>d&&this._mixBufferRegion(c,a,3*b,1-d,b);d=b;for(var f=b+b;d!==f;++d)if(c[d]!==c[d+b]){e.setValue(c,a);break}},saveOriginalState:function(){var a=this.buffer,b=this.valueSize,c=3*b;this.binding.getValue(a,c);for(var d=b;d!==c;++d)a[d]=\n",
"a[c+d%b];this.cumulativeWeight=0},restoreOriginalState:function(){this.binding.setValue(this.buffer,3*this.valueSize)},_select:function(a,b,c,d,e){if(.5<=d)for(d=0;d!==e;++d)a[b+d]=a[c+d]},_slerp:function(a,b,c,d){Aa.slerpFlat(a,b,a,b,a,c,d)},_lerp:function(a,b,c,d,e){for(var f=1-d,g=0;g!==e;++g){var h=b+g;a[h]=a[h]*f+a[c+g]*d}}});var fl=/[\\[\\]\\.:\\/]/g,gl="[^"+"\\\\[\\\\]\\\\.:\\\\/".replace("\\\\.","")+"]",hl=/((?:WC+[\\/:])*)/.source.replace("WC","[^\\\\[\\\\]\\\\.:\\\\/]"),il=/(WCOD+)?/.source.replace("WCOD",gl),\n",
"jl=/(?:\\.(WC+)(?:\\[(.+)\\])?)?/.source.replace("WC","[^\\\\[\\\\]\\\\.:\\\\/]"),kl=/\\.(WC+)(?:\\[(.+)\\])?/.source.replace("WC","[^\\\\[\\\\]\\\\.:\\\\/]"),ll=new RegExp("^"+hl+il+jl+kl+"$"),ml=["material","materials","bones"];Object.assign(ni.prototype,{getValue:function(a,b){this.bind();var c=this._bindings[this._targetGroup.nCachedObjects_];void 0!==c&&c.getValue(a,b)},setValue:function(a,b){for(var c=this._bindings,d=this._targetGroup.nCachedObjects_,e=c.length;d!==e;++d)c[d].setValue(a,b)},bind:function(){for(var a=\n",
"this._bindings,b=this._targetGroup.nCachedObjects_,c=a.length;b!==c;++b)a[b].bind()},unbind:function(){for(var a=this._bindings,b=this._targetGroup.nCachedObjects_,c=a.length;b!==c;++b)a[b].unbind()}});Object.assign(ya,{Composite:ni,create:function(a,b,c){return a&&a.isAnimationObjectGroup?new ya.Composite(a,b,c):new ya(a,b,c)},sanitizeNodeName:function(a){return a.replace(/\\s/g,"_").replace(fl,"")},parseTrackName:function(a){var b=ll.exec(a);if(!b)throw Error("PropertyBinding: Cannot parse trackName: "+\n",
"a);b={nodeName:b[2],objectName:b[3],objectIndex:b[4],propertyName:b[5],propertyIndex:b[6]};var c=b.nodeName&&b.nodeName.lastIndexOf(".");if(void 0!==c&&-1!==c){var d=b.nodeName.substring(c+1);-1!==ml.indexOf(d)&&(b.nodeName=b.nodeName.substring(0,c),b.objectName=d)}if(null===b.propertyName||0===b.propertyName.length)throw Error("PropertyBinding: can not parse propertyName from trackName: "+a);return b},findNode:function(a,b){if(!b||""===b||"."===b||-1===b||b===a.name||b===a.uuid)return a;if(a.skeleton){var c=\n",
"a.skeleton.getBoneByName(b);if(void 0!==c)return c}if(a.children){var d=function(a){for(var c=0;c<a.length;c++){var e=a[c];if(e.name===b||e.uuid===b||(e=d(e.children)))return e}return null};if(a=d(a.children))return a}return null}});Object.assign(ya.prototype,{_getValue_unavailable:function(){},_setValue_unavailable:function(){},BindingType:{Direct:0,EntireArray:1,ArrayElement:2,HasFromToArray:3},Versioning:{None:0,NeedsUpdate:1,MatrixWorldNeedsUpdate:2},GetterByBindingType:[function(a,b){a[b]=this.node[this.propertyName]},\n",
"function(a,b){for(var c=this.resolvedProperty,d=0,e=c.length;d!==e;++d)a[b++]=c[d]},function(a,b){a[b]=this.resolvedProperty[this.propertyIndex]},function(a,b){this.resolvedProperty.toArray(a,b)}],SetterByBindingTypeAndVersioning:[[function(a,b){this.targetObject[this.propertyName]=a[b]},function(a,b){this.targetObject[this.propertyName]=a[b];this.targetObject.needsUpdate=!0},function(a,b){this.targetObject[this.propertyName]=a[b];this.targetObject.matrixWorldNeedsUpdate=!0}],[function(a,b){for(var c=\n",
"this.resolvedProperty,d=0,e=c.length;d!==e;++d)c[d]=a[b++]},function(a,b){for(var c=this.resolvedProperty,d=0,e=c.length;d!==e;++d)c[d]=a[b++];this.targetObject.needsUpdate=!0},function(a,b){for(var c=this.resolvedProperty,d=0,e=c.length;d!==e;++d)c[d]=a[b++];this.targetObject.matrixWorldNeedsUpdate=!0}],[function(a,b){this.resolvedProperty[this.propertyIndex]=a[b]},function(a,b){this.resolvedProperty[this.propertyIndex]=a[b];this.targetObject.needsUpdate=!0},function(a,b){this.resolvedProperty[this.propertyIndex]=\n",
"a[b];this.targetObject.matrixWorldNeedsUpdate=!0}],[function(a,b){this.resolvedProperty.fromArray(a,b)},function(a,b){this.resolvedProperty.fromArray(a,b);this.targetObject.needsUpdate=!0},function(a,b){this.resolvedProperty.fromArray(a,b);this.targetObject.matrixWorldNeedsUpdate=!0}]],getValue:function(a,b){this.bind();this.getValue(a,b)},setValue:function(a,b){this.bind();this.setValue(a,b)},bind:function(){var a=this.node,b=this.parsedPath,c=b.objectName,d=b.propertyName,e=b.propertyIndex;a||(this.node=\n",
"a=ya.findNode(this.rootNode,b.nodeName)||this.rootNode);this.getValue=this._getValue_unavailable;this.setValue=this._setValue_unavailable;if(a){if(c){var f=b.objectIndex;switch(c){case "materials":if(!a.material){console.error("THREE.PropertyBinding: Can not bind to material as node does not have a material.",this);return}if(!a.material.materials){console.error("THREE.PropertyBinding: Can not bind to material.materials as node.material does not have a materials array.",this);return}a=a.material.materials;\n",
"break;case "bones":if(!a.skeleton){console.error("THREE.PropertyBinding: Can not bind to bones as node does not have a skeleton.",this);return}a=a.skeleton.bones;for(c=0;c<a.length;c++)if(a[c].name===f){f=c;break}break;default:if(void 0===a[c]){console.error("THREE.PropertyBinding: Can not bind to objectName of node undefined.",this);return}a=a[c]}if(void 0!==f){if(void 0===a[f]){console.error("THREE.PropertyBinding: Trying to bind to objectIndex of objectName, but is undefined.",this,a);return}a=\n",
"a[f]}}f=a[d];if(void 0===f)console.error("THREE.PropertyBinding: Trying to update property for track: "+b.nodeName+"."+d+" but it wasn't found.",a);else{b=this.Versioning.None;this.targetObject=a;void 0!==a.needsUpdate?b=this.Versioning.NeedsUpdate:void 0!==a.matrixWorldNeedsUpdate&&(b=this.Versioning.MatrixWorldNeedsUpdate);c=this.BindingType.Direct;if(void 0!==e){if("morphTargetInfluences"===d){if(!a.geometry){console.error("THREE.PropertyBinding: Can not bind to morphTargetInfluences because node does not have a geometry.",\n",
"this);return}if(a.geometry.isBufferGeometry){if(!a.geometry.morphAttributes){console.error("THREE.PropertyBinding: Can not bind to morphTargetInfluences because node does not have a geometry.morphAttributes.",this);return}for(c=0;c<this.node.geometry.morphAttributes.position.length;c++)if(a.geometry.morphAttributes.position[c].name===e){e=c;break}}else{if(!a.geometry.morphTargets){console.error("THREE.PropertyBinding: Can not bind to morphTargetInfluences because node does not have a geometry.morphTargets.",\n",
"this);return}for(c=0;c<this.node.geometry.morphTargets.length;c++)if(a.geometry.morphTargets[c].name===e){e=c;break}}}c=this.BindingType.ArrayElement;this.resolvedProperty=f;this.propertyIndex=e}else void 0!==f.fromArray&&void 0!==f.toArray?(c=this.BindingType.HasFromToArray,this.resolvedProperty=f):Array.isArray(f)?(c=this.BindingType.EntireArray,this.resolvedProperty=f):this.propertyName=d;this.getValue=this.GetterByBindingType[c];this.setValue=this.SetterByBindingTypeAndVersioning[c][b]}}else console.error("THREE.PropertyBinding: Trying to update node for track: "+\n",
"this.path+" but it wasn't found.")},unbind:function(){this.node=null;this.getValue=this._getValue_unbound;this.setValue=this._setValue_unbound}});Object.assign(ya.prototype,{_getValue_unbound:ya.prototype.getValue,_setValue_unbound:ya.prototype.setValue});Object.assign(oi.prototype,{isAnimationObjectGroup:!0,add:function(){for(var a=this._objects,b=a.length,c=this.nCachedObjects_,d=this._indicesByUUID,e=this._paths,f=this._parsedPaths,g=this._bindings,h=g.length,k=void 0,m=0,n=arguments.length;m!==\n",
"n;++m){var p=arguments[m],t=p.uuid,r=d[t];if(void 0===r){r=b++;d[t]=r;a.push(p);t=0;for(var q=h;t!==q;++t)g[t].push(new ya(p,e[t],f[t]))}else if(r<c){k=a[r];var v=--c;q=a[v];d[q.uuid]=r;a[r]=q;d[t]=v;a[v]=p;t=0;for(q=h;t!==q;++t){var y=g[t],w=y[r];y[r]=y[v];void 0===w&&(w=new ya(p,e[t],f[t]));y[v]=w}}else a[r]!==k&&console.error("THREE.AnimationObjectGroup: Different objects with the same UUID detected. Clean the caches or recreate your infrastructure when reloading scenes.")}this.nCachedObjects_=\n",
"c},remove:function(){for(var a=this._objects,b=this.nCachedObjects_,c=this._indicesByUUID,d=this._bindings,e=d.length,f=0,g=arguments.length;f!==g;++f){var h=arguments[f],k=h.uuid,m=c[k];if(void 0!==m&&m>=b){var n=b++,p=a[n];c[p.uuid]=m;a[m]=p;c[k]=n;a[n]=h;h=0;for(k=e;h!==k;++h){p=d[h];var t=p[m];p[m]=p[n];p[n]=t}}}this.nCachedObjects_=b},uncache:function(){for(var a=this._objects,b=a.length,c=this.nCachedObjects_,d=this._indicesByUUID,e=this._bindings,f=e.length,g=0,h=arguments.length;g!==h;++g){var k=\n",
"arguments[g].uuid,m=d[k];if(void 0!==m)if(delete d[k],m<c){k=--c;var n=a[k],p=--b,t=a[p];d[n.uuid]=m;a[m]=n;d[t.uuid]=k;a[k]=t;a.pop();n=0;for(t=f;n!==t;++n){var r=e[n],q=r[p];r[m]=r[k];r[k]=q;r.pop()}}else for(p=--b,t=a[p],d[t.uuid]=m,a[m]=t,a.pop(),n=0,t=f;n!==t;++n)r=e[n],r[m]=r[p],r.pop()}this.nCachedObjects_=c},subscribe_:function(a,b){var c=this._bindingsIndicesByPath,d=c[a],e=this._bindings;if(void 0!==d)return e[d];var f=this._paths,g=this._parsedPaths,h=this._objects,k=this.nCachedObjects_,\n",
"m=Array(h.length);d=e.length;c[a]=d;f.push(a);g.push(b);e.push(m);c=k;for(d=h.length;c!==d;++c)m[c]=new ya(h[c],a,b);return m},unsubscribe_:function(a){var b=this._bindingsIndicesByPath,c=b[a];if(void 0!==c){var d=this._paths,e=this._parsedPaths,f=this._bindings,g=f.length-1,h=f[g];b[a[g]]=c;f[c]=h;f.pop();e[c]=e[g];e.pop();d[c]=d[g];d.pop()}}});Object.assign(pi.prototype,{play:function(){this._mixer._activateAction(this);return this},stop:function(){this._mixer._deactivateAction(this);return this.reset()},\n",
"reset:function(){this.paused=!1;this.enabled=!0;this.time=0;this._loopCount=-1;this._startTime=null;return this.stopFading().stopWarping()},isRunning:function(){return this.enabled&&!this.paused&&0!==this.timeScale&&null===this._startTime&&this._mixer._isActiveAction(this)},isScheduled:function(){return this._mixer._isActiveAction(this)},startAt:function(a){this._startTime=a;return this},setLoop:function(a,b){this.loop=a;this.repetitions=b;return this},setEffectiveWeight:function(a){this.weight=a;\n",
"this._effectiveWeight=this.enabled?a:0;return this.stopFading()},getEffectiveWeight:function(){return this._effectiveWeight},fadeIn:function(a){return this._scheduleFading(a,0,1)},fadeOut:function(a){return this._scheduleFading(a,1,0)},crossFadeFrom:function(a,b,c){a.fadeOut(b);this.fadeIn(b);if(c){c=this._clip.duration;var d=a._clip.duration,e=c/d;a.warp(1,d/c,b);this.warp(e,1,b)}return this},crossFadeTo:function(a,b,c){return a.crossFadeFrom(this,b,c)},stopFading:function(){var a=this._weightInterpolant;\n",
"null!==a&&(this._weightInterpolant=null,this._mixer._takeBackControlInterpolant(a));return this},setEffectiveTimeScale:function(a){this.timeScale=a;this._effectiveTimeScale=this.paused?0:a;return this.stopWarping()},getEffectiveTimeScale:function(){return this._effectiveTimeScale},setDuration:function(a){this.timeScale=this._clip.duration/a;return this.stopWarping()},syncWith:function(a){this.time=a.time;this.timeScale=a.timeScale;return this.stopWarping()},halt:function(a){return this.warp(this._effectiveTimeScale,\n",
"0,a)},warp:function(a,b,c){var d=this._mixer,e=d.time,f=this._timeScaleInterpolant,g=this.timeScale;null===f&&(this._timeScaleInterpolant=f=d._lendControlInterpolant());d=f.parameterPositions;f=f.sampleValues;d[0]=e;d[1]=e+c;f[0]=a/g;f[1]=b/g;return this},stopWarping:function(){var a=this._timeScaleInterpolant;null!==a&&(this._timeScaleInterpolant=null,this._mixer._takeBackControlInterpolant(a));return this},getMixer:function(){return this._mixer},getClip:function(){return this._clip},getRoot:function(){return this._localRoot||\n",
"this._mixer._root},_update:function(a,b,c,d){if(this.enabled){var e=this._startTime;if(null!==e){b=(a-e)*c;if(0>b||0===c)return;this._startTime=null;b*=c}b*=this._updateTimeScale(a);c=this._updateTime(b);a=this._updateWeight(a);if(0<a){b=this._interpolants;e=this._propertyBindings;for(var f=0,g=b.length;f!==g;++f)b[f].evaluate(c),e[f].accumulate(d,a)}}else this._updateWeight(a)},_updateWeight:function(a){var b=0;if(this.enabled){b=this.weight;var c=this._weightInterpolant;if(null!==c){var d=c.evaluate(a)[0];\n",
"b*=d;a>c.parameterPositions[1]&&(this.stopFading(),0===d&&(this.enabled=!1))}}return this._effectiveWeight=b},_updateTimeScale:function(a){var b=0;if(!this.paused){b=this.timeScale;var c=this._timeScaleInterpolant;if(null!==c){var d=c.evaluate(a)[0];b*=d;a>c.parameterPositions[1]&&(this.stopWarping(),0===b?this.paused=!0:this.timeScale=b)}}return this._effectiveTimeScale=b},_updateTime:function(a){var b=this.time+a,c=this._clip.duration,d=this.loop,e=this._loopCount,f=2202===d;if(0===a)return-1===\n",
"e?b:f&&1===(e&1)?c-b:b;if(2200===d)a:{if(-1===e&&(this._loopCount=0,this._setEndings(!0,!0,!1)),b>=c)b=c;else if(0>b)b=0;else{this.time=b;break a}this.clampWhenFinished?this.paused=!0:this.enabled=!1;this.time=b;this._mixer.dispatchEvent({type:"finished",action:this,direction:0>a?-1:1})}else{-1===e&&(0<=a?(e=0,this._setEndings(!0,0===this.repetitions,f)):this._setEndings(0===this.repetitions,!0,f));if(b>=c||0>b){d=Math.floor(b/c);b-=c*d;e+=Math.abs(d);var g=this.repetitions-e;0>=g?(this.clampWhenFinished?\n",
"this.paused=!0:this.enabled=!1,this.time=b=0<a?c:0,this._mixer.dispatchEvent({type:"finished",action:this,direction:0<a?1:-1})):(1===g?(a=0>a,this._setEndings(a,!a,f)):this._setEndings(!1,!1,f),this._loopCount=e,this.time=b,this._mixer.dispatchEvent({type:"loop",action:this,loopDelta:d}))}else this.time=b;if(f&&1===(e&1))return c-b}return b},_setEndings:function(a,b,c){var d=this._interpolantSettings;c?(d.endingStart=2401,d.endingEnd=2401):(d.endingStart=a?this.zeroSlopeAtStart?2401:2400:2402,d.endingEnd=\n",
"b?this.zeroSlopeAtEnd?2401:2400:2402)},_scheduleFading:function(a,b,c){var d=this._mixer,e=d.time,f=this._weightInterpolant;null===f&&(this._weightInterpolant=f=d._lendControlInterpolant());d=f.parameterPositions;f=f.sampleValues;d[0]=e;f[0]=b;d[1]=e+a;f[1]=c;return this}});Mg.prototype=Object.assign(Object.create(Ea.prototype),{constructor:Mg,_bindAction:function(a,b){var c=a._localRoot||this._root,d=a._clip.tracks,e=d.length,f=a._propertyBindings;a=a._interpolants;var g=c.uuid,h=this._bindingsByRootAndName,\n",
"k=h[g];void 0===k&&(k={},h[g]=k);for(h=0;h!==e;++h){var m=d[h],n=m.name,p=k[n];if(void 0===p){p=f[h];if(void 0!==p){null===p._cacheIndex&&(++p.referenceCount,this._addInactiveBinding(p,g,n));continue}p=new Lg(ya.create(c,n,b&&b._propertyBindings[h].binding.parsedPath),m.ValueTypeName,m.getValueSize());++p.referenceCount;this._addInactiveBinding(p,g,n)}f[h]=p;a[h].resultBuffer=p.buffer}},_activateAction:function(a){if(!this._isActiveAction(a)){if(null===a._cacheIndex){var b=(a._localRoot||this._root).uuid,\n",
"c=a._clip.uuid,d=this._actionsByClip[c];this._bindAction(a,d&&d.knownActions[0]);this._addInactiveAction(a,c,b)}b=a._propertyBindings;c=0;for(d=b.length;c!==d;++c){var e=b[c];0===e.useCount++&&(this._lendBinding(e),e.saveOriginalState())}this._lendAction(a)}},_deactivateAction:function(a){if(this._isActiveAction(a)){for(var b=a._propertyBindings,c=0,d=b.length;c!==d;++c){var e=b[c];0===--e.useCount&&(e.restoreOriginalState(),this._takeBackBinding(e))}this._takeBackAction(a)}},_initMemoryManager:function(){this._actions=\n",
"[];this._nActiveActions=0;this._actionsByClip={};this._bindings=[];this._nActiveBindings=0;this._bindingsByRootAndName={};this._controlInterpolants=[];this._nActiveControlInterpolants=0;var a=this;this.stats={actions:{get total(){return a._actions.length},get inUse(){return a._nActiveActions}},bindings:{get total(){return a._bindings.length},get inUse(){return a._nActiveBindings}},controlInterpolants:{get total(){return a._controlInterpolants.length},get inUse(){return a._nActiveControlInterpolants}}}},\n",
"_isActiveAction:function(a){a=a._cacheIndex;return null!==a&&a<this._nActiveActions},_addInactiveAction:function(a,b,c){var d=this._actions,e=this._actionsByClip,f=e[b];void 0===f?(f={knownActions:[a],actionByRoot:{}},a._byClipCacheIndex=0,e[b]=f):(b=f.knownActions,a._byClipCacheIndex=b.length,b.push(a));a._cacheIndex=d.length;d.push(a);f.actionByRoot[c]=a},_removeInactiveAction:function(a){var b=this._actions,c=b[b.length-1],d=a._cacheIndex;c._cacheIndex=d;b[d]=c;b.pop();a._cacheIndex=null;b=a._clip.uuid;\n",
"c=this._actionsByClip;d=c[b];var e=d.knownActions,f=e[e.length-1],g=a._byClipCacheIndex;f._byClipCacheIndex=g;e[g]=f;e.pop();a._byClipCacheIndex=null;delete d.actionByRoot[(a._localRoot||this._root).uuid];0===e.length&&delete c[b];this._removeInactiveBindingsForAction(a)},_removeInactiveBindingsForAction:function(a){a=a._propertyBindings;for(var b=0,c=a.length;b!==c;++b){var d=a[b];0===--d.referenceCount&&this._removeInactiveBinding(d)}},_lendAction:function(a){var b=this._actions,c=a._cacheIndex,\n",
"d=this._nActiveActions++,e=b[d];a._cacheIndex=d;b[d]=a;e._cacheIndex=c;b[c]=e},_takeBackAction:function(a){var b=this._actions,c=a._cacheIndex,d=--this._nActiveActions,e=b[d];a._cacheIndex=d;b[d]=a;e._cacheIndex=c;b[c]=e},_addInactiveBinding:function(a,b,c){var d=this._bindingsByRootAndName,e=d[b],f=this._bindings;void 0===e&&(e={},d[b]=e);e[c]=a;a._cacheIndex=f.length;f.push(a)},_removeInactiveBinding:function(a){var b=this._bindings,c=a.binding,d=c.rootNode.uuid;c=c.path;var e=this._bindingsByRootAndName,\n",
"f=e[d],g=b[b.length-1];a=a._cacheIndex;g._cacheIndex=a;b[a]=g;b.pop();delete f[c];0===Object.keys(f).length&&delete e[d]},_lendBinding:function(a){var b=this._bindings,c=a._cacheIndex,d=this._nActiveBindings++,e=b[d];a._cacheIndex=d;b[d]=a;e._cacheIndex=c;b[c]=e},_takeBackBinding:function(a){var b=this._bindings,c=a._cacheIndex,d=--this._nActiveBindings,e=b[d];a._cacheIndex=d;b[d]=a;e._cacheIndex=c;b[c]=e},_lendControlInterpolant:function(){var a=this._controlInterpolants,b=this._nActiveControlInterpolants++,\n",
"c=a[b];void 0===c&&(c=new ne(new Float32Array(2),new Float32Array(2),1,this._controlInterpolantsResultBuffer),c.__cacheIndex=b,a[b]=c);return c},_takeBackControlInterpolant:function(a){var b=this._controlInterpolants,c=a.__cacheIndex,d=--this._nActiveControlInterpolants,e=b[d];a.__cacheIndex=d;b[d]=a;e.__cacheIndex=c;b[c]=e},_controlInterpolantsResultBuffer:new Float32Array(1),clipAction:function(a,b){var c=b||this._root,d=c.uuid;c="string"===typeof a?Qa.findByName(c,a):a;a=null!==c?c.uuid:a;var e=\n",
"this._actionsByClip[a],f=null;if(void 0!==e){f=e.actionByRoot[d];if(void 0!==f)return f;f=e.knownActions[0];null===c&&(c=f._clip)}if(null===c)return null;b=new pi(this,c,b);this._bindAction(b,f);this._addInactiveAction(b,a,d);return b},existingAction:function(a,b){var c=b||this._root;b=c.uuid;c="string"===typeof a?Qa.findByName(c,a):a;a=this._actionsByClip[c?c.uuid:a];return void 0!==a?a.actionByRoot[b]||null:null},stopAllAction:function(){for(var a=this._actions,b=this._nActiveActions,c=this._bindings,\n",
"d=this._nActiveBindings,e=this._nActiveBindings=this._nActiveActions=0;e!==b;++e)a[e].reset();for(e=0;e!==d;++e)c[e].useCount=0;return this},update:function(a){a*=this.timeScale;for(var b=this._actions,c=this._nActiveActions,d=this.time+=a,e=Math.sign(a),f=this._accuIndex^=1,g=0;g!==c;++g)b[g]._update(d,a,e,f);a=this._bindings;b=this._nActiveBindings;for(g=0;g!==b;++g)a[g].apply(f);return this},setTime:function(a){for(var b=this.time=0;b<this._actions.length;b++)this._actions[b].time=0;return this.update(a)},\n",
"getRoot:function(){return this._root},uncacheClip:function(a){var b=this._actions;a=a.uuid;var c=this._actionsByClip,d=c[a];if(void 0!==d){d=d.knownActions;for(var e=0,f=d.length;e!==f;++e){var g=d[e];this._deactivateAction(g);var h=g._cacheIndex,k=b[b.length-1];g._cacheIndex=null;g._byClipCacheIndex=null;k._cacheIndex=h;b[h]=k;b.pop();this._removeInactiveBindingsForAction(g)}delete c[a]}},uncacheRoot:function(a){a=a.uuid;var b=this._actionsByClip;for(d in b){var c=b[d].actionByRoot[a];void 0!==c&&\n",
"(this._deactivateAction(c),this._removeInactiveAction(c))}var d=this._bindingsByRootAndName[a];if(void 0!==d)for(var e in d)a=d[e],a.restoreOriginalState(),this._removeInactiveBinding(a)},uncacheAction:function(a,b){a=this.existingAction(a,b);null!==a&&(this._deactivateAction(a),this._removeInactiveAction(a))}});vf.prototype.clone=function(){return new vf(void 0===this.value.clone?this.value:this.value.clone())};Ng.prototype=Object.assign(Object.create(rb.prototype),{constructor:Ng,isInstancedInterleavedBuffer:!0,\n",
"copy:function(a){rb.prototype.copy.call(this,a);this.meshPerAttribute=a.meshPerAttribute;return this}});Object.assign(Og.prototype,{set:function(a,b){this.ray.set(a,b)},setFromCamera:function(a,b){b&&b.isPerspectiveCamera?(this.ray.origin.setFromMatrixPosition(b.matrixWorld),this.ray.direction.set(a.x,a.y,.5).unproject(b).sub(this.ray.origin).normalize(),this.camera=b):b&&b.isOrthographicCamera?(this.ray.origin.set(a.x,a.y,(b.near+b.far)/(b.near-b.far)).unproject(b),this.ray.direction.set(0,0,-1).transformDirection(b.matrixWorld),\n",
"this.camera=b):console.error("THREE.Raycaster: Unsupported camera type.")},intersectObject:function(a,b,c){c=c||[];Pg(a,this,c,b);c.sort(qi);return c},intersectObjects:function(a,b,c){c=c||[];if(!1===Array.isArray(a))return console.warn("THREE.Raycaster.intersectObjects: objects is not an Array."),c;for(var d=0,e=a.length;d<e;d++)Pg(a[d],this,c,b);c.sort(qi);return c}});Object.assign(ri.prototype,{set:function(a,b,c){this.radius=a;this.phi=b;this.theta=c;return this},clone:function(){return(new this.constructor).copy(this)},\n",
"copy:function(a){this.radius=a.radius;this.phi=a.phi;this.theta=a.theta;return this},makeSafe:function(){this.phi=Math.max(1E-6,Math.min(Math.PI-1E-6,this.phi));return this},setFromVector3:function(a){return this.setFromCartesianCoords(a.x,a.y,a.z)},setFromCartesianCoords:function(a,b,c){this.radius=Math.sqrt(a*a+b*b+c*c);0===this.radius?this.phi=this.theta=0:(this.theta=Math.atan2(a,c),this.phi=Math.acos(L.clamp(b/this.radius,-1,1)));return this}});Object.assign(si.prototype,{set:function(a,b,c){this.radius=\n",
"a;this.theta=b;this.y=c;return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.radius=a.radius;this.theta=a.theta;this.y=a.y;return this},setFromVector3:function(a){return this.setFromCartesianCoords(a.x,a.y,a.z)},setFromCartesianCoords:function(a,b,c){this.radius=Math.sqrt(a*a+c*c);this.theta=Math.atan2(a,c);this.y=b;return this}});var gj=new t;Object.assign(Qg.prototype,{set:function(a,b){this.min.copy(a);this.max.copy(b);return this},setFromPoints:function(a){this.makeEmpty();\n",
"for(var b=0,c=a.length;b<c;b++)this.expandByPoint(a[b]);return this},setFromCenterAndSize:function(a,b){b=gj.copy(b).multiplyScalar(.5);this.min.copy(a).sub(b);this.max.copy(a).add(b);return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.min.copy(a.min);this.max.copy(a.max);return this},makeEmpty:function(){this.min.x=this.min.y=Infinity;this.max.x=this.max.y=-Infinity;return this},isEmpty:function(){return this.max.x<this.min.x||this.max.y<this.min.y},getCenter:function(a){void 0===\n",
"a&&(console.warn("THREE.Box2: .getCenter() target is now required"),a=new t);return this.isEmpty()?a.set(0,0):a.addVectors(this.min,this.max).multiplyScalar(.5)},getSize:function(a){void 0===a&&(console.warn("THREE.Box2: .getSize() target is now required"),a=new t);return this.isEmpty()?a.set(0,0):a.subVectors(this.max,this.min)},expandByPoint:function(a){this.min.min(a);this.max.max(a);return this},expandByVector:function(a){this.min.sub(a);this.max.add(a);return this},expandByScalar:function(a){this.min.addScalar(-a);\n",
"this.max.addScalar(a);return this},containsPoint:function(a){return a.x<this.min.x||a.x>this.max.x||a.y<this.min.y||a.y>this.max.y?!1:!0},containsBox:function(a){return this.min.x<=a.min.x&&a.max.x<=this.max.x&&this.min.y<=a.min.y&&a.max.y<=this.max.y},getParameter:function(a,b){void 0===b&&(console.warn("THREE.Box2: .getParameter() target is now required"),b=new t);return b.set((a.x-this.min.x)/(this.max.x-this.min.x),(a.y-this.min.y)/(this.max.y-this.min.y))},intersectsBox:function(a){return a.max.x<\n",
"this.min.x||a.min.x>this.max.x||a.max.y<this.min.y||a.min.y>this.max.y?!1:!0},clampPoint:function(a,b){void 0===b&&(console.warn("THREE.Box2: .clampPoint() target is now required"),b=new t);return b.copy(a).clamp(this.min,this.max)},distanceToPoint:function(a){return gj.copy(a).clamp(this.min,this.max).sub(a).length()},intersect:function(a){this.min.max(a.min);this.max.min(a.max);return this},union:function(a){this.min.min(a.min);this.max.max(a.max);return this},translate:function(a){this.min.add(a);\n",
"this.max.add(a);return this},equals:function(a){return a.min.equals(this.min)&&a.max.equals(this.max)}});var hj=new n,Vf=new n;Object.assign(Rg.prototype,{set:function(a,b){this.start.copy(a);this.end.copy(b);return this},clone:function(){return(new this.constructor).copy(this)},copy:function(a){this.start.copy(a.start);this.end.copy(a.end);return this},getCenter:function(a){void 0===a&&(console.warn("THREE.Line3: .getCenter() target is now required"),a=new n);return a.addVectors(this.start,this.end).multiplyScalar(.5)},\n",
"delta:function(a){void 0===a&&(console.warn("THREE.Line3: .delta() target is now required"),a=new n);return a.subVectors(this.end,this.start)},distanceSq:function(){return this.start.distanceToSquared(this.end)},distance:function(){return this.start.distanceTo(this.end)},at:function(a,b){void 0===b&&(console.warn("THREE.Line3: .at() target is now required"),b=new n);return this.delta(b).multiplyScalar(a).add(this.start)},closestPointToPointParameter:function(a,b){hj.subVectors(a,this.start);Vf.subVectors(this.end,\n",
"this.start);a=Vf.dot(Vf);a=Vf.dot(hj)/a;b&&(a=L.clamp(a,0,1));return a},closestPointToPoint:function(a,b,c){a=this.closestPointToPointParameter(a,b);void 0===c&&(console.warn("THREE.Line3: .closestPointToPoint() target is now required"),c=new n);return this.delta(c).multiplyScalar(a).add(this.start)},applyMatrix4:function(a){this.start.applyMatrix4(a);this.end.applyMatrix4(a);return this},equals:function(a){return a.start.equals(this.start)&&a.end.equals(this.end)}});re.prototype=Object.create(F.prototype);\n",
"re.prototype.constructor=re;re.prototype.isImmediateRenderObject=!0;var ij=new n;jd.prototype=Object.create(F.prototype);jd.prototype.constructor=jd;jd.prototype.dispose=function(){this.cone.geometry.dispose();this.cone.material.dispose()};jd.prototype.update=function(){this.light.updateMatrixWorld();var a=this.light.distance?this.light.distance:1E3,b=a*Math.tan(this.light.angle);this.cone.scale.set(b,b,a);ij.setFromMatrixPosition(this.light.target.matrixWorld);this.cone.lookAt(ij);void 0!==this.color?\n",
"this.cone.material.color.set(this.color):this.cone.material.color.copy(this.light.color)};var Qb=new n,Wf=new P,vh=new P;rc.prototype=Object.create(ma.prototype);rc.prototype.constructor=rc;rc.prototype.isSkeletonHelper=!0;rc.prototype.updateMatrixWorld=function(a){var b=this.bones,c=this.geometry,d=c.getAttribute("position");vh.getInverse(this.root.matrixWorld);for(var e=0,f=0;e<b.length;e++){var g=b[e];g.parent&&g.parent.isBone&&(Wf.multiplyMatrices(vh,g.matrixWorld),Qb.setFromMatrixPosition(Wf),\n",
"d.setXYZ(f,Qb.x,Qb.y,Qb.z),Wf.multiplyMatrices(vh,g.parent.matrixWorld),Qb.setFromMatrixPosition(Wf),d.setXYZ(f+1,Qb.x,Qb.y,Qb.z),f+=2)}c.getAttribute("position").needsUpdate=!0;F.prototype.updateMatrixWorld.call(this,a)};kd.prototype=Object.create(S.prototype);kd.prototype.constructor=kd;kd.prototype.dispose=function(){this.geometry.dispose();this.material.dispose()};kd.prototype.update=function(){void 0!==this.color?this.material.color.set(this.color):this.material.color.copy(this.light.color)};\n",
"var nl=new n,jj=new A,kj=new A;ld.prototype=Object.create(F.prototype);ld.prototype.constructor=ld;ld.prototype.dispose=function(){this.children[0].geometry.dispose();this.children[0].material.dispose()};ld.prototype.update=function(){var a=this.children[0];if(void 0!==this.color)this.material.color.set(this.color);else{var b=a.geometry.getAttribute("color");jj.copy(this.light.color);kj.copy(this.light.groundColor);for(var c=0,d=b.count;c<d;c++){var e=c<d/2?jj:kj;b.setXYZ(c,e.r,e.g,e.b)}b.needsUpdate=\n",
"!0}a.lookAt(nl.setFromMatrixPosition(this.light.matrixWorld).negate())};wf.prototype=Object.assign(Object.create(ma.prototype),{constructor:wf,copy:function(a){ma.prototype.copy.call(this,a);this.geometry.copy(a.geometry);this.material.copy(a.material);return this},clone:function(){return(new this.constructor).copy(this)}});xf.prototype=Object.create(ma.prototype);xf.prototype.constructor=xf;var lj=new n,Xf=new n,mj=new n;md.prototype=Object.create(F.prototype);md.prototype.constructor=md;md.prototype.dispose=\n",
"function(){this.lightPlane.geometry.dispose();this.lightPlane.material.dispose();this.targetLine.geometry.dispose();this.targetLine.material.dispose()};md.prototype.update=function(){lj.setFromMatrixPosition(this.light.matrixWorld);Xf.setFromMatrixPosition(this.light.target.matrixWorld);mj.subVectors(Xf,lj);this.lightPlane.lookAt(Xf);void 0!==this.color?(this.lightPlane.material.color.set(this.color),this.targetLine.material.color.set(this.color)):(this.lightPlane.material.color.copy(this.light.color),\n",
"this.targetLine.material.color.copy(this.light.color));this.targetLine.lookAt(Xf);this.targetLine.scale.z=mj.length()};var yf=new n,ja=new db;se.prototype=Object.create(ma.prototype);se.prototype.constructor=se;se.prototype.update=function(){var a=this.geometry,b=this.pointMap;ja.projectionMatrixInverse.copy(this.camera.projectionMatrixInverse);na("c",b,a,ja,0,0,-1);na("t",b,a,ja,0,0,1);na("n1",b,a,ja,-1,-1,-1);na("n2",b,a,ja,1,-1,-1);na("n3",b,a,ja,-1,1,-1);na("n4",b,a,ja,1,1,-1);na("f1",b,a,ja,\n",
"-1,-1,1);na("f2",b,a,ja,1,-1,1);na("f3",b,a,ja,-1,1,1);na("f4",b,a,ja,1,1,1);na("u1",b,a,ja,.7,1.1,-1);na("u2",b,a,ja,-.7,1.1,-1);na("u3",b,a,ja,0,2,-1);na("cf1",b,a,ja,-1,0,1);na("cf2",b,a,ja,1,0,1);na("cf3",b,a,ja,0,-1,1);na("cf4",b,a,ja,0,1,1);na("cn1",b,a,ja,-1,0,-1);na("cn2",b,a,ja,1,0,-1);na("cn3",b,a,ja,0,-1,-1);na("cn4",b,a,ja,0,1,-1);a.getAttribute("position").needsUpdate=!0};var Yf=new Sa;wb.prototype=Object.create(ma.prototype);wb.prototype.constructor=wb;wb.prototype.update=function(a){void 0!==\n",
"a&&console.warn("THREE.BoxHelper: .update() has no longer arguments.");void 0!==this.object&&Yf.setFromObject(this.object);if(!Yf.isEmpty()){a=Yf.min;var b=Yf.max,c=this.geometry.attributes.position,d=c.array;d[0]=b.x;d[1]=b.y;d[2]=b.z;d[3]=a.x;d[4]=b.y;d[5]=b.z;d[6]=a.x;d[7]=a.y;d[8]=b.z;d[9]=b.x;d[10]=a.y;d[11]=b.z;d[12]=b.x;d[13]=b.y;d[14]=a.z;d[15]=a.x;d[16]=b.y;d[17]=a.z;d[18]=a.x;d[19]=a.y;d[20]=a.z;d[21]=b.x;d[22]=a.y;d[23]=a.z;c.needsUpdate=!0;this.geometry.computeBoundingSphere()}};wb.prototype.setFromObject=\n",
"function(a){this.object=a;this.update();return this};wb.prototype.copy=function(a){ma.prototype.copy.call(this,a);this.object=a.object;return this};wb.prototype.clone=function(){return(new this.constructor).copy(this)};te.prototype=Object.create(ma.prototype);te.prototype.constructor=te;te.prototype.updateMatrixWorld=function(a){var b=this.box;b.isEmpty()||(b.getCenter(this.position),b.getSize(this.scale),this.scale.multiplyScalar(.5),F.prototype.updateMatrixWorld.call(this,a))};ue.prototype=Object.create(Ka.prototype);\n",
"ue.prototype.constructor=ue;ue.prototype.updateMatrixWorld=function(a){var b=-this.plane.constant;1E-8>Math.abs(b)&&(b=1E-8);this.scale.set(.5*this.size,.5*this.size,b);this.children[0].material.side=0>b?1:0;this.lookAt(this.plane.normal);F.prototype.updateMatrixWorld.call(this,a)};var nj=new n,zf,Sg;xb.prototype=Object.create(F.prototype);xb.prototype.constructor=xb;xb.prototype.setDirection=function(a){.99999<a.y?this.quaternion.set(0,0,0,1):-.99999>a.y?this.quaternion.set(1,0,0,0):(nj.set(a.z,\n",
"0,-a.x).normalize(),this.quaternion.setFromAxisAngle(nj,Math.acos(a.y)))};xb.prototype.setLength=function(a,b,c){void 0===b&&(b=.2*a);void 0===c&&(c=.2*b);this.line.scale.set(1,Math.max(1E-4,a-b),1);this.line.updateMatrix();this.cone.scale.set(c,b,c);this.cone.position.y=a;this.cone.updateMatrix()};xb.prototype.setColor=function(a){this.line.material.color.set(a);this.cone.material.color.set(a)};xb.prototype.copy=function(a){F.prototype.copy.call(this,a,!1);this.line.copy(a.line);this.cone.copy(a.cone);\n",
"return this};xb.prototype.clone=function(){return(new this.constructor).copy(this)};ve.prototype=Object.create(ma.prototype);ve.prototype.constructor=ve;var kb=Math.pow(2,8),oj=[.125,.215,.35,.446,.526,.582],yi=5+oj.length,lb={3E3:0,3001:1,3002:2,3004:3,3005:4,3006:5,3007:6},Wg=new hd,Af=function(a){var b=new Float32Array(a),c=new n(0,1,0);a=new ub({defines:{n:a},uniforms:{envMap:{value:null},samples:{value:1},weights:{value:b},latitudinal:{value:!1},dTheta:{value:0},mipInt:{value:0},poleAxis:{value:c},\n",
"inputEncoding:{value:lb[3E3]},outputEncoding:{value:lb[3E3]}},vertexShader:Yg(),fragmentShader:"\\nprecision mediump float;\\nprecision mediump int;\\nvarying vec3 vOutputDirection;\\nuniform sampler2D envMap;\\nuniform int samples;\\nuniform float weights[n];\\nuniform bool latitudinal;\\nuniform float dTheta;\\nuniform float mipInt;\\nuniform vec3 poleAxis;\\n\\n"+Zg()+"\\n\\n#define ENVMAP_TYPE_CUBE_UV\\n#include <cube_uv_reflection_fragment>\\n\\nvec3 getSample(float theta, vec3 axis) {\\n\\tfloat cosTheta = cos(theta);\\n\\t// Rodrigues' axis-angle rotation\\n\\tvec3 sampleDirection = vOutputDirection * cosTheta\\n\\t\\t+ cross(axis, vOutputDirection) * sin(theta)\\n\\t\\t+ axis * dot(axis, vOutputDirection) * (1.0 - cosTheta);\\n\\treturn bilinearCubeUV(envMap, sampleDirection, mipInt);\\n}\\n\\nvoid main() {\\n\\tvec3 axis = latitudinal ? poleAxis : cross(poleAxis, vOutputDirection);\\n\\tif (all(equal(axis, vec3(0.0))))\\n\\t\\taxis = vec3(vOutputDirection.z, 0.0, - vOutputDirection.x);\\n\\taxis = normalize(axis);\\n\\tgl_FragColor = vec4(0.0);\\n\\tgl_FragColor.rgb += weights[0] * getSample(0.0, axis);\\n\\tfor (int i = 1; i < n; i++) {\\n\\t\\tif (i >= samples)\\n\\t\\t\\tbreak;\\n\\t\\tfloat theta = dTheta * float(i);\\n\\t\\tgl_FragColor.rgb += weights[i] * getSample(-1.0 * theta, axis);\\n\\t\\tgl_FragColor.rgb += weights[i] * getSample(theta, axis);\\n\\t}\\n\\tgl_FragColor = linearToOutputTexel(gl_FragColor);\\n}\\n\\t\\t",\n",
"blending:0,depthTest:!1,depthWrite:!1});a.type="SphericalGaussianBlur";return a}(20),Rb=null,Sb=null,wh=function(){for(var a=[],b=[],c=[],d=8,e=0;e<yi;e++){var f=Math.pow(2,d);b.push(f);var g=1/f;4<e?g=oj[e-8+4-1]:0==e&&(g=0);c.push(g);g=1/(f-1);f=-g/2;g=1+g/2;var h=[f,f,g,f,g,g,f,f,g,g,f,g];f=new Float32Array(108);g=new Float32Array(72);for(var k=new Float32Array(36),m=0;6>m;m++){var n=m%3*2/3-1,p=2<m?0:-1;f.set([n,p,0,n+2/3,p,0,n+2/3,p+1,0,n,p,0,n+2/3,p+1,0,n,p+1,0],18*m);g.set(h,12*m);k.set([m,\n",
"m,m,m,m,m],6*m)}h=new C;h.setAttribute("position",new M(f,3));h.setAttribute("uv",new M(g,2));h.setAttribute("faceIndex",new M(k,1));a.push(h);4<d&&d--}return{_lodPlanes:a,_sizeLods:b,_sigmas:c}}(),we=wh._lodPlanes,Ci=wh._sizeLods,Cf=wh._sigmas,Bf=null,T=null,Vg=null,Ac=(1+Math.sqrt(5))/2,Ad=1/Ac,Ai=[new n(1,1,1),new n(-1,1,1),new n(1,1,-1),new n(-1,1,-1),new n(0,Ac,Ad),new n(0,Ac,-Ad),new n(Ad,0,Ac),new n(-Ad,0,Ac),new n(Ac,Ad,0),new n(-Ac,Ad,0)];Tg.prototype={constructor:Tg,fromScene:function(a,\n",
"b,c,d){void 0===b&&(b=0);void 0===c&&(c=.1);void 0===d&&(d=100);Vg=T.getRenderTarget();var e=ui();c=new aa(90,1,c,d);d=[1,1,1,1,-1,1];var f=[1,1,-1,-1,-1,1],g=T.outputEncoding,h=T.toneMapping,k=T.toneMappingExposure,m=T.getClearColor(),n=T.getClearAlpha();T.toneMapping=1;T.toneMappingExposure=1;T.outputEncoding=3E3;a.scale.z*=-1;var p=a.background;if(p&&p.isColor){p.convertSRGBToLinear();var t=Math.min(Math.max(Math.ceil(Math.log2(Math.max(p.r,p.g,p.b))),-128),127);p=p.multiplyScalar(Math.pow(2,-t));\n",
"T.setClearColor(p,(t+128)/255);a.background=null}for(p=0;6>p;p++)t=p%3,0==t?(c.up.set(0,d[p],0),c.lookAt(f[p],0,0)):1==t?(c.up.set(0,0,d[p]),c.lookAt(0,f[p],0)):(c.up.set(0,d[p],0),c.lookAt(0,0,f[p])),Xg(e,t*kb,2<p?kb:0,kb,kb),T.setRenderTarget(e),T.render(a,c);T.toneMapping=h;T.toneMappingExposure=k;T.outputEncoding=g;T.setClearColor(m,n);a.scale.z*=-1;0<b&&zi(e,0,0,b);xi(e);wi(e);return e},fromEquirectangular:function(a){a.magFilter=1003;a.minFilter=1003;a.generateMipmaps=!1;return this.fromCubemap(a)},\n",
"fromCubemap:function(a){Vg=T.getRenderTarget();var b=ui(a),c=new ob;a.isCubeTexture?null==Sb&&(Sb=Ei()):null==Rb&&(Rb=Di());var d=a.isCubeTexture?Sb:Rb;c.add(new S(we[0],d));d=d.uniforms;d.envMap.value=a;a.isCubeTexture||d.texelSize.value.set(1/a.image.width,1/a.image.height);d.inputEncoding.value=lb[a.encoding];d.outputEncoding.value=lb[a.encoding];Xg(b,0,0,3*kb,2*kb);T.setRenderTarget(b);T.render(c,Wg);xi(b);wi(b);return b},compileCubemapShader:function(){null==Sb&&(Sb=Ei(),Ug(Sb))},compileEquirectangularShader:function(){null==\n",
"Rb&&(Rb=Di(),Ug(Rb))},dispose:function(){Af.dispose();null!=Sb&&Sb.dispose();null!=Rb&&Rb.dispose();for(var a=0;a<we.length;a++)we[a].dispose()}};G.create=function(a,b){console.log("THREE.Curve.create() has been deprecated");a.prototype=Object.create(G.prototype);a.prototype.constructor=a;a.prototype.getPoint=b;return a};Object.assign(vb.prototype,{createPointsGeometry:function(a){console.warn("THREE.CurvePath: .createPointsGeometry() has been removed. Use new THREE.Geometry().setFromPoints( points ) instead.");\n",
"a=this.getPoints(a);return this.createGeometry(a)},createSpacedPointsGeometry:function(a){console.warn("THREE.CurvePath: .createSpacedPointsGeometry() has been removed. Use new THREE.Geometry().setFromPoints( points ) instead.");a=this.getSpacedPoints(a);return this.createGeometry(a)},createGeometry:function(a){console.warn("THREE.CurvePath: .createGeometry() has been removed. Use new THREE.Geometry().setFromPoints( points ) instead.");for(var b=new N,c=0,d=a.length;c<d;c++){var e=a[c];b.vertices.push(new n(e.x,\n",
"e.y,e.z||0))}return b}});Object.assign($a.prototype,{fromPoints:function(a){console.warn("THREE.Path: .fromPoints() has been renamed to .setFromPoints().");return this.setFromPoints(a)}});Fi.prototype=Object.create(pa.prototype);Gi.prototype=Object.create(pa.prototype);$g.prototype=Object.create(pa.prototype);Object.assign($g.prototype,{initFromArray:function(){console.error("THREE.Spline: .initFromArray() has been removed.")},getControlPointsArray:function(){console.error("THREE.Spline: .getControlPointsArray() has been removed.")},\n",
"reparametrizeByArcLength:function(){console.error("THREE.Spline: .reparametrizeByArcLength() has been removed.")}});wf.prototype.setColors=function(){console.error("THREE.GridHelper: setColors() has been deprecated, pass them in the constructor instead.")};rc.prototype.update=function(){console.error("THREE.SkeletonHelper: update() no longer needs to be called.")};Object.assign(W.prototype,{extractUrlBase:function(a){console.warn("THREE.Loader: .extractUrlBase() has been deprecated. Use THREE.LoaderUtils.extractUrlBase() instead.");\n",
"return th.extractUrlBase(a)}});W.Handlers={add:function(){console.error("THREE.Loader: Handlers.add() has been removed. Use LoadingManager.addHandler() instead.")},get:function(){console.error("THREE.Loader: Handlers.get() has been removed. Use LoadingManager.getHandler() instead.")}};Object.assign(sf.prototype,{setTexturePath:function(a){console.warn("THREE.ObjectLoader: .setTexturePath() has been renamed to .setResourcePath().");return this.setResourcePath(a)}});Object.assign(Qg.prototype,{center:function(a){console.warn("THREE.Box2: .center() has been renamed to .getCenter().");\n",
"return this.getCenter(a)},empty:function(){console.warn("THREE.Box2: .empty() has been renamed to .isEmpty().");return this.isEmpty()},isIntersectionBox:function(a){console.warn("THREE.Box2: .isIntersectionBox() has been renamed to .intersectsBox().");return this.intersectsBox(a)},size:function(a){console.warn("THREE.Box2: .size() has been renamed to .getSize().");return this.getSize(a)}});Object.assign(Sa.prototype,{center:function(a){console.warn("THREE.Box3: .center() has been renamed to .getCenter().");\n",
"return this.getCenter(a)},empty:function(){console.warn("THREE.Box3: .empty() has been renamed to .isEmpty().");return this.isEmpty()},isIntersectionBox:function(a){console.warn("THREE.Box3: .isIntersectionBox() has been renamed to .intersectsBox().");return this.intersectsBox(a)},isIntersectionSphere:function(a){console.warn("THREE.Box3: .isIntersectionSphere() has been renamed to .intersectsSphere().");return this.intersectsSphere(a)},size:function(a){console.warn("THREE.Box3: .size() has been renamed to .getSize().");\n",
"return this.getSize(a)}});Hc.prototype.setFromMatrix=function(a){console.warn("THREE.Frustum: .setFromMatrix() has been renamed to .setFromProjectionMatrix().");return this.setFromProjectionMatrix(a)};Rg.prototype.center=function(a){console.warn("THREE.Line3: .center() has been renamed to .getCenter().");return this.getCenter(a)};Object.assign(L,{random16:function(){console.warn("THREE.Math: .random16() has been deprecated. Use Math.random() instead.");return Math.random()},nearestPowerOfTwo:function(a){console.warn("THREE.Math: .nearestPowerOfTwo() has been renamed to .floorPowerOfTwo().");\n",
"return L.floorPowerOfTwo(a)},nextPowerOfTwo:function(a){console.warn("THREE.Math: .nextPowerOfTwo() has been renamed to .ceilPowerOfTwo().");return L.ceilPowerOfTwo(a)}});Object.assign(wa.prototype,{flattenToArrayOffset:function(a,b){console.warn("THREE.Matrix3: .flattenToArrayOffset() has been deprecated. Use .toArray() instead.");return this.toArray(a,b)},multiplyVector3:function(a){console.warn("THREE.Matrix3: .multiplyVector3() has been removed. Use vector.applyMatrix3( matrix ) instead.");return a.applyMatrix3(this)},\n",
"multiplyVector3Array:function(){console.error("THREE.Matrix3: .multiplyVector3Array() has been removed.")},applyToBufferAttribute:function(a){console.warn("THREE.Matrix3: .applyToBufferAttribute() has been removed. Use attribute.applyMatrix3( matrix ) instead.");return a.applyMatrix3(this)},applyToVector3Array:function(){console.error("THREE.Matrix3: .applyToVector3Array() has been removed.")}});Object.assign(P.prototype,{extractPosition:function(a){console.warn("THREE.Matrix4: .extractPosition() has been renamed to .copyPosition().");\n",
"return this.copyPosition(a)},flattenToArrayOffset:function(a,b){console.warn("THREE.Matrix4: .flattenToArrayOffset() has been deprecated. Use .toArray() instead.");return this.toArray(a,b)},getPosition:function(){console.warn("THREE.Matrix4: .getPosition() has been removed. Use Vector3.setFromMatrixPosition( matrix ) instead.");return(new n).setFromMatrixColumn(this,3)},setRotationFromQuaternion:function(a){console.warn("THREE.Matrix4: .setRotationFromQuaternion() has been renamed to .makeRotationFromQuaternion().");\n",
"return this.makeRotationFromQuaternion(a)},multiplyToArray:function(){console.warn("THREE.Matrix4: .multiplyToArray() has been removed.")},multiplyVector3:function(a){console.warn("THREE.Matrix4: .multiplyVector3() has been removed. Use vector.applyMatrix4( matrix ) instead.");return a.applyMatrix4(this)},multiplyVector4:function(a){console.warn("THREE.Matrix4: .multiplyVector4() has been removed. Use vector.applyMatrix4( matrix ) instead.");return a.applyMatrix4(this)},multiplyVector3Array:function(){console.error("THREE.Matrix4: .multiplyVector3Array() has been removed.")},\n",
"rotateAxis:function(a){console.warn("THREE.Matrix4: .rotateAxis() has been removed. Use Vector3.transformDirection( matrix ) instead.");a.transformDirection(this)},crossVector:function(a){console.warn("THREE.Matrix4: .crossVector() has been removed. Use vector.applyMatrix4( matrix ) instead.");return a.applyMatrix4(this)},translate:function(){console.error("THREE.Matrix4: .translate() has been removed.")},rotateX:function(){console.error("THREE.Matrix4: .rotateX() has been removed.")},rotateY:function(){console.error("THREE.Matrix4: .rotateY() has been removed.")},\n",
"rotateZ:function(){console.error("THREE.Matrix4: .rotateZ() has been removed.")},rotateByAxis:function(){console.error("THREE.Matrix4: .rotateByAxis() has been removed.")},applyToBufferAttribute:function(a){console.warn("THREE.Matrix4: .applyToBufferAttribute() has been removed. Use attribute.applyMatrix4( matrix ) instead.");return a.applyMatrix4(this)},applyToVector3Array:function(){console.error("THREE.Matrix4: .applyToVector3Array() has been removed.")},makeFrustum:function(a,b,c,d,e,f){console.warn("THREE.Matrix4: .makeFrustum() has been removed. Use .makePerspective( left, right, top, bottom, near, far ) instead.");\n",
"return this.makePerspective(a,b,d,c,e,f)}});Ta.prototype.isIntersectionLine=function(a){console.warn("THREE.Plane: .isIntersectionLine() has been renamed to .intersectsLine().");return this.intersectsLine(a)};Aa.prototype.multiplyVector3=function(a){console.warn("THREE.Quaternion: .multiplyVector3() has been removed. Use is now vector.applyQuaternion( quaternion ) instead.");return a.applyQuaternion(this)};Object.assign(Vb.prototype,{isIntersectionBox:function(a){console.warn("THREE.Ray: .isIntersectionBox() has been renamed to .intersectsBox().");\n",
"return this.intersectsBox(a)},isIntersectionPlane:function(a){console.warn("THREE.Ray: .isIntersectionPlane() has been renamed to .intersectsPlane().");return this.intersectsPlane(a)},isIntersectionSphere:function(a){console.warn("THREE.Ray: .isIntersectionSphere() has been renamed to .intersectsSphere().");return this.intersectsSphere(a)}});Object.assign(oa.prototype,{area:function(){console.warn("THREE.Triangle: .area() has been renamed to .getArea().");return this.getArea()},barycoordFromPoint:function(a,\n",
"b){console.warn("THREE.Triangle: .barycoordFromPoint() has been renamed to .getBarycoord().");return this.getBarycoord(a,b)},midpoint:function(a){console.warn("THREE.Triangle: .midpoint() has been renamed to .getMidpoint().");return this.getMidpoint(a)},normal:function(a){console.warn("THREE.Triangle: .normal() has been renamed to .getNormal().");return this.getNormal(a)},plane:function(a){console.warn("THREE.Triangle: .plane() has been renamed to .getPlane().");return this.getPlane(a)}});Object.assign(oa,\n",
"{barycoordFromPoint:function(a,b,c,d,e){console.warn("THREE.Triangle: .barycoordFromPoint() has been renamed to .getBarycoord().");return oa.getBarycoord(a,b,c,d,e)},normal:function(a,b,c,d){console.warn("THREE.Triangle: .normal() has been renamed to .getNormal().");return oa.getNormal(a,b,c,d)}});Object.assign(Kb.prototype,{extractAllPoints:function(a){console.warn("THREE.Shape: .extractAllPoints() has been removed. Use .extractPoints() instead.");return this.extractPoints(a)},extrude:function(a){console.warn("THREE.Shape: .extrude() has been removed. Use ExtrudeGeometry() instead.");\n",
"return new fc(this,a)},makeGeometry:function(a){console.warn("THREE.Shape: .makeGeometry() has been removed. Use ShapeGeometry() instead.");return new hc(this,a)}});Object.assign(t.prototype,{fromAttribute:function(a,b,c){console.warn("THREE.Vector2: .fromAttribute() has been renamed to .fromBufferAttribute().");return this.fromBufferAttribute(a,b,c)},distanceToManhattan:function(a){console.warn("THREE.Vector2: .distanceToManhattan() has been renamed to .manhattanDistanceTo().");return this.manhattanDistanceTo(a)},\n",
"lengthManhattan:function(){console.warn("THREE.Vector2: .lengthManhattan() has been renamed to .manhattanLength().");return this.manhattanLength()}});Object.assign(n.prototype,{setEulerFromRotationMatrix:function(){console.error("THREE.Vector3: .setEulerFromRotationMatrix() has been removed. Use Euler.setFromRotationMatrix() instead.")},setEulerFromQuaternion:function(){console.error("THREE.Vector3: .setEulerFromQuaternion() has been removed. Use Euler.setFromQuaternion() instead.")},getPositionFromMatrix:function(a){console.warn("THREE.Vector3: .getPositionFromMatrix() has been renamed to .setFromMatrixPosition().");\n",
"return this.setFromMatrixPosition(a)},getScaleFromMatrix:function(a){console.warn("THREE.Vector3: .getScaleFromMatrix() has been renamed to .setFromMatrixScale().");return this.setFromMatrixScale(a)},getColumnFromMatrix:function(a,b){console.warn("THREE.Vector3: .getColumnFromMatrix() has been renamed to .setFromMatrixColumn().");return this.setFromMatrixColumn(b,a)},applyProjection:function(a){console.warn("THREE.Vector3: .applyProjection() has been removed. Use .applyMatrix4( m ) instead.");return this.applyMatrix4(a)},\n",
"fromAttribute:function(a,b,c){console.warn("THREE.Vector3: .fromAttribute() has been renamed to .fromBufferAttribute().");return this.fromBufferAttribute(a,b,c)},distanceToManhattan:function(a){console.warn("THREE.Vector3: .distanceToManhattan() has been renamed to .manhattanDistanceTo().");return this.manhattanDistanceTo(a)},lengthManhattan:function(){console.warn("THREE.Vector3: .lengthManhattan() has been renamed to .manhattanLength().");return this.manhattanLength()}});Object.assign(ka.prototype,\n",
"{fromAttribute:function(a,b,c){console.warn("THREE.Vector4: .fromAttribute() has been renamed to .fromBufferAttribute().");return this.fromBufferAttribute(a,b,c)},lengthManhattan:function(){console.warn("THREE.Vector4: .lengthManhattan() has been renamed to .manhattanLength().");return this.manhattanLength()}});Object.assign(N.prototype,{computeTangents:function(){console.error("THREE.Geometry: .computeTangents() has been removed.")},computeLineDistances:function(){console.error("THREE.Geometry: .computeLineDistances() has been removed. Use THREE.Line.computeLineDistances() instead.")},\n",
"applyMatrix:function(a){console.warn("THREE.Geometry: .applyMatrix() has been renamed to .applyMatrix4().");return this.applyMatrix4(a)}});Object.assign(F.prototype,{getChildByName:function(a){console.warn("THREE.Object3D: .getChildByName() has been renamed to .getObjectByName().");return this.getObjectByName(a)},renderDepth:function(){console.warn("THREE.Object3D: .renderDepth has been removed. Use .renderOrder, instead.")},translate:function(a,b){console.warn("THREE.Object3D: .translate() has been removed. Use .translateOnAxis( axis, distance ) instead.");\n",
"return this.translateOnAxis(b,a)},getWorldRotation:function(){console.error("THREE.Object3D: .getWorldRotation() has been removed. Use THREE.Object3D.getWorldQuaternion( target ) instead.")},applyMatrix:function(a){console.warn("THREE.Object3D: .applyMatrix() has been renamed to .applyMatrix4().");return this.applyMatrix4(a)}});Object.defineProperties(F.prototype,{eulerOrder:{get:function(){console.warn("THREE.Object3D: .eulerOrder is now .rotation.order.");return this.rotation.order},set:function(a){console.warn("THREE.Object3D: .eulerOrder is now .rotation.order.");\n",
"this.rotation.order=a}},useQuaternion:{get:function(){console.warn("THREE.Object3D: .useQuaternion has been removed. The library now uses quaternions by default.")},set:function(){console.warn("THREE.Object3D: .useQuaternion has been removed. The library now uses quaternions by default.")}}});Object.assign(S.prototype,{setDrawMode:function(){console.error("THREE.Mesh: .setDrawMode() has been removed. The renderer now always assumes THREE.TrianglesDrawMode. Transform your geometry via BufferGeometryUtils.toTrianglesDrawMode() if necessary.")}});\n",
"Object.defineProperties(S.prototype,{drawMode:{get:function(){console.error("THREE.Mesh: .drawMode has been removed. The renderer now always assumes THREE.TrianglesDrawMode.");return 0},set:function(){console.error("THREE.Mesh: .drawMode has been removed. The renderer now always assumes THREE.TrianglesDrawMode. Transform your geometry via BufferGeometryUtils.toTrianglesDrawMode() if necessary.")}}});Object.defineProperties(Rd.prototype,{objects:{get:function(){console.warn("THREE.LOD: .objects has been renamed to .levels.");\n",
"return this.levels}}});Object.defineProperty(Ue.prototype,"useVertexTexture",{get:function(){console.warn("THREE.Skeleton: useVertexTexture has been removed.")},set:function(){console.warn("THREE.Skeleton: useVertexTexture has been removed.")}});Te.prototype.initBones=function(){console.error("THREE.SkinnedMesh: initBones() has been removed.")};Object.defineProperty(G.prototype,"__arcLengthDivisions",{get:function(){console.warn("THREE.Curve: .__arcLengthDivisions is now .arcLengthDivisions.");return this.arcLengthDivisions},\n",
"set:function(a){console.warn("THREE.Curve: .__arcLengthDivisions is now .arcLengthDivisions.");this.arcLengthDivisions=a}});aa.prototype.setLens=function(a,b){console.warn("THREE.PerspectiveCamera.setLens is deprecated. Use .setFocalLength and .filmGauge for a photographic setup.");void 0!==b&&(this.filmGauge=b);this.setFocalLength(a)};Object.defineProperties(da.prototype,{onlyShadow:{set:function(){console.warn("THREE.Light: .onlyShadow has been removed.")}},shadowCameraFov:{set:function(a){console.warn("THREE.Light: .shadowCameraFov is now .shadow.camera.fov.");\n",
"this.shadow.camera.fov=a}},shadowCameraLeft:{set:function(a){console.warn("THREE.Light: .shadowCameraLeft is now .shadow.camera.left.");this.shadow.camera.left=a}},shadowCameraRight:{set:function(a){console.warn("THREE.Light: .shadowCameraRight is now .shadow.camera.right.");this.shadow.camera.right=a}},shadowCameraTop:{set:function(a){console.warn("THREE.Light: .shadowCameraTop is now .shadow.camera.top.");this.shadow.camera.top=a}},shadowCameraBottom:{set:function(a){console.warn("THREE.Light: .shadowCameraBottom is now .shadow.camera.bottom.");\n",
"this.shadow.camera.bottom=a}},shadowCameraNear:{set:function(a){console.warn("THREE.Light: .shadowCameraNear is now .shadow.camera.near.");this.shadow.camera.near=a}},shadowCameraFar:{set:function(a){console.warn("THREE.Light: .shadowCameraFar is now .shadow.camera.far.");this.shadow.camera.far=a}},shadowCameraVisible:{set:function(){console.warn("THREE.Light: .shadowCameraVisible has been removed. Use new THREE.CameraHelper( light.shadow.camera ) instead.")}},shadowBias:{set:function(a){console.warn("THREE.Light: .shadowBias is now .shadow.bias.");\n",
"this.shadow.bias=a}},shadowDarkness:{set:function(){console.warn("THREE.Light: .shadowDarkness has been removed.")}},shadowMapWidth:{set:function(a){console.warn("THREE.Light: .shadowMapWidth is now .shadow.mapSize.width.");this.shadow.mapSize.width=a}},shadowMapHeight:{set:function(a){console.warn("THREE.Light: .shadowMapHeight is now .shadow.mapSize.height.");this.shadow.mapSize.height=a}}});Object.defineProperties(M.prototype,{length:{get:function(){console.warn("THREE.BufferAttribute: .length has been deprecated. Use .count instead.");\n",
"return this.array.length}},dynamic:{get:function(){console.warn("THREE.BufferAttribute: .dynamic has been deprecated. Use .usage instead.");return 35048===this.usage},set:function(){console.warn("THREE.BufferAttribute: .dynamic has been deprecated. Use .usage instead.");this.setUsage(35048)}}});Object.assign(M.prototype,{setDynamic:function(a){console.warn("THREE.BufferAttribute: .setDynamic() has been deprecated. Use .setUsage() instead.");this.setUsage(!0===a?35048:35044);return this},copyIndicesArray:function(){console.error("THREE.BufferAttribute: .copyIndicesArray() has been removed.")},\n",
"setArray:function(){console.error("THREE.BufferAttribute: .setArray has been removed. Use BufferGeometry .setAttribute to replace/resize attribute buffers")}});Object.assign(C.prototype,{addIndex:function(a){console.warn("THREE.BufferGeometry: .addIndex() has been renamed to .setIndex().");this.setIndex(a)},addAttribute:function(a,b,c){console.warn("THREE.BufferGeometry: .addAttribute() has been renamed to .setAttribute().");return b&&b.isBufferAttribute||b&&b.isInterleavedBufferAttribute?"index"===\n",
"a?(console.warn("THREE.BufferGeometry.addAttribute: Use .setIndex() for index attribute."),this.setIndex(b),this):this.setAttribute(a,b):(console.warn("THREE.BufferGeometry: .addAttribute() now expects ( name, attribute )."),this.setAttribute(a,new M(b,c)))},addDrawCall:function(a,b,c){void 0!==c&&console.warn("THREE.BufferGeometry: .addDrawCall() no longer supports indexOffset.");console.warn("THREE.BufferGeometry: .addDrawCall() is now .addGroup().");this.addGroup(a,b)},clearDrawCalls:function(){console.warn("THREE.BufferGeometry: .clearDrawCalls() is now .clearGroups().");\n",
"this.clearGroups()},computeTangents:function(){console.warn("THREE.BufferGeometry: .computeTangents() has been removed.")},computeOffsets:function(){console.warn("THREE.BufferGeometry: .computeOffsets() has been removed.")},removeAttribute:function(a){console.warn("THREE.BufferGeometry: .removeAttribute() has been renamed to .deleteAttribute().");return this.deleteAttribute(a)},applyMatrix:function(a){console.warn("THREE.BufferGeometry: .applyMatrix() has been renamed to .applyMatrix4().");return this.applyMatrix4(a)}});\n",
"Object.defineProperties(C.prototype,{drawcalls:{get:function(){console.error("THREE.BufferGeometry: .drawcalls has been renamed to .groups.");return this.groups}},offsets:{get:function(){console.warn("THREE.BufferGeometry: .offsets has been renamed to .groups.");return this.groups}}});Object.defineProperties(Og.prototype,{linePrecision:{get:function(){console.warn("THREE.Raycaster: .linePrecision has been deprecated. Use .params.Line.threshold instead.");return this.params.Line.threshold},set:function(a){console.warn("THREE.Raycaster: .linePrecision has been deprecated. Use .params.Line.threshold instead.");\n",
"this.params.Line.threshold=a}}});Object.defineProperties(rb.prototype,{dynamic:{get:function(){console.warn("THREE.InterleavedBuffer: .length has been deprecated. Use .usage instead.");return 35048===this.usage},set:function(a){console.warn("THREE.InterleavedBuffer: .length has been deprecated. Use .usage instead.");this.setUsage(a)}}});Object.assign(rb.prototype,{setDynamic:function(a){console.warn("THREE.InterleavedBuffer: .setDynamic() has been deprecated. Use .setUsage() instead.");this.setUsage(!0===\n",
"a?35048:35044);return this},setArray:function(){console.error("THREE.InterleavedBuffer: .setArray has been removed. Use BufferGeometry .setAttribute to replace/resize attribute buffers")}});Object.assign(fb.prototype,{getArrays:function(){console.error("THREE.ExtrudeBufferGeometry: .getArrays() has been removed.")},addShapeList:function(){console.error("THREE.ExtrudeBufferGeometry: .addShapeList() has been removed.")},addShape:function(){console.error("THREE.ExtrudeBufferGeometry: .addShape() has been removed.")}});\n",
"Object.defineProperties(vf.prototype,{dynamic:{set:function(){console.warn("THREE.Uniform: .dynamic has been removed. Use object.onBeforeRender() instead.")}},onUpdate:{value:function(){console.warn("THREE.Uniform: .onUpdate() has been removed. Use object.onBeforeRender() instead.");return this}}});Object.defineProperties(K.prototype,{wrapAround:{get:function(){console.warn("THREE.Material: .wrapAround has been removed.")},set:function(){console.warn("THREE.Material: .wrapAround has been removed.")}},\n",
"overdraw:{get:function(){console.warn("THREE.Material: .overdraw has been removed.")},set:function(){console.warn("THREE.Material: .overdraw has been removed.")}},wrapRGB:{get:function(){console.warn("THREE.Material: .wrapRGB has been removed.");return new A}},shading:{get:function(){console.error("THREE."+this.type+": .shading has been removed. Use the boolean .flatShading instead.")},set:function(a){console.warn("THREE."+this.type+": .shading has been removed. Use the boolean .flatShading instead.");\n",
"this.flatShading=1===a}},stencilMask:{get:function(){console.warn("THREE."+this.type+": .stencilMask has been removed. Use .stencilFuncMask instead.");return this.stencilFuncMask},set:function(a){console.warn("THREE."+this.type+": .stencilMask has been removed. Use .stencilFuncMask instead.");this.stencilFuncMask=a}}});Object.defineProperties(Jb.prototype,{metal:{get:function(){console.warn("THREE.MeshPhongMaterial: .metal has been removed. Use THREE.MeshStandardMaterial instead.");return!1},set:function(){console.warn("THREE.MeshPhongMaterial: .metal has been removed. Use THREE.MeshStandardMaterial instead")}}});\n",
"Object.defineProperties(Ba.prototype,{derivatives:{get:function(){console.warn("THREE.ShaderMaterial: .derivatives has been moved to .extensions.derivatives.");return this.extensions.derivatives},set:function(a){console.warn("THREE. ShaderMaterial: .derivatives has been moved to .extensions.derivatives.");this.extensions.derivatives=a}}});Object.assign(og.prototype,{clearTarget:function(a,b,c,d){console.warn("THREE.WebGLRenderer: .clearTarget() has been deprecated. Use .setRenderTarget() and .clear() instead.");\n",
"this.setRenderTarget(a);this.clear(b,c,d)},animate:function(a){console.warn("THREE.WebGLRenderer: .animate() is now .setAnimationLoop().");this.setAnimationLoop(a)},getCurrentRenderTarget:function(){console.warn("THREE.WebGLRenderer: .getCurrentRenderTarget() is now .getRenderTarget().");return this.getRenderTarget()},getMaxAnisotropy:function(){console.warn("THREE.WebGLRenderer: .getMaxAnisotropy() is now .capabilities.getMaxAnisotropy().");return this.capabilities.getMaxAnisotropy()},getPrecision:function(){console.warn("THREE.WebGLRenderer: .getPrecision() is now .capabilities.precision.");\n",
"return this.capabilities.precision},resetGLState:function(){console.warn("THREE.WebGLRenderer: .resetGLState() is now .state.reset().");return this.state.reset()},supportsFloatTextures:function(){console.warn("THREE.WebGLRenderer: .supportsFloatTextures() is now .extensions.get( 'OES_texture_float' ).");return this.extensions.get("OES_texture_float")},supportsHalfFloatTextures:function(){console.warn("THREE.WebGLRenderer: .supportsHalfFloatTextures() is now .extensions.get( 'OES_texture_half_float' ).");\n",
"return this.extensions.get("OES_texture_half_float")},supportsStandardDerivatives:function(){console.warn("THREE.WebGLRenderer: .supportsStandardDerivatives() is now .extensions.get( 'OES_standard_derivatives' ).");return this.extensions.get("OES_standard_derivatives")},supportsCompressedTextureS3TC:function(){console.warn("THREE.WebGLRenderer: .supportsCompressedTextureS3TC() is now .extensions.get( 'WEBGL_compressed_texture_s3tc' ).");return this.extensions.get("WEBGL_compressed_texture_s3tc")},\n",
"supportsCompressedTexturePVRTC:function(){console.warn("THREE.WebGLRenderer: .supportsCompressedTexturePVRTC() is now .extensions.get( 'WEBGL_compressed_texture_pvrtc' ).");return this.extensions.get("WEBGL_compressed_texture_pvrtc")},supportsBlendMinMax:function(){console.warn("THREE.WebGLRenderer: .supportsBlendMinMax() is now .extensions.get( 'EXT_blend_minmax' ).");return this.extensions.get("EXT_blend_minmax")},supportsVertexTextures:function(){console.warn("THREE.WebGLRenderer: .supportsVertexTextures() is now .capabilities.vertexTextures.");\n",
"return this.capabilities.vertexTextures},supportsInstancedArrays:function(){console.warn("THREE.WebGLRenderer: .supportsInstancedArrays() is now .extensions.get( 'ANGLE_instanced_arrays' ).");return this.extensions.get("ANGLE_instanced_arrays")},enableScissorTest:function(a){console.warn("THREE.WebGLRenderer: .enableScissorTest() is now .setScissorTest().");this.setScissorTest(a)},initMaterial:function(){console.warn("THREE.WebGLRenderer: .initMaterial() has been removed.")},addPrePlugin:function(){console.warn("THREE.WebGLRenderer: .addPrePlugin() has been removed.")},\n",
"addPostPlugin:function(){console.warn("THREE.WebGLRenderer: .addPostPlugin() has been removed.")},updateShadowMap:function(){console.warn("THREE.WebGLRenderer: .updateShadowMap() has been removed.")},setFaceCulling:function(){console.warn("THREE.WebGLRenderer: .setFaceCulling() has been removed.")},allocTextureUnit:function(){console.warn("THREE.WebGLRenderer: .allocTextureUnit() has been removed.")},setTexture:function(){console.warn("THREE.WebGLRenderer: .setTexture() has been removed.")},setTexture2D:function(){console.warn("THREE.WebGLRenderer: .setTexture2D() has been removed.")},\n",
"setTextureCube:function(){console.warn("THREE.WebGLRenderer: .setTextureCube() has been removed.")},getActiveMipMapLevel:function(){console.warn("THREE.WebGLRenderer: .getActiveMipMapLevel() is now .getActiveMipmapLevel().");return this.getActiveMipmapLevel()}});Object.defineProperties(og.prototype,{shadowMapEnabled:{get:function(){return this.shadowMap.enabled},set:function(a){console.warn("THREE.WebGLRenderer: .shadowMapEnabled is now .shadowMap.enabled.");this.shadowMap.enabled=a}},shadowMapType:{get:function(){return this.shadowMap.type},\n",
"set:function(a){console.warn("THREE.WebGLRenderer: .shadowMapType is now .shadowMap.type.");this.shadowMap.type=a}},shadowMapCullFace:{get:function(){console.warn("THREE.WebGLRenderer: .shadowMapCullFace has been removed. Set Material.shadowSide instead.")},set:function(){console.warn("THREE.WebGLRenderer: .shadowMapCullFace has been removed. Set Material.shadowSide instead.")}},context:{get:function(){console.warn("THREE.WebGLRenderer: .context has been removed. Use .getContext() instead.");return this.getContext()}},\n",
"vr:{get:function(){console.warn("THREE.WebGLRenderer: .vr has been renamed to .xr");return this.xr}},gammaInput:{get:function(){console.warn("THREE.WebGLRenderer: .gammaInput has been removed. Set the encoding for textures via Texture.encoding instead.");return!1},set:function(){console.warn("THREE.WebGLRenderer: .gammaInput has been removed. Set the encoding for textures via Texture.encoding instead.")}},gammaOutput:{get:function(){console.warn("THREE.WebGLRenderer: .gammaOutput has been removed. Set WebGLRenderer.outputEncoding instead.");\n",
"return!1},set:function(a){console.warn("THREE.WebGLRenderer: .gammaOutput has been removed. Set WebGLRenderer.outputEncoding instead.");this.outputEncoding=!0===a?3001:3E3}}});Object.defineProperties(Xh.prototype,{cullFace:{get:function(){console.warn("THREE.WebGLRenderer: .shadowMap.cullFace has been removed. Set Material.shadowSide instead.")},set:function(){console.warn("THREE.WebGLRenderer: .shadowMap.cullFace has been removed. Set Material.shadowSide instead.")}},renderReverseSided:{get:function(){console.warn("THREE.WebGLRenderer: .shadowMap.renderReverseSided has been removed. Set Material.shadowSide instead.")},\n",
"set:function(){console.warn("THREE.WebGLRenderer: .shadowMap.renderReverseSided has been removed. Set Material.shadowSide instead.")}},renderSingleSided:{get:function(){console.warn("THREE.WebGLRenderer: .shadowMap.renderSingleSided has been removed. Set Material.shadowSide instead.")},set:function(){console.warn("THREE.WebGLRenderer: .shadowMap.renderSingleSided has been removed. Set Material.shadowSide instead.")}}});Object.defineProperties(Ha.prototype,{wrapS:{get:function(){console.warn("THREE.WebGLRenderTarget: .wrapS is now .texture.wrapS.");\n",
"return this.texture.wrapS},set:function(a){console.warn("THREE.WebGLRenderTarget: .wrapS is now .texture.wrapS.");this.texture.wrapS=a}},wrapT:{get:function(){console.warn("THREE.WebGLRenderTarget: .wrapT is now .texture.wrapT.");return this.texture.wrapT},set:function(a){console.warn("THREE.WebGLRenderTarget: .wrapT is now .texture.wrapT.");this.texture.wrapT=a}},magFilter:{get:function(){console.warn("THREE.WebGLRenderTarget: .magFilter is now .texture.magFilter.");return this.texture.magFilter},\n",
"set:function(a){console.warn("THREE.WebGLRenderTarget: .magFilter is now .texture.magFilter.");this.texture.magFilter=a}},minFilter:{get:function(){console.warn("THREE.WebGLRenderTarget: .minFilter is now .texture.minFilter.");return this.texture.minFilter},set:function(a){console.warn("THREE.WebGLRenderTarget: .minFilter is now .texture.minFilter.");this.texture.minFilter=a}},anisotropy:{get:function(){console.warn("THREE.WebGLRenderTarget: .anisotropy is now .texture.anisotropy.");return this.texture.anisotropy},\n",
"set:function(a){console.warn("THREE.WebGLRenderTarget: .anisotropy is now .texture.anisotropy.");this.texture.anisotropy=a}},offset:{get:function(){console.warn("THREE.WebGLRenderTarget: .offset is now .texture.offset.");return this.texture.offset},set:function(a){console.warn("THREE.WebGLRenderTarget: .offset is now .texture.offset.");this.texture.offset=a}},repeat:{get:function(){console.warn("THREE.WebGLRenderTarget: .repeat is now .texture.repeat.");return this.texture.repeat},set:function(a){console.warn("THREE.WebGLRenderTarget: .repeat is now .texture.repeat.");\n",
"this.texture.repeat=a}},format:{get:function(){console.warn("THREE.WebGLRenderTarget: .format is now .texture.format.");return this.texture.format},set:function(a){console.warn("THREE.WebGLRenderTarget: .format is now .texture.format.");this.texture.format=a}},type:{get:function(){console.warn("THREE.WebGLRenderTarget: .type is now .texture.type.");return this.texture.type},set:function(a){console.warn("THREE.WebGLRenderTarget: .type is now .texture.type.");this.texture.type=a}},generateMipmaps:{get:function(){console.warn("THREE.WebGLRenderTarget: .generateMipmaps is now .texture.generateMipmaps.");\n",
"return this.texture.generateMipmaps},set:function(a){console.warn("THREE.WebGLRenderTarget: .generateMipmaps is now .texture.generateMipmaps.");this.texture.generateMipmaps=a}}});Object.defineProperties(id.prototype,{load:{value:function(a){console.warn("THREE.Audio: .load has been deprecated. Use THREE.AudioLoader instead.");var b=this;(new tf).load(a,function(a){b.setBuffer(a)});return this}},startTime:{set:function(){console.warn("THREE.Audio: .startTime is now .play( delay ).")}}});Kg.prototype.getData=\n",
"function(){console.warn("THREE.AudioAnalyser: .getData() is now .getFrequencyData().");return this.getFrequencyData()};Gc.prototype.updateCubeMap=function(a,b){console.warn("THREE.CubeCamera: .updateCubeMap() is now .update().");return this.update(a,b)};Lb.crossOrigin=void 0;Lb.loadTexture=function(a,b,c,d){console.warn("THREE.ImageUtils.loadTexture has been deprecated. Use THREE.TextureLoader() instead.");var e=new ef;e.setCrossOrigin(this.crossOrigin);a=e.load(a,c,void 0,d);b&&(a.mapping=b);return a};\n",
"Lb.loadTextureCube=function(a,b,c,d){console.warn("THREE.ImageUtils.loadTextureCube has been deprecated. Use THREE.CubeTextureLoader() instead.");var e=new df;e.setCrossOrigin(this.crossOrigin);a=e.load(a,c,void 0,d);b&&(a.mapping=b);return a};Lb.loadCompressedTexture=function(){console.error("THREE.ImageUtils.loadCompressedTexture has been removed. Use THREE.DDSLoader instead.")};Lb.loadCompressedTextureCube=function(){console.error("THREE.ImageUtils.loadCompressedTextureCube has been removed. Use THREE.DDSLoader instead.")};\n",
""undefined"!==typeof __THREE_DEVTOOLS__&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent("register",{detail:{revision:"115"}}));k.ACESFilmicToneMapping=5;k.AddEquation=100;k.AddOperation=2;k.AdditiveBlending=2;k.AlphaFormat=1021;k.AlwaysDepth=1;k.AlwaysStencilFunc=519;k.AmbientLight=mf;k.AmbientLightProbe=Fg;k.AnimationClip=Qa;k.AnimationLoader=wg;k.AnimationMixer=Mg;k.AnimationObjectGroup=oi;k.AnimationUtils=R;k.ArcCurve=gd;k.ArrayCamera=Pe;k.ArrowHelper=xb;k.Audio=id;k.AudioAnalyser=Kg;k.AudioContext=\n",
"Ig;k.AudioListener=Hg;k.AudioLoader=tf;k.AxesHelper=ve;k.AxisHelper=function(a){console.warn("THREE.AxisHelper has been renamed to THREE.AxesHelper.");return new ve(a)};k.BackSide=1;k.BasicDepthPacking=3200;k.BasicShadowMap=0;k.BinaryTextureLoader=function(a){console.warn("THREE.BinaryTextureLoader has been renamed to THREE.DataTextureLoader.");return new cf(a)};k.Bone=pg;k.BooleanKeyframeTrack=Ze;k.BoundingBoxHelper=function(a,b){console.warn("THREE.BoundingBoxHelper has been deprecated. Creating a THREE.BoxHelper instead.");\n",
"return new wb(a,b)};k.Box2=Qg;k.Box3=Sa;k.Box3Helper=te;k.BoxBufferGeometry=Jd;k.BoxGeometry=nh;k.BoxHelper=wb;k.BufferAttribute=M;k.BufferGeometry=C;k.BufferGeometryLoader=rf;k.ByteType=1010;k.Cache=vc;k.Camera=db;k.CameraHelper=se;k.CanvasRenderer=function(){console.error("THREE.CanvasRenderer has been removed")};k.CanvasTexture=Sd;k.CatmullRomCurve3=pa;k.CineonToneMapping=4;k.CircleBufferGeometry=cd;k.CircleGeometry=me;k.ClampToEdgeWrapping=1001;k.Clock=Gg;k.ClosedSplineCurve3=Fi;k.Color=A;k.ColorKeyframeTrack=\n",
"$e;k.CompressedTexture=Qc;k.CompressedTextureLoader=xg;k.ConeBufferGeometry=le;k.ConeGeometry=ke;k.CubeCamera=Gc;k.CubeGeometry=nh;k.CubeReflectionMapping=301;k.CubeRefractionMapping=302;k.CubeTexture=qb;k.CubeTextureLoader=df;k.CubeUVReflectionMapping=306;k.CubeUVRefractionMapping=307;k.CubicBezierCurve=Wa;k.CubicBezierCurve3=hb;k.CubicInterpolant=Xe;k.CullFaceBack=1;k.CullFaceFront=2;k.CullFaceFrontBack=3;k.CullFaceNone=0;k.Curve=G;k.CurvePath=vb;k.CustomBlending=5;k.CylinderBufferGeometry=tb;k.CylinderGeometry=\n",
"jc;k.Cylindrical=si;k.DataTexture=ac;k.DataTexture2DArray=Ic;k.DataTexture3D=Jc;k.DataTextureLoader=cf;k.DecrementStencilOp=7683;k.DecrementWrapStencilOp=34056;k.DefaultLoadingManager=ki;k.DepthFormat=1026;k.DepthStencilFormat=1027;k.DepthTexture=Td;k.DirectionalLight=lf;k.DirectionalLightHelper=md;k.DirectionalLightShadow=kf;k.DiscreteInterpolant=Ye;k.DodecahedronBufferGeometry=Vc;k.DodecahedronGeometry=Zd;k.DoubleSide=2;k.DstAlphaFactor=206;k.DstColorFactor=208;k.DynamicBufferAttribute=function(a,\n",
"b){console.warn("THREE.DynamicBufferAttribute has been removed. Use new THREE.BufferAttribute().setUsage( THREE.DynamicDrawUsage ) instead.");return(new M(a,b)).setUsage(35048)};k.DynamicCopyUsage=35050;k.DynamicDrawUsage=35048;k.DynamicReadUsage=35049;k.EdgesGeometry=bd;k.EdgesHelper=function(a,b){console.warn("THREE.EdgesHelper has been removed. Use THREE.EdgesGeometry instead.");return new ma(new bd(a.geometry),new la({color:void 0!==b?b:16777215}))};k.EllipseCurve=Ma;k.EqualDepth=4;k.EqualStencilFunc=\n",
"514;k.EquirectangularReflectionMapping=303;k.EquirectangularRefractionMapping=304;k.Euler=Tb;k.EventDispatcher=Ea;k.ExtrudeBufferGeometry=fb;k.ExtrudeGeometry=fc;k.Face3=Bc;k.Face4=function(a,b,c,d,e,f,g){console.warn("THREE.Face4 has been removed. A THREE.Face3 will be created instead.");return new Bc(a,b,c,e,f,g)};k.FaceColors=1;k.FileLoader=Ra;k.FlatShading=1;k.Float32Attribute=function(a,b){console.warn("THREE.Float32Attribute has been removed. Use new THREE.Float32BufferAttribute() instead.");\n",
"return new y(a,b)};k.Float32BufferAttribute=y;k.Float64Attribute=function(a,b){console.warn("THREE.Float64Attribute has been removed. Use new THREE.Float64BufferAttribute() instead.");return new Gd(a,b)};k.Float64BufferAttribute=Gd;k.FloatType=1015;k.Fog=Re;k.FogExp2=Qe;k.Font=Cg;k.FontLoader=Dg;k.FrontFaceDirectionCCW=1;k.FrontFaceDirectionCW=0;k.FrontSide=0;k.Frustum=Hc;k.GammaEncoding=3007;k.Geometry=N;k.GeometryUtils={merge:function(a,b,c){console.warn("THREE.GeometryUtils: .merge() has been moved to Geometry. Use geometry.merge( geometry2, matrix, materialIndexOffset ) instead.");\n",
"if(b.isMesh){b.matrixAutoUpdate&&b.updateMatrix();var d=b.matrix;b=b.geometry}a.merge(b,d,c)},center:function(a){console.warn("THREE.GeometryUtils: .center() has been moved to Geometry. Use geometry.center() instead.");return a.center()}};k.GreaterDepth=6;k.GreaterEqualDepth=5;k.GreaterEqualStencilFunc=518;k.GreaterStencilFunc=516;k.GridHelper=wf;k.Group=Mc;k.HalfFloatType=1016;k.HemisphereLight=ff;k.HemisphereLightHelper=ld;k.HemisphereLightProbe=Eg;k.IcosahedronBufferGeometry=Uc;k.IcosahedronGeometry=\n",
"Yd;k.ImageBitmapLoader=Ag;k.ImageLoader=fd;k.ImageUtils=Lb;k.ImmediateRenderObject=re;k.IncrementStencilOp=7682;k.IncrementWrapStencilOp=34055;k.InstancedBufferAttribute=qf;k.InstancedBufferGeometry=pf;k.InstancedInterleavedBuffer=Ng;k.InstancedMesh=Ve;k.Int16Attribute=function(a,b){console.warn("THREE.Int16Attribute has been removed. Use new THREE.Int16BufferAttribute() instead.");return new Ed(a,b)};k.Int16BufferAttribute=Ed;k.Int32Attribute=function(a,b){console.warn("THREE.Int32Attribute has been removed. Use new THREE.Int32BufferAttribute() instead.");\n",
"return new Fd(a,b)};k.Int32BufferAttribute=Fd;k.Int8Attribute=function(a,b){console.warn("THREE.Int8Attribute has been removed. Use new THREE.Int8BufferAttribute() instead.");return new Bd(a,b)};k.Int8BufferAttribute=Bd;k.IntType=1013;k.InterleavedBuffer=rb;k.InterleavedBufferAttribute=Od;k.Interpolant=La;k.InterpolateDiscrete=2300;k.InterpolateLinear=2301;k.InterpolateSmooth=2302;k.InvertStencilOp=5386;k.JSONLoader=function(){console.error("THREE.JSONLoader has been removed.")};k.KeepStencilOp=7680;\n",
"k.KeyframeTrack=sa;k.LOD=Rd;k.LatheBufferGeometry=ad;k.LatheGeometry=je;k.Layers=He;k.LensFlare=function(){console.error("THREE.LensFlare has been moved to /examples/jsm/objects/Lensflare.js")};k.LessDepth=2;k.LessEqualDepth=3;k.LessEqualStencilFunc=515;k.LessStencilFunc=513;k.Light=da;k.LightProbe=ab;k.LightShadow=jb;k.Line=Ka;k.Line3=Rg;k.LineBasicMaterial=la;k.LineCurve=Da;k.LineCurve3=Xa;k.LineDashedMaterial=qc;k.LineLoop=We;k.LinePieces=1;k.LineSegments=ma;k.LineStrip=0;k.LinearEncoding=3E3;\n",
"k.LinearFilter=1006;k.LinearInterpolant=ne;k.LinearMipMapLinearFilter=1008;k.LinearMipMapNearestFilter=1007;k.LinearMipmapLinearFilter=1008;k.LinearMipmapNearestFilter=1007;k.LinearToneMapping=1;k.Loader=W;k.LoaderUtils=th;k.LoadingManager=vg;k.LogLuvEncoding=3003;k.LoopOnce=2200;k.LoopPingPong=2202;k.LoopRepeat=2201;k.LuminanceAlphaFormat=1025;k.LuminanceFormat=1024;k.MOUSE={LEFT:0,MIDDLE:1,RIGHT:2,ROTATE:0,DOLLY:1,PAN:2};k.Material=K;k.MaterialLoader=of;k.Math=L;k.MathUtils=L;k.Matrix3=wa;k.Matrix4=\n",
"P;k.MaxEquation=104;k.Mesh=S;k.MeshBasicMaterial=Oa;k.MeshDepthMaterial=Fb;k.MeshDistanceMaterial=Gb;k.MeshFaceMaterial=function(a){console.warn("THREE.MeshFaceMaterial has been removed. Use an Array instead.");return a};k.MeshLambertMaterial=oc;k.MeshMatcapMaterial=pc;k.MeshNormalMaterial=nc;k.MeshPhongMaterial=Jb;k.MeshPhysicalMaterial=lc;k.MeshStandardMaterial=gb;k.MeshToonMaterial=mc;k.MinEquation=103;k.MirroredRepeatWrapping=1002;k.MixOperation=1;k.MultiMaterial=function(a){void 0===a&&(a=[]);\n",
"console.warn("THREE.MultiMaterial has been removed. Use an Array instead.");a.isMultiMaterial=!0;a.materials=a;a.clone=function(){return a.slice()};return a};k.MultiplyBlending=4;k.MultiplyOperation=0;k.NearestFilter=1003;k.NearestMipMapLinearFilter=1005;k.NearestMipMapNearestFilter=1004;k.NearestMipmapLinearFilter=1005;k.NearestMipmapNearestFilter=1004;k.NeverDepth=0;k.NeverStencilFunc=512;k.NoBlending=0;k.NoColors=0;k.NoToneMapping=0;k.NormalBlending=1;k.NotEqualDepth=7;k.NotEqualStencilFunc=517;\n",
"k.NumberKeyframeTrack=dd;k.Object3D=F;k.ObjectLoader=sf;k.ObjectSpaceNormalMap=1;k.OctahedronBufferGeometry=cc;k.OctahedronGeometry=Xd;k.OneFactor=201;k.OneMinusDstAlphaFactor=207;k.OneMinusDstColorFactor=209;k.OneMinusSrcAlphaFactor=205;k.OneMinusSrcColorFactor=203;k.OrthographicCamera=hd;k.PCFShadowMap=1;k.PCFSoftShadowMap=2;k.PMREMGenerator=Tg;k.ParametricBufferGeometry=Sc;k.ParametricGeometry=Ud;k.Particle=function(a){console.warn("THREE.Particle has been renamed to THREE.Sprite.");return new Pd(a)};\n",
"k.ParticleBasicMaterial=function(a){console.warn("THREE.ParticleBasicMaterial has been renamed to THREE.PointsMaterial.");return new Va(a)};k.ParticleSystem=function(a,b){console.warn("THREE.ParticleSystem has been renamed to THREE.Points.");return new Pc(a,b)};k.ParticleSystemMaterial=function(a){console.warn("THREE.ParticleSystemMaterial has been renamed to THREE.PointsMaterial.");return new Va(a)};k.Path=$a;k.PerspectiveCamera=aa;k.Plane=Ta;k.PlaneBufferGeometry=bc;k.PlaneGeometry=Id;k.PlaneHelper=\n",
"ue;k.PointCloud=function(a,b){console.warn("THREE.PointCloud has been renamed to THREE.Points.");return new Pc(a,b)};k.PointCloudMaterial=function(a){console.warn("THREE.PointCloudMaterial has been renamed to THREE.PointsMaterial.");return new Va(a)};k.PointLight=jf;k.PointLightHelper=kd;k.Points=Pc;k.PointsMaterial=Va;k.PolarGridHelper=xf;k.PolyhedronBufferGeometry=Ga;k.PolyhedronGeometry=Vd;k.PositionalAudio=Jg;k.PropertyBinding=ya;k.PropertyMixer=Lg;k.QuadraticBezierCurve=Ya;k.QuadraticBezierCurve3=\n",
"ib;k.Quaternion=Aa;k.QuaternionKeyframeTrack=oe;k.QuaternionLinearInterpolant=af;k.REVISION="115";k.RGBADepthPacking=3201;k.RGBAFormat=1023;k.RGBAIntegerFormat=1033;k.RGBA_ASTC_10x10_Format=37819;k.RGBA_ASTC_10x5_Format=37816;k.RGBA_ASTC_10x6_Format=37817;k.RGBA_ASTC_10x8_Format=37818;k.RGBA_ASTC_12x10_Format=37820;k.RGBA_ASTC_12x12_Format=37821;k.RGBA_ASTC_4x4_Format=37808;k.RGBA_ASTC_5x4_Format=37809;k.RGBA_ASTC_5x5_Format=37810;k.RGBA_ASTC_6x5_Format=37811;k.RGBA_ASTC_6x6_Format=37812;k.RGBA_ASTC_8x5_Format=\n",
"37813;k.RGBA_ASTC_8x6_Format=37814;k.RGBA_ASTC_8x8_Format=37815;k.RGBA_BPTC_Format=36492;k.RGBA_ETC2_EAC_Format=37496;k.RGBA_PVRTC_2BPPV1_Format=35843;k.RGBA_PVRTC_4BPPV1_Format=35842;k.RGBA_S3TC_DXT1_Format=33777;k.RGBA_S3TC_DXT3_Format=33778;k.RGBA_S3TC_DXT5_Format=33779;k.RGBDEncoding=3006;k.RGBEEncoding=3002;k.RGBEFormat=1023;k.RGBFormat=1022;k.RGBIntegerFormat=1032;k.RGBM16Encoding=3005;k.RGBM7Encoding=3004;k.RGB_ETC1_Format=36196;k.RGB_ETC2_Format=37492;k.RGB_PVRTC_2BPPV1_Format=35841;k.RGB_PVRTC_4BPPV1_Format=\n",
"35840;k.RGB_S3TC_DXT1_Format=33776;k.RGFormat=1030;k.RGIntegerFormat=1031;k.RawShaderMaterial=ub;k.Ray=Vb;k.Raycaster=Og;k.RectAreaLight=nf;k.RedFormat=1028;k.RedIntegerFormat=1029;k.ReinhardToneMapping=2;k.RepeatWrapping=1E3;k.ReplaceStencilOp=7681;k.ReverseSubtractEquation=102;k.RingBufferGeometry=$c;k.RingGeometry=ie;k.SRGB8_ALPHA8_ASTC_10x10_Format=37851;k.SRGB8_ALPHA8_ASTC_10x5_Format=37848;k.SRGB8_ALPHA8_ASTC_10x6_Format=37849;k.SRGB8_ALPHA8_ASTC_10x8_Format=37850;k.SRGB8_ALPHA8_ASTC_12x10_Format=\n",
"37852;k.SRGB8_ALPHA8_ASTC_12x12_Format=37853;k.SRGB8_ALPHA8_ASTC_4x4_Format=37840;k.SRGB8_ALPHA8_ASTC_5x4_Format=37841;k.SRGB8_ALPHA8_ASTC_5x5_Format=37842;k.SRGB8_ALPHA8_ASTC_6x5_Format=37843;k.SRGB8_ALPHA8_ASTC_6x6_Format=37844;k.SRGB8_ALPHA8_ASTC_8x5_Format=37845;k.SRGB8_ALPHA8_ASTC_8x6_Format=37846;k.SRGB8_ALPHA8_ASTC_8x8_Format=37847;k.Scene=ob;k.SceneUtils={createMultiMaterialObject:function(){console.error("THREE.SceneUtils has been moved to /examples/jsm/utils/SceneUtils.js")},detach:function(){console.error("THREE.SceneUtils has been moved to /examples/jsm/utils/SceneUtils.js")},\n",
"attach:function(){console.error("THREE.SceneUtils has been moved to /examples/jsm/utils/SceneUtils.js")}};k.ShaderChunk=O;k.ShaderLib=eb;k.ShaderMaterial=Ba;k.ShadowMaterial=kc;k.Shape=Kb;k.ShapeBufferGeometry=ic;k.ShapeGeometry=hc;k.ShapePath=Bg;k.ShapeUtils=sb;k.ShortType=1011;k.Skeleton=Ue;k.SkeletonHelper=rc;k.SkinnedMesh=Te;k.SmoothShading=2;k.Sphere=pb;k.SphereBufferGeometry=gc;k.SphereGeometry=he;k.Spherical=ri;k.SphericalHarmonics3=uf;k.SphericalReflectionMapping=305;k.Spline=$g;k.SplineCurve=\n",
"Za;k.SplineCurve3=Gi;k.SpotLight=hf;k.SpotLightHelper=jd;k.SpotLightShadow=gf;k.Sprite=Pd;k.SpriteMaterial=Ib;k.SrcAlphaFactor=204;k.SrcAlphaSaturateFactor=210;k.SrcColorFactor=202;k.StaticCopyUsage=35046;k.StaticDrawUsage=35044;k.StaticReadUsage=35045;k.StereoCamera=mi;k.StreamCopyUsage=35042;k.StreamDrawUsage=35040;k.StreamReadUsage=35041;k.StringKeyframeTrack=bf;k.SubtractEquation=101;k.SubtractiveBlending=3;k.TOUCH={ROTATE:0,PAN:1,DOLLY_PAN:2,DOLLY_ROTATE:3};k.TangentSpaceNormalMap=0;k.TetrahedronBufferGeometry=\n",
"Tc;k.TetrahedronGeometry=Wd;k.TextBufferGeometry=Zc;k.TextGeometry=ge;k.Texture=V;k.TextureLoader=ef;k.TorusBufferGeometry=Xc;k.TorusGeometry=be;k.TorusKnotBufferGeometry=Wc;k.TorusKnotGeometry=ae;k.Triangle=oa;k.TriangleFanDrawMode=2;k.TriangleStripDrawMode=1;k.TrianglesDrawMode=0;k.TubeBufferGeometry=dc;k.TubeGeometry=$d;k.UVMapping=300;k.Uint16Attribute=function(a,b){console.warn("THREE.Uint16Attribute has been removed. Use new THREE.Uint16BufferAttribute() instead.");return new Wb(a,b)};k.Uint16BufferAttribute=\n",
"Wb;k.Uint32Attribute=function(a,b){console.warn("THREE.Uint32Attribute has been removed. Use new THREE.Uint32BufferAttribute() instead.");return new Xb(a,b)};k.Uint32BufferAttribute=Xb;k.Uint8Attribute=function(a,b){console.warn("THREE.Uint8Attribute has been removed. Use new THREE.Uint8BufferAttribute() instead.");return new Cd(a,b)};k.Uint8BufferAttribute=Cd;k.Uint8ClampedAttribute=function(a,b){console.warn("THREE.Uint8ClampedAttribute has been removed. Use new THREE.Uint8ClampedBufferAttribute() instead.");\n",
"return new Dd(a,b)};k.Uint8ClampedBufferAttribute=Dd;k.Uncharted2ToneMapping=3;k.Uniform=vf;k.UniformsLib=D;k.UniformsUtils=Uh;k.UnsignedByteType=1009;k.UnsignedInt248Type=1020;k.UnsignedIntType=1014;k.UnsignedShort4444Type=1017;k.UnsignedShort5551Type=1018;k.UnsignedShort565Type=1019;k.UnsignedShortType=1012;k.VSMShadowMap=3;k.Vector2=t;k.Vector3=n;k.Vector4=ka;k.VectorKeyframeTrack=ed;k.Vertex=function(a,b,c){console.warn("THREE.Vertex has been removed. Use THREE.Vector3 instead.");return new n(a,\n",
"b,c)};k.VertexColors=2;k.VideoTexture=sg;k.WebGLCubeRenderTarget=Db;k.WebGLMultisampleRenderTarget=Zf;k.WebGLRenderTarget=Ha;k.WebGLRenderTargetCube=function(a,b,c){console.warn("THREE.WebGLRenderTargetCube( width, height, options ) is now WebGLCubeRenderTarget( size, options ).");return new Db(a,c)};k.WebGLRenderer=og;k.WebGLUtils=Zh;k.WireframeGeometry=Rc;k.WireframeHelper=function(a,b){console.warn("THREE.WireframeHelper has been removed. Use THREE.WireframeGeometry instead.");return new ma(new Rc(a.geometry),\n",
"new la({color:void 0!==b?b:16777215}))};k.WrapAroundEnding=2402;k.XHRLoader=function(a){console.warn("THREE.XHRLoader has been renamed to THREE.FileLoader.");return new Ra(a)};k.ZeroCurvatureEnding=2400;k.ZeroFactor=200;k.ZeroSlopeEnding=2401;k.ZeroStencilOp=0;k.sRGBEncoding=3001;Object.defineProperty(k,"__esModule",{value:!0})});\n",
"THREE.TrackballControls=function(object,domElement){if(domElement===undefined)console.warn('THREE.TrackballControls: The second parameter "domElement" is now mandatory.');if(domElement===document)console.error('THREE.TrackballControls: "document" should not be used as the target "domElement". Please use "renderer.domElement" instead.');var _this=this;var STATE={NONE:-1,ROTATE:0,ZOOM:1,PAN:2,TOUCH_ROTATE:3,TOUCH_ZOOM_PAN:4};this.object=object;this.domElement=domElement;this.enabled=true;this.screen={left:0,top:0,width:0,height:0};this.rotateSpeed=1.0;this.zoomSpeed=1.2;this.panSpeed=0.3;this.noRotate=false;this.noZoom=false;this.noPan=false;this.staticMoving=false;this.dynamicDampingFactor=0.2;this.minDistance=0;this.maxDistance=Infinity;this.keys=[65 ,83 ,68 ];this.mouseButtons={LEFT:THREE.MOUSE.ROTATE,MIDDLE:THREE.MOUSE.ZOOM,RIGHT:THREE.MOUSE.PAN};this.target=new THREE.Vector3();var EPS=0.000001;var lastPosition=new THREE.Vector3();var lastZoom=1;var _state=STATE.NONE,_keyState=STATE.NONE,_eye=new THREE.Vector3(),_movePrev=new THREE.Vector2(),_moveCurr=new THREE.Vector2(),_lastAxis=new THREE.Vector3(),_lastAngle=0,_zoomStart=new THREE.Vector2(),_zoomEnd=new THREE.Vector2(),_touchZoomDistanceStart=0,_touchZoomDistanceEnd=0,_panStart=new THREE.Vector2(),_panEnd=new THREE.Vector2();this.target0=this.target.clone();this.position0=this.object.position.clone();this.up0=this.object.up.clone();this.zoom0=this.object.zoom;var changeEvent={type:'change'};var startEvent={type:'start'};var endEvent={type:'end'};this.handleResize=function(){var box=this.domElement.getBoundingClientRect();var d=this.domElement.ownerDocument.documentElement;this.screen.left=box.left+window.pageXOffset-d.clientLeft;this.screen.top=box.top+window.pageYOffset-d.clientTop;this.screen.width=box.width;this.screen.height=box.height;};var getMouseOnScreen=(function(){var vector=new THREE.Vector2();return function getMouseOnScreen(pageX,pageY){vector.set((pageX-_this.screen.left)/_this.screen.width,(pageY-_this.screen.top)/_this.screen.height);return vector;};}());var getMouseOnCircle=(function(){var vector=new THREE.Vector2();return function getMouseOnCircle(pageX,pageY){vector.set(((pageX-_this.screen.width*0.5-_this.screen.left)/(_this.screen.width*0.5)),((_this.screen.height+2*(_this.screen.top-pageY))/_this.screen.width));return vector;};}());this.rotateCamera=(function(){var axis=new THREE.Vector3(),quaternion=new THREE.Quaternion(),eyeDirection=new THREE.Vector3(),objectUpDirection=new THREE.Vector3(),objectSidewaysDirection=new THREE.Vector3(),moveDirection=new THREE.Vector3(),angle;return function rotateCamera(){moveDirection.set(_moveCurr.x-_movePrev.x,_moveCurr.y-_movePrev.y,0);angle=moveDirection.length();if(angle){_eye.copy(_this.object.position).sub(_this.target);eyeDirection.copy(_eye).normalize();objectUpDirection.copy(_this.object.up).normalize();objectSidewaysDirection.crossVectors(objectUpDirection,eyeDirection).normalize();objectUpDirection.setLength(_moveCurr.y-_movePrev.y);objectSidewaysDirection.setLength(_moveCurr.x-_movePrev.x);moveDirection.copy(objectUpDirection.add(objectSidewaysDirection));axis.crossVectors(moveDirection,_eye).normalize();angle*=_this.rotateSpeed;quaternion.setFromAxisAngle(axis,angle);_eye.applyQuaternion(quaternion);_this.object.up.applyQuaternion(quaternion);_lastAxis.copy(axis);_lastAngle=angle;}else if(!_this.staticMoving&&_lastAngle){_lastAngle*=Math.sqrt(1.0-_this.dynamicDampingFactor);_eye.copy(_this.object.position).sub(_this.target);quaternion.setFromAxisAngle(_lastAxis,_lastAngle);_eye.applyQuaternion(quaternion);_this.object.up.applyQuaternion(quaternion);}\n",
"_movePrev.copy(_moveCurr);};}());this.zoomCamera=function(){var factor;if(_state===STATE.TOUCH_ZOOM_PAN){factor=_touchZoomDistanceStart/_touchZoomDistanceEnd;_touchZoomDistanceStart=_touchZoomDistanceEnd;if(_this.object.isPerspectiveCamera){_eye.multiplyScalar(factor);}else if(_this.object.isOrthographicCamera){_this.object.zoom*=factor;_this.object.updateProjectionMatrix();}else{console.warn('THREE.TrackballControls: Unsupported camera type');}}else{factor=1.0+(_zoomEnd.y-_zoomStart.y)*_this.zoomSpeed;if(factor!==1.0&&factor>0.0){if(_this.object.isPerspectiveCamera){_eye.multiplyScalar(factor);}else if(_this.object.isOrthographicCamera){_this.object.zoom/=factor;_this.object.updateProjectionMatrix();}else{console.warn('THREE.TrackballControls: Unsupported camera type');}}\n",
"if(_this.staticMoving){_zoomStart.copy(_zoomEnd);}else{_zoomStart.y+=(_zoomEnd.y-_zoomStart.y)*this.dynamicDampingFactor;}}};this.panCamera=(function(){var mouseChange=new THREE.Vector2(),objectUp=new THREE.Vector3(),pan=new THREE.Vector3();return function panCamera(){mouseChange.copy(_panEnd).sub(_panStart);if(mouseChange.lengthSq()){if(_this.object.isOrthographicCamera){var scale_x=(_this.object.right-_this.object.left)/_this.object.zoom/_this.domElement.clientWidth;var scale_y=(_this.object.top-_this.object.bottom)/_this.object.zoom/_this.domElement.clientWidth;mouseChange.x*=scale_x;mouseChange.y*=scale_y;}\n",
"mouseChange.multiplyScalar(_eye.length()*_this.panSpeed);pan.copy(_eye).cross(_this.object.up).setLength(mouseChange.x);pan.add(objectUp.copy(_this.object.up).setLength(mouseChange.y));_this.object.position.add(pan);_this.target.add(pan);if(_this.staticMoving){_panStart.copy(_panEnd);}else{_panStart.add(mouseChange.subVectors(_panEnd,_panStart).multiplyScalar(_this.dynamicDampingFactor));}}};}());this.checkDistances=function(){if(!_this.noZoom||!_this.noPan){if(_eye.lengthSq()>_this.maxDistance*_this.maxDistance){_this.object.position.addVectors(_this.target,_eye.setLength(_this.maxDistance));_zoomStart.copy(_zoomEnd);}\n",
"if(_eye.lengthSq()<_this.minDistance*_this.minDistance){_this.object.position.addVectors(_this.target,_eye.setLength(_this.minDistance));_zoomStart.copy(_zoomEnd);}}};this.update=function(){_eye.subVectors(_this.object.position,_this.target);if(!_this.noRotate){_this.rotateCamera();}\n",
"if(!_this.noZoom){_this.zoomCamera();}\n",
"if(!_this.noPan){_this.panCamera();}\n",
"_this.object.position.addVectors(_this.target,_eye);if(_this.object.isPerspectiveCamera){_this.checkDistances();_this.object.lookAt(_this.target);if(lastPosition.distanceToSquared(_this.object.position)>EPS){_this.dispatchEvent(changeEvent);lastPosition.copy(_this.object.position);}}else if(_this.object.isOrthographicCamera){_this.object.lookAt(_this.target);if(lastPosition.distanceToSquared(_this.object.position)>EPS||lastZoom!==_this.object.zoom){_this.dispatchEvent(changeEvent);lastPosition.copy(_this.object.position);lastZoom=_this.object.zoom;}}else{console.warn('THREE.TrackballControls: Unsupported camera type');}};this.reset=function(){_state=STATE.NONE;_keyState=STATE.NONE;_this.target.copy(_this.target0);_this.object.position.copy(_this.position0);_this.object.up.copy(_this.up0);_this.object.zoom=_this.zoom0;_this.object.updateProjectionMatrix();_eye.subVectors(_this.object.position,_this.target);_this.object.lookAt(_this.target);_this.dispatchEvent(changeEvent);lastPosition.copy(_this.object.position);lastZoom=_this.object.zoom;};function keydown(event){if(_this.enabled===false)return;window.removeEventListener('keydown',keydown);if(_keyState!==STATE.NONE){return;}else if(event.keyCode===_this.keys[STATE.ROTATE]&&!_this.noRotate){_keyState=STATE.ROTATE;}else if(event.keyCode===_this.keys[STATE.ZOOM]&&!_this.noZoom){_keyState=STATE.ZOOM;}else if(event.keyCode===_this.keys[STATE.PAN]&&!_this.noPan){_keyState=STATE.PAN;}}\n",
"function keyup(){if(_this.enabled===false)return;_keyState=STATE.NONE;window.addEventListener('keydown',keydown,false);}\n",
"function mousedown(event){if(_this.enabled===false)return;event.preventDefault();event.stopPropagation();if(_state===STATE.NONE){switch(event.button){case _this.mouseButtons.LEFT:_state=STATE.ROTATE;break;case _this.mouseButtons.MIDDLE:_state=STATE.ZOOM;break;case _this.mouseButtons.RIGHT:_state=STATE.PAN;break;default:_state=STATE.NONE;}}\n",
"var state=(_keyState!==STATE.NONE)?_keyState:_state;if(state===STATE.ROTATE&&!_this.noRotate){_moveCurr.copy(getMouseOnCircle(event.pageX,event.pageY));_movePrev.copy(_moveCurr);}else if(state===STATE.ZOOM&&!_this.noZoom){_zoomStart.copy(getMouseOnScreen(event.pageX,event.pageY));_zoomEnd.copy(_zoomStart);}else if(state===STATE.PAN&&!_this.noPan){_panStart.copy(getMouseOnScreen(event.pageX,event.pageY));_panEnd.copy(_panStart);}\n",
"document.addEventListener('mousemove',mousemove,false);document.addEventListener('mouseup',mouseup,false);_this.dispatchEvent(startEvent);}\n",
"function mousemove(event){if(_this.enabled===false)return;event.preventDefault();event.stopPropagation();var state=(_keyState!==STATE.NONE)?_keyState:_state;if(state===STATE.ROTATE&&!_this.noRotate){_movePrev.copy(_moveCurr);_moveCurr.copy(getMouseOnCircle(event.pageX,event.pageY));}else if(state===STATE.ZOOM&&!_this.noZoom){_zoomEnd.copy(getMouseOnScreen(event.pageX,event.pageY));}else if(state===STATE.PAN&&!_this.noPan){_panEnd.copy(getMouseOnScreen(event.pageX,event.pageY));}}\n",
"function mouseup(event){if(_this.enabled===false)return;event.preventDefault();event.stopPropagation();_state=STATE.NONE;document.removeEventListener('mousemove',mousemove);document.removeEventListener('mouseup',mouseup);_this.dispatchEvent(endEvent);}\n",
"function mousewheel(event){if(_this.enabled===false)return;if(_this.noZoom===true)return;event.preventDefault();event.stopPropagation();switch(event.deltaMode){case 2:_zoomStart.y-=event.deltaY*0.025;break;case 1:_zoomStart.y-=event.deltaY*0.01;break;default:_zoomStart.y-=event.deltaY*0.00025;break;}\n",
"_this.dispatchEvent(startEvent);_this.dispatchEvent(endEvent);}\n",
"function touchstart(event){if(_this.enabled===false)return;event.preventDefault();switch(event.touches.length){case 1:_state=STATE.TOUCH_ROTATE;_moveCurr.copy(getMouseOnCircle(event.touches[0].pageX,event.touches[0].pageY));_movePrev.copy(_moveCurr);break;default:_state=STATE.TOUCH_ZOOM_PAN;var dx=event.touches[0].pageX-event.touches[1].pageX;var dy=event.touches[0].pageY-event.touches[1].pageY;_touchZoomDistanceEnd=_touchZoomDistanceStart=Math.sqrt(dx*dx+dy*dy);var x=(event.touches[0].pageX+event.touches[1].pageX)/2;var y=(event.touches[0].pageY+event.touches[1].pageY)/2;_panStart.copy(getMouseOnScreen(x,y));_panEnd.copy(_panStart);break;}\n",
"_this.dispatchEvent(startEvent);}\n",
"function touchmove(event){if(_this.enabled===false)return;event.preventDefault();event.stopPropagation();switch(event.touches.length){case 1:_movePrev.copy(_moveCurr);_moveCurr.copy(getMouseOnCircle(event.touches[0].pageX,event.touches[0].pageY));break;default:var dx=event.touches[0].pageX-event.touches[1].pageX;var dy=event.touches[0].pageY-event.touches[1].pageY;_touchZoomDistanceEnd=Math.sqrt(dx*dx+dy*dy);var x=(event.touches[0].pageX+event.touches[1].pageX)/2;var y=(event.touches[0].pageY+event.touches[1].pageY)/2;_panEnd.copy(getMouseOnScreen(x,y));break;}}\n",
"function touchend(event){if(_this.enabled===false)return;switch(event.touches.length){case 0:_state=STATE.NONE;break;case 1:_state=STATE.TOUCH_ROTATE;_moveCurr.copy(getMouseOnCircle(event.touches[0].pageX,event.touches[0].pageY));_movePrev.copy(_moveCurr);break;}\n",
"_this.dispatchEvent(endEvent);}\n",
"function contextmenu(event){if(_this.enabled===false)return;event.preventDefault();}\n",
"this.dispose=function(){this.domElement.removeEventListener('contextmenu',contextmenu,false);this.domElement.removeEventListener('mousedown',mousedown,false);this.domElement.removeEventListener('wheel',mousewheel,false);this.domElement.removeEventListener('touchstart',touchstart,false);this.domElement.removeEventListener('touchend',touchend,false);this.domElement.removeEventListener('touchmove',touchmove,false);document.removeEventListener('mousemove',mousemove,false);document.removeEventListener('mouseup',mouseup,false);window.removeEventListener('keydown',keydown,false);window.removeEventListener('keyup',keyup,false);};this.domElement.addEventListener('contextmenu',contextmenu,false);this.domElement.addEventListener('mousedown',mousedown,false);this.domElement.addEventListener('wheel',mousewheel,false);this.domElement.addEventListener('touchstart',touchstart,false);this.domElement.addEventListener('touchend',touchend,false);this.domElement.addEventListener('touchmove',touchmove,false);window.addEventListener('keydown',keydown,false);window.addEventListener('keyup',keyup,false);this.handleResize();this.update();};THREE.TrackballControls.prototype=Object.create(THREE.EventDispatcher.prototype);THREE.TrackballControls.prototype.constructor=THREE.TrackballControls;THREE.GLTFLoader=(function(){function GLTFLoader(manager){THREE.Loader.call(this,manager);this.dracoLoader=null;this.ddsLoader=null;}\n",
"GLTFLoader.prototype=Object.assign(Object.create(THREE.Loader.prototype),{constructor:GLTFLoader,load:function(url,onLoad,onProgress,onError){var scope=this;var resourcePath;if(this.resourcePath!==''){resourcePath=this.resourcePath;}else if(this.path!==''){resourcePath=this.path;}else{resourcePath=THREE.LoaderUtils.extractUrlBase(url);}\n",
"scope.manager.itemStart(url);var _onError=function(e){if(onError){onError(e);}else{console.error(e);}\n",
"scope.manager.itemError(url);scope.manager.itemEnd(url);};var loader=new THREE.FileLoader(scope.manager);loader.setPath(this.path);loader.setResponseType('arraybuffer');if(scope.crossOrigin==='use-credentials'){loader.setWithCredentials(true);}\n",
"loader.load(url,function(data){try{scope.parse(data,resourcePath,function(gltf){onLoad(gltf);scope.manager.itemEnd(url);},_onError);}catch(e){_onError(e);}},onProgress,_onError);},setDRACOLoader:function(dracoLoader){this.dracoLoader=dracoLoader;return this;},setDDSLoader:function(ddsLoader){this.ddsLoader=ddsLoader;return this;},parse:function(data,path,onLoad,onError){var content;var extensions={};if(typeof data==='string'){content=data;}else{var magic=THREE.LoaderUtils.decodeText(new Uint8Array(data,0,4));if(magic===BINARY_EXTENSION_HEADER_MAGIC){try{extensions[EXTENSIONS.KHR_BINARY_GLTF]=new GLTFBinaryExtension(data);}catch(error){if(onError)onError(error);return;}\n",
"content=extensions[EXTENSIONS.KHR_BINARY_GLTF].content;}else{content=THREE.LoaderUtils.decodeText(new Uint8Array(data));}}\n",
"var json=JSON.parse(content);if(json.asset===undefined||json.asset.version[0]<2){if(onError)onError(new Error('THREE.GLTFLoader: Unsupported asset. glTF versions >=2.0 are supported.'));return;}\n",
"if(json.extensionsUsed){for(var i=0;i<json.extensionsUsed.length;++i){var extensionName=json.extensionsUsed[i];var extensionsRequired=json.extensionsRequired||[];switch(extensionName){case EXTENSIONS.KHR_LIGHTS_PUNCTUAL:extensions[extensionName]=new GLTFLightsExtension(json);break;case EXTENSIONS.KHR_MATERIALS_CLEARCOAT:extensions[extensionName]=new GLTFMaterialsClearcoatExtension();break;case EXTENSIONS.KHR_MATERIALS_UNLIT:extensions[extensionName]=new GLTFMaterialsUnlitExtension();break;case EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS:extensions[extensionName]=new GLTFMaterialsPbrSpecularGlossinessExtension();break;case EXTENSIONS.KHR_DRACO_MESH_COMPRESSION:extensions[extensionName]=new GLTFDracoMeshCompressionExtension(json,this.dracoLoader);break;case EXTENSIONS.MSFT_TEXTURE_DDS:extensions[extensionName]=new GLTFTextureDDSExtension(this.ddsLoader);break;case EXTENSIONS.KHR_TEXTURE_TRANSFORM:extensions[extensionName]=new GLTFTextureTransformExtension();break;case EXTENSIONS.KHR_MESH_QUANTIZATION:extensions[extensionName]=new GLTFMeshQuantizationExtension();break;default:if(extensionsRequired.indexOf(extensionName)>=0){console.warn('THREE.GLTFLoader: Unknown extension "'+extensionName+'".');}}}}\n",
"var parser=new GLTFParser(json,extensions,{path:path||this.resourcePath||'',crossOrigin:this.crossOrigin,manager:this.manager});parser.parse(onLoad,onError);}});function GLTFRegistry(){var objects={};return{get:function(key){return objects[key];},add:function(key,object){objects[key]=object;},remove:function(key){delete objects[key];},removeAll:function(){objects={};}};}\n",
"var EXTENSIONS={KHR_BINARY_GLTF:'KHR_binary_glTF',KHR_DRACO_MESH_COMPRESSION:'KHR_draco_mesh_compression',KHR_LIGHTS_PUNCTUAL:'KHR_lights_punctual',KHR_MATERIALS_CLEARCOAT:'KHR_materials_clearcoat',KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS:'KHR_materials_pbrSpecularGlossiness',KHR_MATERIALS_UNLIT:'KHR_materials_unlit',KHR_TEXTURE_TRANSFORM:'KHR_texture_transform',KHR_MESH_QUANTIZATION:'KHR_mesh_quantization',MSFT_TEXTURE_DDS:'MSFT_texture_dds'};function GLTFTextureDDSExtension(ddsLoader){if(!ddsLoader){throw new Error('THREE.GLTFLoader: Attempting to load .dds texture without importing THREE.DDSLoader');}\n",
"this.name=EXTENSIONS.MSFT_TEXTURE_DDS;this.ddsLoader=ddsLoader;}\n",
"function GLTFLightsExtension(json){this.name=EXTENSIONS.KHR_LIGHTS_PUNCTUAL;var extension=(json.extensions&&json.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL])||{};this.lightDefs=extension.lights||[];}\n",
"GLTFLightsExtension.prototype.loadLight=function(lightIndex){var lightDef=this.lightDefs[lightIndex];var lightNode;var color=new THREE.Color(0xffffff);if(lightDef.color!==undefined)color.fromArray(lightDef.color);var range=lightDef.range!==undefined?lightDef.range:0;switch(lightDef.type){case'directional':lightNode=new THREE.DirectionalLight(color);lightNode.target.position.set(0,0,-1);lightNode.add(lightNode.target);break;case'point':lightNode=new THREE.PointLight(color);lightNode.distance=range;break;case'spot':lightNode=new THREE.SpotLight(color);lightNode.distance=range;lightDef.spot=lightDef.spot||{};lightDef.spot.innerConeAngle=lightDef.spot.innerConeAngle!==undefined?lightDef.spot.innerConeAngle:0;lightDef.spot.outerConeAngle=lightDef.spot.outerConeAngle!==undefined?lightDef.spot.outerConeAngle:Math.PI/4.0;lightNode.angle=lightDef.spot.outerConeAngle;lightNode.penumbra=1.0-lightDef.spot.innerConeAngle/lightDef.spot.outerConeAngle;lightNode.target.position.set(0,0,-1);lightNode.add(lightNode.target);break;default:throw new Error('THREE.GLTFLoader: Unexpected light type, "'+lightDef.type+'".');}\n",
"lightNode.position.set(0,0,0);lightNode.decay=2;if(lightDef.intensity!==undefined)lightNode.intensity=lightDef.intensity;lightNode.name=lightDef.name||('light_'+lightIndex);return Promise.resolve(lightNode);};function GLTFMaterialsUnlitExtension(){this.name=EXTENSIONS.KHR_MATERIALS_UNLIT;}\n",
"GLTFMaterialsUnlitExtension.prototype.getMaterialType=function(){return THREE.MeshBasicMaterial;};GLTFMaterialsUnlitExtension.prototype.extendParams=function(materialParams,materialDef,parser){var pending=[];materialParams.color=new THREE.Color(1.0,1.0,1.0);materialParams.opacity=1.0;var metallicRoughness=materialDef.pbrMetallicRoughness;if(metallicRoughness){if(Array.isArray(metallicRoughness.baseColorFactor)){var array=metallicRoughness.baseColorFactor;materialParams.color.fromArray(array);materialParams.opacity=array[3];}\n",
"if(metallicRoughness.baseColorTexture!==undefined){pending.push(parser.assignTexture(materialParams,'map',metallicRoughness.baseColorTexture));}}\n",
"return Promise.all(pending);};function GLTFMaterialsClearcoatExtension(){this.name=EXTENSIONS.KHR_MATERIALS_CLEARCOAT;}\n",
"GLTFMaterialsClearcoatExtension.prototype.getMaterialType=function(){return THREE.MeshPhysicalMaterial;};GLTFMaterialsClearcoatExtension.prototype.extendParams=function(materialParams,materialDef,parser){var pending=[];var extension=materialDef.extensions[this.name];if(extension.clearcoatFactor!==undefined){materialParams.clearcoat=extension.clearcoatFactor;}\n",
"if(extension.clearcoatTexture!==undefined){pending.push(parser.assignTexture(materialParams,'clearcoatMap',extension.clearcoatTexture));}\n",
"if(extension.clearcoatRoughnessFactor!==undefined){materialParams.clearcoatRoughness=extension.clearcoatRoughnessFactor;}\n",
"if(extension.clearcoatRoughnessTexture!==undefined){pending.push(parser.assignTexture(materialParams,'clearcoatRoughnessMap',extension.clearcoatRoughnessTexture));}\n",
"if(extension.clearcoatNormalTexture!==undefined){pending.push(parser.assignTexture(materialParams,'clearcoatNormalMap',extension.clearcoatNormalTexture));if(extension.clearcoatNormalTexture.scale!==undefined){var scale=extension.clearcoatNormalTexture.scale;materialParams.clearcoatNormalScale=new THREE.Vector2(scale,scale);}}\n",
"return Promise.all(pending);};var BINARY_EXTENSION_HEADER_MAGIC='glTF';var BINARY_EXTENSION_HEADER_LENGTH=12;var BINARY_EXTENSION_CHUNK_TYPES={JSON:0x4E4F534A,BIN:0x004E4942};function GLTFBinaryExtension(data){this.name=EXTENSIONS.KHR_BINARY_GLTF;this.content=null;this.body=null;var headerView=new DataView(data,0,BINARY_EXTENSION_HEADER_LENGTH);this.header={magic:THREE.LoaderUtils.decodeText(new Uint8Array(data.slice(0,4))),version:headerView.getUint32(4,true),length:headerView.getUint32(8,true)};if(this.header.magic!==BINARY_EXTENSION_HEADER_MAGIC){throw new Error('THREE.GLTFLoader: Unsupported glTF-Binary header.');}else if(this.header.version<2.0){throw new Error('THREE.GLTFLoader: Legacy binary file detected.');}\n",
"var chunkView=new DataView(data,BINARY_EXTENSION_HEADER_LENGTH);var chunkIndex=0;while(chunkIndex<chunkView.byteLength){var chunkLength=chunkView.getUint32(chunkIndex,true);chunkIndex+=4;var chunkType=chunkView.getUint32(chunkIndex,true);chunkIndex+=4;if(chunkType===BINARY_EXTENSION_CHUNK_TYPES.JSON){var contentArray=new Uint8Array(data,BINARY_EXTENSION_HEADER_LENGTH+chunkIndex,chunkLength);this.content=THREE.LoaderUtils.decodeText(contentArray);}else if(chunkType===BINARY_EXTENSION_CHUNK_TYPES.BIN){var byteOffset=BINARY_EXTENSION_HEADER_LENGTH+chunkIndex;this.body=data.slice(byteOffset,byteOffset+chunkLength);}\n",
"chunkIndex+=chunkLength;}\n",
"if(this.content===null){throw new Error('THREE.GLTFLoader: JSON content not found.');}}\n",
"function GLTFDracoMeshCompressionExtension(json,dracoLoader){if(!dracoLoader){throw new Error('THREE.GLTFLoader: No DRACOLoader instance provided.');}\n",
"this.name=EXTENSIONS.KHR_DRACO_MESH_COMPRESSION;this.json=json;this.dracoLoader=dracoLoader;this.dracoLoader.preload();}\n",
"GLTFDracoMeshCompressionExtension.prototype.decodePrimitive=function(primitive,parser){var json=this.json;var dracoLoader=this.dracoLoader;var bufferViewIndex=primitive.extensions[this.name].bufferView;var gltfAttributeMap=primitive.extensions[this.name].attributes;var threeAttributeMap={};var attributeNormalizedMap={};var attributeTypeMap={};for(var attributeName in gltfAttributeMap){var threeAttributeName=ATTRIBUTES[attributeName]||attributeName.toLowerCase();threeAttributeMap[threeAttributeName]=gltfAttributeMap[attributeName];}\n",
"for(attributeName in primitive.attributes){var threeAttributeName=ATTRIBUTES[attributeName]||attributeName.toLowerCase();if(gltfAttributeMap[attributeName]!==undefined){var accessorDef=json.accessors[primitive.attributes[attributeName]];var componentType=WEBGL_COMPONENT_TYPES[accessorDef.componentType];attributeTypeMap[threeAttributeName]=componentType;attributeNormalizedMap[threeAttributeName]=accessorDef.normalized===true;}}\n",
"return parser.getDependency('bufferView',bufferViewIndex).then(function(bufferView){return new Promise(function(resolve){dracoLoader.decodeDracoFile(bufferView,function(geometry){for(var attributeName in geometry.attributes){var attribute=geometry.attributes[attributeName];var normalized=attributeNormalizedMap[attributeName];if(normalized!==undefined)attribute.normalized=normalized;}\n",
"resolve(geometry);},threeAttributeMap,attributeTypeMap);});});};function GLTFTextureTransformExtension(){this.name=EXTENSIONS.KHR_TEXTURE_TRANSFORM;}\n",
"GLTFTextureTransformExtension.prototype.extendTexture=function(texture,transform){texture=texture.clone();if(transform.offset!==undefined){texture.offset.fromArray(transform.offset);}\n",
"if(transform.rotation!==undefined){texture.rotation=transform.rotation;}\n",
"if(transform.scale!==undefined){texture.repeat.fromArray(transform.scale);}\n",
"if(transform.texCoord!==undefined){console.warn('THREE.GLTFLoader: Custom UV sets in "'+this.name+'" extension not yet supported.');}\n",
"texture.needsUpdate=true;return texture;};function GLTFMeshStandardSGMaterial(params){THREE.MeshStandardMaterial.call(this);this.isGLTFSpecularGlossinessMaterial=true;var specularMapParsFragmentChunk=['#ifdef USE_SPECULARMAP','\tuniform sampler2D specularMap;','#endif'].join('\\n');var glossinessMapParsFragmentChunk=['#ifdef USE_GLOSSINESSMAP','\tuniform sampler2D glossinessMap;','#endif'].join('\\n');var specularMapFragmentChunk=['vec3 specularFactor = specular;','#ifdef USE_SPECULARMAP','\tvec4 texelSpecular = texture2D( specularMap, vUv );','\ttexelSpecular = sRGBToLinear( texelSpecular );','\t// reads channel RGB, compatible with a glTF Specular-Glossiness (RGBA) texture','\tspecularFactor *= texelSpecular.rgb;','#endif'].join('\\n');var glossinessMapFragmentChunk=['float glossinessFactor = glossiness;','#ifdef USE_GLOSSINESSMAP','\tvec4 texelGlossiness = texture2D( glossinessMap, vUv );','\t// reads channel A, compatible with a glTF Specular-Glossiness (RGBA) texture','\tglossinessFactor *= texelGlossiness.a;','#endif'].join('\\n');var lightPhysicalFragmentChunk=['PhysicalMaterial material;','material.diffuseColor = diffuseColor.rgb;','vec3 dxy = max( abs( dFdx( geometryNormal ) ), abs( dFdy( geometryNormal ) ) );','float geometryRoughness = max( max( dxy.x, dxy.y ), dxy.z );','material.specularRoughness = max( 1.0 - glossinessFactor, 0.0525 );// 0.0525 corresponds to the base mip of a 256 cubemap.','material.specularRoughness += geometryRoughness;','material.specularRoughness = min( material.specularRoughness, 1.0 );','material.specularColor = specularFactor.rgb;',].join('\\n');var uniforms={specular:{value:new THREE.Color().setHex(0xffffff)},glossiness:{value:1},specularMap:{value:null},glossinessMap:{value:null}};this._extraUniforms=uniforms;this.onBeforeCompile=function(shader){for(var uniformName in uniforms){shader.uniforms[uniformName]=uniforms[uniformName];}\n",
"shader.fragmentShader=shader.fragmentShader.replace('uniform float roughness;','uniform vec3 specular;');shader.fragmentShader=shader.fragmentShader.replace('uniform float metalness;','uniform float glossiness;');shader.fragmentShader=shader.fragmentShader.replace('#include <roughnessmap_pars_fragment>',specularMapParsFragmentChunk);shader.fragmentShader=shader.fragmentShader.replace('#include <metalnessmap_pars_fragment>',glossinessMapParsFragmentChunk);shader.fragmentShader=shader.fragmentShader.replace('#include <roughnessmap_fragment>',specularMapFragmentChunk);shader.fragmentShader=shader.fragmentShader.replace('#include <metalnessmap_fragment>',glossinessMapFragmentChunk);shader.fragmentShader=shader.fragmentShader.replace('#include <lights_physical_fragment>',lightPhysicalFragmentChunk);};Object.defineProperties(this,{specular:{get:function(){return uniforms.specular.value;},set:function(v){uniforms.specular.value=v;}},specularMap:{get:function(){return uniforms.specularMap.value;},set:function(v){uniforms.specularMap.value=v;}},glossiness:{get:function(){return uniforms.glossiness.value;},set:function(v){uniforms.glossiness.value=v;}},glossinessMap:{get:function(){return uniforms.glossinessMap.value;},set:function(v){uniforms.glossinessMap.value=v;if(v){this.defines.USE_GLOSSINESSMAP='';this.defines.USE_ROUGHNESSMAP='';}else{delete this.defines.USE_ROUGHNESSMAP;delete this.defines.USE_GLOSSINESSMAP;}}}});delete this.metalness;delete this.roughness;delete this.metalnessMap;delete this.roughnessMap;this.setValues(params);}\n",
"GLTFMeshStandardSGMaterial.prototype=Object.create(THREE.MeshStandardMaterial.prototype);GLTFMeshStandardSGMaterial.prototype.constructor=GLTFMeshStandardSGMaterial;GLTFMeshStandardSGMaterial.prototype.copy=function(source){THREE.MeshStandardMaterial.prototype.copy.call(this,source);this.specularMap=source.specularMap;this.specular.copy(source.specular);this.glossinessMap=source.glossinessMap;this.glossiness=source.glossiness;delete this.metalness;delete this.roughness;delete this.metalnessMap;delete this.roughnessMap;return this;};function GLTFMaterialsPbrSpecularGlossinessExtension(){return{name:EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS,specularGlossinessParams:['color','map','lightMap','lightMapIntensity','aoMap','aoMapIntensity','emissive','emissiveIntensity','emissiveMap','bumpMap','bumpScale','normalMap','normalMapType','displacementMap','displacementScale','displacementBias','specularMap','specular','glossinessMap','glossiness','alphaMap','envMap','envMapIntensity','refractionRatio',],getMaterialType:function(){return GLTFMeshStandardSGMaterial;},extendParams:function(materialParams,materialDef,parser){var pbrSpecularGlossiness=materialDef.extensions[this.name];materialParams.color=new THREE.Color(1.0,1.0,1.0);materialParams.opacity=1.0;var pending=[];if(Array.isArray(pbrSpecularGlossiness.diffuseFactor)){var array=pbrSpecularGlossiness.diffuseFactor;materialParams.color.fromArray(array);materialParams.opacity=array[3];}\n",
"if(pbrSpecularGlossiness.diffuseTexture!==undefined){pending.push(parser.assignTexture(materialParams,'map',pbrSpecularGlossiness.diffuseTexture));}\n",
"materialParams.emissive=new THREE.Color(0.0,0.0,0.0);materialParams.glossiness=pbrSpecularGlossiness.glossinessFactor!==undefined?pbrSpecularGlossiness.glossinessFactor:1.0;materialParams.specular=new THREE.Color(1.0,1.0,1.0);if(Array.isArray(pbrSpecularGlossiness.specularFactor)){materialParams.specular.fromArray(pbrSpecularGlossiness.specularFactor);}\n",
"if(pbrSpecularGlossiness.specularGlossinessTexture!==undefined){var specGlossMapDef=pbrSpecularGlossiness.specularGlossinessTexture;pending.push(parser.assignTexture(materialParams,'glossinessMap',specGlossMapDef));pending.push(parser.assignTexture(materialParams,'specularMap',specGlossMapDef));}\n",
"return Promise.all(pending);},createMaterial:function(materialParams){var material=new GLTFMeshStandardSGMaterial(materialParams);material.fog=true;material.color=materialParams.color;material.map=materialParams.map===undefined?null:materialParams.map;material.lightMap=null;material.lightMapIntensity=1.0;material.aoMap=materialParams.aoMap===undefined?null:materialParams.aoMap;material.aoMapIntensity=1.0;material.emissive=materialParams.emissive;material.emissiveIntensity=1.0;material.emissiveMap=materialParams.emissiveMap===undefined?null:materialParams.emissiveMap;material.bumpMap=materialParams.bumpMap===undefined?null:materialParams.bumpMap;material.bumpScale=1;material.normalMap=materialParams.normalMap===undefined?null:materialParams.normalMap;material.normalMapType=THREE.TangentSpaceNormalMap;if(materialParams.normalScale)material.normalScale=materialParams.normalScale;material.displacementMap=null;material.displacementScale=1;material.displacementBias=0;material.specularMap=materialParams.specularMap===undefined?null:materialParams.specularMap;material.specular=materialParams.specular;material.glossinessMap=materialParams.glossinessMap===undefined?null:materialParams.glossinessMap;material.glossiness=materialParams.glossiness;material.alphaMap=null;material.envMap=materialParams.envMap===undefined?null:materialParams.envMap;material.envMapIntensity=1.0;material.refractionRatio=0.98;return material;},};}\n",
"function GLTFMeshQuantizationExtension(){this.name=EXTENSIONS.KHR_MESH_QUANTIZATION;}\n",
"function GLTFCubicSplineInterpolant(parameterPositions,sampleValues,sampleSize,resultBuffer){THREE.Interpolant.call(this,parameterPositions,sampleValues,sampleSize,resultBuffer);}\n",
"GLTFCubicSplineInterpolant.prototype=Object.create(THREE.Interpolant.prototype);GLTFCubicSplineInterpolant.prototype.constructor=GLTFCubicSplineInterpolant;GLTFCubicSplineInterpolant.prototype.copySampleValue_=function(index){var result=this.resultBuffer,values=this.sampleValues,valueSize=this.valueSize,offset=index*valueSize*3+valueSize;for(var i=0;i!==valueSize;i++){result[i]=values[offset+i];}\n",
"return result;};GLTFCubicSplineInterpolant.prototype.beforeStart_=GLTFCubicSplineInterpolant.prototype.copySampleValue_;GLTFCubicSplineInterpolant.prototype.afterEnd_=GLTFCubicSplineInterpolant.prototype.copySampleValue_;GLTFCubicSplineInterpolant.prototype.interpolate_=function(i1,t0,t,t1){var result=this.resultBuffer;var values=this.sampleValues;var stride=this.valueSize;var stride2=stride*2;var stride3=stride*3;var td=t1-t0;var p=(t-t0)/td;var pp=p*p;var ppp=pp*p;var offset1=i1*stride3;var offset0=offset1-stride3;var s2=-2*ppp+3*pp;var s3=ppp-pp;var s0=1-s2;var s1=s3-pp+p;for(var i=0;i!==stride;i++){var p0=values[offset0+i+stride];var m0=values[offset0+i+stride2]*td;var p1=values[offset1+i+stride];var m1=values[offset1+i]*td;result[i]=s0*p0+s1*m0+s2*p1+s3*m1;}\n",
"return result;};var WEBGL_CONSTANTS={FLOAT:5126,FLOAT_MAT3:35675,FLOAT_MAT4:35676,FLOAT_VEC2:35664,FLOAT_VEC3:35665,FLOAT_VEC4:35666,LINEAR:9729,REPEAT:10497,SAMPLER_2D:35678,POINTS:0,LINES:1,LINE_LOOP:2,LINE_STRIP:3,TRIANGLES:4,TRIANGLE_STRIP:5,TRIANGLE_FAN:6,UNSIGNED_BYTE:5121,UNSIGNED_SHORT:5123};var WEBGL_COMPONENT_TYPES={5120:Int8Array,5121:Uint8Array,5122:Int16Array,5123:Uint16Array,5125:Uint32Array,5126:Float32Array};var WEBGL_FILTERS={9728:THREE.NearestFilter,9729:THREE.LinearFilter,9984:THREE.NearestMipmapNearestFilter,9985:THREE.LinearMipmapNearestFilter,9986:THREE.NearestMipmapLinearFilter,9987:THREE.LinearMipmapLinearFilter};var WEBGL_WRAPPINGS={33071:THREE.ClampToEdgeWrapping,33648:THREE.MirroredRepeatWrapping,10497:THREE.RepeatWrapping};var WEBGL_TYPE_SIZES={'SCALAR':1,'VEC2':2,'VEC3':3,'VEC4':4,'MAT2':4,'MAT3':9,'MAT4':16};var ATTRIBUTES={POSITION:'position',NORMAL:'normal',TANGENT:'tangent',TEXCOORD_0:'uv',TEXCOORD_1:'uv2',COLOR_0:'color',WEIGHTS_0:'skinWeight',JOINTS_0:'skinIndex',};var PATH_PROPERTIES={scale:'scale',translation:'position',rotation:'quaternion',weights:'morphTargetInfluences'};var INTERPOLATION={CUBICSPLINE:undefined,LINEAR:THREE.InterpolateLinear,STEP:THREE.InterpolateDiscrete};var ALPHA_MODES={OPAQUE:'OPAQUE',MASK:'MASK',BLEND:'BLEND'};var MIME_TYPE_FORMATS={'image/png':THREE.RGBAFormat,'image/jpeg':THREE.RGBFormat};function resolveURL(url,path){if(typeof url!=='string'||url==='')return'';if(/^https?:\\/\\//i.test(path)&&/^\\//.test(url)){path=path.replace(/(^https?:\\/\\/[^\\/]+).*/i,'$1');}\n",
"if(/^(https?:)?\\/\\//i.test(url))return url;if(/^data:.*,.*$/i.test(url))return url;if(/^blob:.*$/i.test(url))return url;return path+url;}\n",
"function createDefaultMaterial(cache){if(cache['DefaultMaterial']===undefined){cache['DefaultMaterial']=new THREE.MeshStandardMaterial({color:0xFFFFFF,emissive:0x000000,metalness:1,roughness:1,transparent:false,depthTest:true,side:THREE.FrontSide});}\n",
"return cache['DefaultMaterial'];}\n",
"function addUnknownExtensionsToUserData(knownExtensions,object,objectDef){for(var name in objectDef.extensions){if(knownExtensions[name]===undefined){object.userData.gltfExtensions=object.userData.gltfExtensions||{};object.userData.gltfExtensions[name]=objectDef.extensions[name];}}}\n",
"function assignExtrasToUserData(object,gltfDef){if(gltfDef.extras!==undefined){if(typeof gltfDef.extras==='object'){Object.assign(object.userData,gltfDef.extras);}else{console.warn('THREE.GLTFLoader: Ignoring primitive type .extras, '+gltfDef.extras);}}}\n",
"function addMorphTargets(geometry,targets,parser){var hasMorphPosition=false;var hasMorphNormal=false;for(var i=0,il=targets.length;i<il;i++){var target=targets[i];if(target.POSITION!==undefined)hasMorphPosition=true;if(target.NORMAL!==undefined)hasMorphNormal=true;if(hasMorphPosition&&hasMorphNormal)break;}\n",
"if(!hasMorphPosition&&!hasMorphNormal)return Promise.resolve(geometry);var pendingPositionAccessors=[];var pendingNormalAccessors=[];for(var i=0,il=targets.length;i<il;i++){var target=targets[i];if(hasMorphPosition){var pendingAccessor=target.POSITION!==undefined?parser.getDependency('accessor',target.POSITION):geometry.attributes.position;pendingPositionAccessors.push(pendingAccessor);}\n",
"if(hasMorphNormal){var pendingAccessor=target.NORMAL!==undefined?parser.getDependency('accessor',target.NORMAL):geometry.attributes.normal;pendingNormalAccessors.push(pendingAccessor);}}\n",
"return Promise.all([Promise.all(pendingPositionAccessors),Promise.all(pendingNormalAccessors)]).then(function(accessors){var morphPositions=accessors[0];var morphNormals=accessors[1];if(hasMorphPosition)geometry.morphAttributes.position=morphPositions;if(hasMorphNormal)geometry.morphAttributes.normal=morphNormals;geometry.morphTargetsRelative=true;return geometry;});}\n",
"function updateMorphTargets(mesh,meshDef){mesh.updateMorphTargets();if(meshDef.weights!==undefined){for(var i=0,il=meshDef.weights.length;i<il;i++){mesh.morphTargetInfluences[i]=meshDef.weights[i];}}\n",
"if(meshDef.extras&&Array.isArray(meshDef.extras.targetNames)){var targetNames=meshDef.extras.targetNames;if(mesh.morphTargetInfluences.length===targetNames.length){mesh.morphTargetDictionary={};for(var i=0,il=targetNames.length;i<il;i++){mesh.morphTargetDictionary[targetNames[i]]=i;}}else{console.warn('THREE.GLTFLoader: Invalid extras.targetNames length. Ignoring names.');}}}\n",
"function createPrimitiveKey(primitiveDef){var dracoExtension=primitiveDef.extensions&&primitiveDef.extensions[EXTENSIONS.KHR_DRACO_MESH_COMPRESSION];var geometryKey;if(dracoExtension){geometryKey='draco:'+dracoExtension.bufferView\n",
"+':'+dracoExtension.indices\n",
"+':'+createAttributesKey(dracoExtension.attributes);}else{geometryKey=primitiveDef.indices+':'+createAttributesKey(primitiveDef.attributes)+':'+primitiveDef.mode;}\n",
"return geometryKey;}\n",
"function createAttributesKey(attributes){var attributesKey='';var keys=Object.keys(attributes).sort();for(var i=0,il=keys.length;i<il;i++){attributesKey+=keys[i]+':'+attributes[keys[i]]+';';}\n",
"return attributesKey;}\n",
"function GLTFParser(json,extensions,options){this.json=json||{};this.extensions=extensions||{};this.options=options||{};this.cache=new GLTFRegistry();this.primitiveCache={};this.textureLoader=new THREE.TextureLoader(this.options.manager);this.textureLoader.setCrossOrigin(this.options.crossOrigin);this.fileLoader=new THREE.FileLoader(this.options.manager);this.fileLoader.setResponseType('arraybuffer');if(this.options.crossOrigin==='use-credentials'){this.fileLoader.setWithCredentials(true);}}\n",
"GLTFParser.prototype.parse=function(onLoad,onError){var parser=this;var json=this.json;var extensions=this.extensions;this.cache.removeAll();this.markDefs();Promise.all([this.getDependencies('scene'),this.getDependencies('animation'),this.getDependencies('camera'),]).then(function(dependencies){var result={scene:dependencies[0][json.scene||0],scenes:dependencies[0],animations:dependencies[1],cameras:dependencies[2],asset:json.asset,parser:parser,userData:{}};addUnknownExtensionsToUserData(extensions,result,json);assignExtrasToUserData(result,json);onLoad(result);}).catch(onError);};GLTFParser.prototype.markDefs=function(){var nodeDefs=this.json.nodes||[];var skinDefs=this.json.skins||[];var meshDefs=this.json.meshes||[];var meshReferences={};var meshUses={};for(var skinIndex=0,skinLength=skinDefs.length;skinIndex<skinLength;skinIndex++){var joints=skinDefs[skinIndex].joints;for(var i=0,il=joints.length;i<il;i++){nodeDefs[joints[i]].isBone=true;}}\n",
"for(var nodeIndex=0,nodeLength=nodeDefs.length;nodeIndex<nodeLength;nodeIndex++){var nodeDef=nodeDefs[nodeIndex];if(nodeDef.mesh!==undefined){if(meshReferences[nodeDef.mesh]===undefined){meshReferences[nodeDef.mesh]=meshUses[nodeDef.mesh]=0;}\n",
"meshReferences[nodeDef.mesh]++;if(nodeDef.skin!==undefined){meshDefs[nodeDef.mesh].isSkinnedMesh=true;}}}\n",
"this.json.meshReferences=meshReferences;this.json.meshUses=meshUses;};GLTFParser.prototype.getDependency=function(type,index){var cacheKey=type+':'+index;var dependency=this.cache.get(cacheKey);if(!dependency){switch(type){case'scene':dependency=this.loadScene(index);break;case'node':dependency=this.loadNode(index);break;case'mesh':dependency=this.loadMesh(index);break;case'accessor':dependency=this.loadAccessor(index);break;case'bufferView':dependency=this.loadBufferView(index);break;case'buffer':dependency=this.loadBuffer(index);break;case'material':dependency=this.loadMaterial(index);break;case'texture':dependency=this.loadTexture(index);break;case'skin':dependency=this.loadSkin(index);break;case'animation':dependency=this.loadAnimation(index);break;case'camera':dependency=this.loadCamera(index);break;case'light':dependency=this.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].loadLight(index);break;default:throw new Error('Unknown type: '+type);}\n",
"this.cache.add(cacheKey,dependency);}\n",
"return dependency;};GLTFParser.prototype.getDependencies=function(type){var dependencies=this.cache.get(type);if(!dependencies){var parser=this;var defs=this.json[type+(type==='mesh'?'es':'s')]||[];dependencies=Promise.all(defs.map(function(def,index){return parser.getDependency(type,index);}));this.cache.add(type,dependencies);}\n",
"return dependencies;};GLTFParser.prototype.loadBuffer=function(bufferIndex){var bufferDef=this.json.buffers[bufferIndex];var loader=this.fileLoader;if(bufferDef.type&&bufferDef.type!=='arraybuffer'){throw new Error('THREE.GLTFLoader: '+bufferDef.type+' buffer type is not supported.');}\n",
"if(bufferDef.uri===undefined&&bufferIndex===0){return Promise.resolve(this.extensions[EXTENSIONS.KHR_BINARY_GLTF].body);}\n",
"var options=this.options;return new Promise(function(resolve,reject){loader.load(resolveURL(bufferDef.uri,options.path),resolve,undefined,function(){reject(new Error('THREE.GLTFLoader: Failed to load buffer "'+bufferDef.uri+'".'));});});};GLTFParser.prototype.loadBufferView=function(bufferViewIndex){var bufferViewDef=this.json.bufferViews[bufferViewIndex];return this.getDependency('buffer',bufferViewDef.buffer).then(function(buffer){var byteLength=bufferViewDef.byteLength||0;var byteOffset=bufferViewDef.byteOffset||0;return buffer.slice(byteOffset,byteOffset+byteLength);});};GLTFParser.prototype.loadAccessor=function(accessorIndex){var parser=this;var json=this.json;var accessorDef=this.json.accessors[accessorIndex];if(accessorDef.bufferView===undefined&&accessorDef.sparse===undefined){return Promise.resolve(null);}\n",
"var pendingBufferViews=[];if(accessorDef.bufferView!==undefined){pendingBufferViews.push(this.getDependency('bufferView',accessorDef.bufferView));}else{pendingBufferViews.push(null);}\n",
"if(accessorDef.sparse!==undefined){pendingBufferViews.push(this.getDependency('bufferView',accessorDef.sparse.indices.bufferView));pendingBufferViews.push(this.getDependency('bufferView',accessorDef.sparse.values.bufferView));}\n",
"return Promise.all(pendingBufferViews).then(function(bufferViews){var bufferView=bufferViews[0];var itemSize=WEBGL_TYPE_SIZES[accessorDef.type];var TypedArray=WEBGL_COMPONENT_TYPES[accessorDef.componentType];var elementBytes=TypedArray.BYTES_PER_ELEMENT;var itemBytes=elementBytes*itemSize;var byteOffset=accessorDef.byteOffset||0;var byteStride=accessorDef.bufferView!==undefined?json.bufferViews[accessorDef.bufferView].byteStride:undefined;var normalized=accessorDef.normalized===true;var array,bufferAttribute;if(byteStride&&byteStride!==itemBytes){var ibSlice=Math.floor(byteOffset/byteStride);var ibCacheKey='InterleavedBuffer:'+accessorDef.bufferView+':'+accessorDef.componentType+':'+ibSlice+':'+accessorDef.count;var ib=parser.cache.get(ibCacheKey);if(!ib){array=new TypedArray(bufferView,ibSlice*byteStride,accessorDef.count*byteStride/elementBytes);ib=new THREE.InterleavedBuffer(array,byteStride/elementBytes);parser.cache.add(ibCacheKey,ib);}\n",
"bufferAttribute=new THREE.InterleavedBufferAttribute(ib,itemSize,(byteOffset%byteStride)/elementBytes,normalized);}else{if(bufferView===null){array=new TypedArray(accessorDef.count*itemSize);}else{array=new TypedArray(bufferView,byteOffset,accessorDef.count*itemSize);}\n",
"bufferAttribute=new THREE.BufferAttribute(array,itemSize,normalized);}\n",
"if(accessorDef.sparse!==undefined){var itemSizeIndices=WEBGL_TYPE_SIZES.SCALAR;var TypedArrayIndices=WEBGL_COMPONENT_TYPES[accessorDef.sparse.indices.componentType];var byteOffsetIndices=accessorDef.sparse.indices.byteOffset||0;var byteOffsetValues=accessorDef.sparse.values.byteOffset||0;var sparseIndices=new TypedArrayIndices(bufferViews[1],byteOffsetIndices,accessorDef.sparse.count*itemSizeIndices);var sparseValues=new TypedArray(bufferViews[2],byteOffsetValues,accessorDef.sparse.count*itemSize);if(bufferView!==null){bufferAttribute=new THREE.BufferAttribute(bufferAttribute.array.slice(),bufferAttribute.itemSize,bufferAttribute.normalized);}\n",
"for(var i=0,il=sparseIndices.length;i<il;i++){var index=sparseIndices[i];bufferAttribute.setX(index,sparseValues[i*itemSize]);if(itemSize>=2)bufferAttribute.setY(index,sparseValues[i*itemSize+1]);if(itemSize>=3)bufferAttribute.setZ(index,sparseValues[i*itemSize+2]);if(itemSize>=4)bufferAttribute.setW(index,sparseValues[i*itemSize+3]);if(itemSize>=5)throw new Error('THREE.GLTFLoader: Unsupported itemSize in sparse BufferAttribute.');}}\n",
"return bufferAttribute;});};GLTFParser.prototype.loadTexture=function(textureIndex){var parser=this;var json=this.json;var options=this.options;var textureLoader=this.textureLoader;var URL=self.URL||self.webkitURL;var textureDef=json.textures[textureIndex];var textureExtensions=textureDef.extensions||{};var source;if(textureExtensions[EXTENSIONS.MSFT_TEXTURE_DDS]){source=json.images[textureExtensions[EXTENSIONS.MSFT_TEXTURE_DDS].source];}else{source=json.images[textureDef.source];}\n",
"var sourceURI=source.uri;var isObjectURL=false;if(source.bufferView!==undefined){sourceURI=parser.getDependency('bufferView',source.bufferView).then(function(bufferView){isObjectURL=true;var blob=new Blob([bufferView],{type:source.mimeType});sourceURI=URL.createObjectURL(blob);return sourceURI;});}\n",
"return Promise.resolve(sourceURI).then(function(sourceURI){var loader=options.manager.getHandler(sourceURI);if(!loader){loader=textureExtensions[EXTENSIONS.MSFT_TEXTURE_DDS]?parser.extensions[EXTENSIONS.MSFT_TEXTURE_DDS].ddsLoader:textureLoader;}\n",
"return new Promise(function(resolve,reject){loader.load(resolveURL(sourceURI,options.path),resolve,undefined,reject);});}).then(function(texture){if(isObjectURL===true){URL.revokeObjectURL(sourceURI);}\n",
"texture.flipY=false;if(textureDef.name)texture.name=textureDef.name;if(source.mimeType in MIME_TYPE_FORMATS){texture.format=MIME_TYPE_FORMATS[source.mimeType];}\n",
"var samplers=json.samplers||{};var sampler=samplers[textureDef.sampler]||{};texture.magFilter=WEBGL_FILTERS[sampler.magFilter]||THREE.LinearFilter;texture.minFilter=WEBGL_FILTERS[sampler.minFilter]||THREE.LinearMipmapLinearFilter;texture.wrapS=WEBGL_WRAPPINGS[sampler.wrapS]||THREE.RepeatWrapping;texture.wrapT=WEBGL_WRAPPINGS[sampler.wrapT]||THREE.RepeatWrapping;return texture;});};GLTFParser.prototype.assignTexture=function(materialParams,mapName,mapDef){var parser=this;return this.getDependency('texture',mapDef.index).then(function(texture){if(!texture.isCompressedTexture){switch(mapName){case'aoMap':case'emissiveMap':case'metalnessMap':case'normalMap':case'roughnessMap':texture.format=THREE.RGBFormat;break;}}\n",
"if(mapDef.texCoord!==undefined&&mapDef.texCoord!=0&&!(mapName==='aoMap'&&mapDef.texCoord==1)){console.warn('THREE.GLTFLoader: Custom UV set '+mapDef.texCoord+' for texture '+mapName+' not yet supported.');}\n",
"if(parser.extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM]){var transform=mapDef.extensions!==undefined?mapDef.extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM]:undefined;if(transform){texture=parser.extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM].extendTexture(texture,transform);}}\n",
"materialParams[mapName]=texture;});};GLTFParser.prototype.assignFinalMaterial=function(mesh){var geometry=mesh.geometry;var material=mesh.material;var useVertexTangents=geometry.attributes.tangent!==undefined;var useVertexColors=geometry.attributes.color!==undefined;var useFlatShading=geometry.attributes.normal===undefined;var useSkinning=mesh.isSkinnedMesh===true;var useMorphTargets=Object.keys(geometry.morphAttributes).length>0;var useMorphNormals=useMorphTargets&&geometry.morphAttributes.normal!==undefined;if(mesh.isPoints){var cacheKey='PointsMaterial:'+material.uuid;var pointsMaterial=this.cache.get(cacheKey);if(!pointsMaterial){pointsMaterial=new THREE.PointsMaterial();THREE.Material.prototype.copy.call(pointsMaterial,material);pointsMaterial.color.copy(material.color);pointsMaterial.map=material.map;pointsMaterial.sizeAttenuation=false;this.cache.add(cacheKey,pointsMaterial);}\n",
"material=pointsMaterial;}else if(mesh.isLine){var cacheKey='LineBasicMaterial:'+material.uuid;var lineMaterial=this.cache.get(cacheKey);if(!lineMaterial){lineMaterial=new THREE.LineBasicMaterial();THREE.Material.prototype.copy.call(lineMaterial,material);lineMaterial.color.copy(material.color);this.cache.add(cacheKey,lineMaterial);}\n",
"material=lineMaterial;}\n",
"if(useVertexTangents||useVertexColors||useFlatShading||useSkinning||useMorphTargets){var cacheKey='ClonedMaterial:'+material.uuid+':';if(material.isGLTFSpecularGlossinessMaterial)cacheKey+='specular-glossiness:';if(useSkinning)cacheKey+='skinning:';if(useVertexTangents)cacheKey+='vertex-tangents:';if(useVertexColors)cacheKey+='vertex-colors:';if(useFlatShading)cacheKey+='flat-shading:';if(useMorphTargets)cacheKey+='morph-targets:';if(useMorphNormals)cacheKey+='morph-normals:';var cachedMaterial=this.cache.get(cacheKey);if(!cachedMaterial){cachedMaterial=material.clone();if(useSkinning)cachedMaterial.skinning=true;if(useVertexTangents)cachedMaterial.vertexTangents=true;if(useVertexColors)cachedMaterial.vertexColors=true;if(useFlatShading)cachedMaterial.flatShading=true;if(useMorphTargets)cachedMaterial.morphTargets=true;if(useMorphNormals)cachedMaterial.morphNormals=true;this.cache.add(cacheKey,cachedMaterial);}\n",
"material=cachedMaterial;}\n",
"if(material.aoMap&&geometry.attributes.uv2===undefined&&geometry.attributes.uv!==undefined){geometry.setAttribute('uv2',new THREE.BufferAttribute(geometry.attributes.uv.array,2));}\n",
"if(material.normalScale&&!useVertexTangents){material.normalScale.y=-material.normalScale.y;}\n",
"if(material.clearcoatNormalScale&&!useVertexTangents){material.clearcoatNormalScale.y=-material.clearcoatNormalScale.y;}\n",
"mesh.material=material;};GLTFParser.prototype.loadMaterial=function(materialIndex){var parser=this;var json=this.json;var extensions=this.extensions;var materialDef=json.materials[materialIndex];var materialType;var materialParams={};var materialExtensions=materialDef.extensions||{};var pending=[];if(materialExtensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS]){var sgExtension=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS];materialType=sgExtension.getMaterialType();pending.push(sgExtension.extendParams(materialParams,materialDef,parser));}else if(materialExtensions[EXTENSIONS.KHR_MATERIALS_UNLIT]){var kmuExtension=extensions[EXTENSIONS.KHR_MATERIALS_UNLIT];materialType=kmuExtension.getMaterialType();pending.push(kmuExtension.extendParams(materialParams,materialDef,parser));}else{materialType=THREE.MeshStandardMaterial;var metallicRoughness=materialDef.pbrMetallicRoughness||{};materialParams.color=new THREE.Color(1.0,1.0,1.0);materialParams.opacity=1.0;if(Array.isArray(metallicRoughness.baseColorFactor)){var array=metallicRoughness.baseColorFactor;materialParams.color.fromArray(array);materialParams.opacity=array[3];}\n",
"if(metallicRoughness.baseColorTexture!==undefined){pending.push(parser.assignTexture(materialParams,'map',metallicRoughness.baseColorTexture));}\n",
"materialParams.metalness=metallicRoughness.metallicFactor!==undefined?metallicRoughness.metallicFactor:1.0;materialParams.roughness=metallicRoughness.roughnessFactor!==undefined?metallicRoughness.roughnessFactor:1.0;if(metallicRoughness.metallicRoughnessTexture!==undefined){pending.push(parser.assignTexture(materialParams,'metalnessMap',metallicRoughness.metallicRoughnessTexture));pending.push(parser.assignTexture(materialParams,'roughnessMap',metallicRoughness.metallicRoughnessTexture));}}\n",
"if(materialDef.doubleSided===true){materialParams.side=THREE.DoubleSide;}\n",
"var alphaMode=materialDef.alphaMode||ALPHA_MODES.OPAQUE;if(alphaMode===ALPHA_MODES.BLEND){materialParams.transparent=true;materialParams.depthWrite=false;}else{materialParams.transparent=false;if(alphaMode===ALPHA_MODES.MASK){materialParams.alphaTest=materialDef.alphaCutoff!==undefined?materialDef.alphaCutoff:0.5;}}\n",
"if(materialDef.normalTexture!==undefined&&materialType!==THREE.MeshBasicMaterial){pending.push(parser.assignTexture(materialParams,'normalMap',materialDef.normalTexture));materialParams.normalScale=new THREE.Vector2(1,1);if(materialDef.normalTexture.scale!==undefined){materialParams.normalScale.set(materialDef.normalTexture.scale,materialDef.normalTexture.scale);}}\n",
"if(materialDef.occlusionTexture!==undefined&&materialType!==THREE.MeshBasicMaterial){pending.push(parser.assignTexture(materialParams,'aoMap',materialDef.occlusionTexture));if(materialDef.occlusionTexture.strength!==undefined){materialParams.aoMapIntensity=materialDef.occlusionTexture.strength;}}\n",
"if(materialDef.emissiveFactor!==undefined&&materialType!==THREE.MeshBasicMaterial){materialParams.emissive=new THREE.Color().fromArray(materialDef.emissiveFactor);}\n",
"if(materialDef.emissiveTexture!==undefined&&materialType!==THREE.MeshBasicMaterial){pending.push(parser.assignTexture(materialParams,'emissiveMap',materialDef.emissiveTexture));}\n",
"if(materialExtensions[EXTENSIONS.KHR_MATERIALS_CLEARCOAT]){var clearcoatExtension=extensions[EXTENSIONS.KHR_MATERIALS_CLEARCOAT];materialType=clearcoatExtension.getMaterialType();pending.push(clearcoatExtension.extendParams(materialParams,{extensions:materialExtensions},parser));}\n",
"return Promise.all(pending).then(function(){var material;if(materialType===GLTFMeshStandardSGMaterial){material=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].createMaterial(materialParams);}else{material=new materialType(materialParams);}\n",
"if(materialDef.name)material.name=materialDef.name;if(material.map)material.map.encoding=THREE.sRGBEncoding;if(material.emissiveMap)material.emissiveMap.encoding=THREE.sRGBEncoding;assignExtrasToUserData(material,materialDef);if(materialDef.extensions)addUnknownExtensionsToUserData(extensions,material,materialDef);return material;});};function computeBounds(geometry,primitiveDef,parser){var attributes=primitiveDef.attributes;var box=new THREE.Box3();if(attributes.POSITION!==undefined){var accessor=parser.json.accessors[attributes.POSITION];var min=accessor.min;var max=accessor.max;if(min!==undefined&&max!==undefined){box.set(new THREE.Vector3(min[0],min[1],min[2]),new THREE.Vector3(max[0],max[1],max[2]));}else{console.warn('THREE.GLTFLoader: Missing min/max properties for accessor POSITION.');return;}}else{return;}\n",
"var targets=primitiveDef.targets;if(targets!==undefined){var maxDisplacement=new THREE.Vector3();var vector=new THREE.Vector3();for(var i=0,il=targets.length;i<il;i++){var target=targets[i];if(target.POSITION!==undefined){var accessor=parser.json.accessors[target.POSITION];var min=accessor.min;var max=accessor.max;if(min!==undefined&&max!==undefined){vector.setX(Math.max(Math.abs(min[0]),Math.abs(max[0])));vector.setY(Math.max(Math.abs(min[1]),Math.abs(max[1])));vector.setZ(Math.max(Math.abs(min[2]),Math.abs(max[2])));maxDisplacement.max(vector);}else{console.warn('THREE.GLTFLoader: Missing min/max properties for accessor POSITION.');}}}\n",
"box.expandByVector(maxDisplacement);}\n",
"geometry.boundingBox=box;var sphere=new THREE.Sphere();box.getCenter(sphere.center);sphere.radius=box.min.distanceTo(box.max)/2;geometry.boundingSphere=sphere;}\n",
"function addPrimitiveAttributes(geometry,primitiveDef,parser){var attributes=primitiveDef.attributes;var pending=[];function assignAttributeAccessor(accessorIndex,attributeName){return parser.getDependency('accessor',accessorIndex).then(function(accessor){geometry.setAttribute(attributeName,accessor);});}\n",
"for(var gltfAttributeName in attributes){var threeAttributeName=ATTRIBUTES[gltfAttributeName]||gltfAttributeName.toLowerCase();if(threeAttributeName in geometry.attributes)continue;pending.push(assignAttributeAccessor(attributes[gltfAttributeName],threeAttributeName));}\n",
"if(primitiveDef.indices!==undefined&&!geometry.index){var accessor=parser.getDependency('accessor',primitiveDef.indices).then(function(accessor){geometry.setIndex(accessor);});pending.push(accessor);}\n",
"assignExtrasToUserData(geometry,primitiveDef);computeBounds(geometry,primitiveDef,parser);return Promise.all(pending).then(function(){return primitiveDef.targets!==undefined?addMorphTargets(geometry,primitiveDef.targets,parser):geometry;});}\n",
"function toTrianglesDrawMode(geometry,drawMode){var index=geometry.getIndex();if(index===null){var indices=[];var position=geometry.getAttribute('position');if(position!==undefined){for(var i=0;i<position.count;i++){indices.push(i);}\n",
"geometry.setIndex(indices);index=geometry.getIndex();}else{console.error('THREE.GLTFLoader.toTrianglesDrawMode(): Undefined position attribute. Processing not possible.');return geometry;}}\n",
"var numberOfTriangles=index.count-2;var newIndices=[];if(drawMode===THREE.TriangleFanDrawMode){for(var i=1;i<=numberOfTriangles;i++){newIndices.push(index.getX(0));newIndices.push(index.getX(i));newIndices.push(index.getX(i+1));}}else{for(var i=0;i<numberOfTriangles;i++){if(i%2===0){newIndices.push(index.getX(i));newIndices.push(index.getX(i+1));newIndices.push(index.getX(i+2));}else{newIndices.push(index.getX(i+2));newIndices.push(index.getX(i+1));newIndices.push(index.getX(i));}}}\n",
"if((newIndices.length/3)!==numberOfTriangles){console.error('THREE.GLTFLoader.toTrianglesDrawMode(): Unable to generate correct amount of triangles.');}\n",
"var newGeometry=geometry.clone();newGeometry.setIndex(newIndices);return newGeometry;}\n",
"GLTFParser.prototype.loadGeometries=function(primitives){var parser=this;var extensions=this.extensions;var cache=this.primitiveCache;function createDracoPrimitive(primitive){return extensions[EXTENSIONS.KHR_DRACO_MESH_COMPRESSION].decodePrimitive(primitive,parser).then(function(geometry){return addPrimitiveAttributes(geometry,primitive,parser);});}\n",
"var pending=[];for(var i=0,il=primitives.length;i<il;i++){var primitive=primitives[i];var cacheKey=createPrimitiveKey(primitive);var cached=cache[cacheKey];if(cached){pending.push(cached.promise);}else{var geometryPromise;if(primitive.extensions&&primitive.extensions[EXTENSIONS.KHR_DRACO_MESH_COMPRESSION]){geometryPromise=createDracoPrimitive(primitive);}else{geometryPromise=addPrimitiveAttributes(new THREE.BufferGeometry(),primitive,parser);}\n",
"cache[cacheKey]={primitive:primitive,promise:geometryPromise};pending.push(geometryPromise);}}\n",
"return Promise.all(pending);};GLTFParser.prototype.loadMesh=function(meshIndex){var parser=this;var json=this.json;var meshDef=json.meshes[meshIndex];var primitives=meshDef.primitives;var pending=[];for(var i=0,il=primitives.length;i<il;i++){var material=primitives[i].material===undefined?createDefaultMaterial(this.cache):this.getDependency('material',primitives[i].material);pending.push(material);}\n",
"pending.push(parser.loadGeometries(primitives));return Promise.all(pending).then(function(results){var materials=results.slice(0,results.length-1);var geometries=results[results.length-1];var meshes=[];for(var i=0,il=geometries.length;i<il;i++){var geometry=geometries[i];var primitive=primitives[i];var mesh;var material=materials[i];if(primitive.mode===WEBGL_CONSTANTS.TRIANGLES||primitive.mode===WEBGL_CONSTANTS.TRIANGLE_STRIP||primitive.mode===WEBGL_CONSTANTS.TRIANGLE_FAN||primitive.mode===undefined){mesh=meshDef.isSkinnedMesh===true?new THREE.SkinnedMesh(geometry,material):new THREE.Mesh(geometry,material);if(mesh.isSkinnedMesh===true&&!mesh.geometry.attributes.skinWeight.normalized){mesh.normalizeSkinWeights();}\n",
"if(primitive.mode===WEBGL_CONSTANTS.TRIANGLE_STRIP){mesh.geometry=toTrianglesDrawMode(mesh.geometry,THREE.TriangleStripDrawMode);}else if(primitive.mode===WEBGL_CONSTANTS.TRIANGLE_FAN){mesh.geometry=toTrianglesDrawMode(mesh.geometry,THREE.TriangleFanDrawMode);}}else if(primitive.mode===WEBGL_CONSTANTS.LINES){mesh=new THREE.LineSegments(geometry,material);}else if(primitive.mode===WEBGL_CONSTANTS.LINE_STRIP){mesh=new THREE.Line(geometry,material);}else if(primitive.mode===WEBGL_CONSTANTS.LINE_LOOP){mesh=new THREE.LineLoop(geometry,material);}else if(primitive.mode===WEBGL_CONSTANTS.POINTS){mesh=new THREE.Points(geometry,material);}else{throw new Error('THREE.GLTFLoader: Primitive mode unsupported: '+primitive.mode);}\n",
"if(Object.keys(mesh.geometry.morphAttributes).length>0){updateMorphTargets(mesh,meshDef);}\n",
"mesh.name=meshDef.name||('mesh_'+meshIndex);if(geometries.length>1)mesh.name+='_'+i;assignExtrasToUserData(mesh,meshDef);parser.assignFinalMaterial(mesh);meshes.push(mesh);}\n",
"if(meshes.length===1){return meshes[0];}\n",
"var group=new THREE.Group();for(var i=0,il=meshes.length;i<il;i++){group.add(meshes[i]);}\n",
"return group;});};GLTFParser.prototype.loadCamera=function(cameraIndex){var camera;var cameraDef=this.json.cameras[cameraIndex];var params=cameraDef[cameraDef.type];if(!params){console.warn('THREE.GLTFLoader: Missing camera parameters.');return;}\n",
"if(cameraDef.type==='perspective'){camera=new THREE.PerspectiveCamera(THREE.MathUtils.radToDeg(params.yfov),params.aspectRatio||1,params.znear||1,params.zfar||2e6);}else if(cameraDef.type==='orthographic'){camera=new THREE.OrthographicCamera(params.xmag/-2,params.xmag/2,params.ymag/2,params.ymag/-2,params.znear,params.zfar);}\n",
"if(cameraDef.name)camera.name=cameraDef.name;assignExtrasToUserData(camera,cameraDef);return Promise.resolve(camera);};GLTFParser.prototype.loadSkin=function(skinIndex){var skinDef=this.json.skins[skinIndex];var skinEntry={joints:skinDef.joints};if(skinDef.inverseBindMatrices===undefined){return Promise.resolve(skinEntry);}\n",
"return this.getDependency('accessor',skinDef.inverseBindMatrices).then(function(accessor){skinEntry.inverseBindMatrices=accessor;return skinEntry;});};GLTFParser.prototype.loadAnimation=function(animationIndex){var json=this.json;var animationDef=json.animations[animationIndex];var pendingNodes=[];var pendingInputAccessors=[];var pendingOutputAccessors=[];var pendingSamplers=[];var pendingTargets=[];for(var i=0,il=animationDef.channels.length;i<il;i++){var channel=animationDef.channels[i];var sampler=animationDef.samplers[channel.sampler];var target=channel.target;var name=target.node!==undefined?target.node:target.id;var input=animationDef.parameters!==undefined?animationDef.parameters[sampler.input]:sampler.input;var output=animationDef.parameters!==undefined?animationDef.parameters[sampler.output]:sampler.output;pendingNodes.push(this.getDependency('node',name));pendingInputAccessors.push(this.getDependency('accessor',input));pendingOutputAccessors.push(this.getDependency('accessor',output));pendingSamplers.push(sampler);pendingTargets.push(target);}\n",
"return Promise.all([Promise.all(pendingNodes),Promise.all(pendingInputAccessors),Promise.all(pendingOutputAccessors),Promise.all(pendingSamplers),Promise.all(pendingTargets)]).then(function(dependencies){var nodes=dependencies[0];var inputAccessors=dependencies[1];var outputAccessors=dependencies[2];var samplers=dependencies[3];var targets=dependencies[4];var tracks=[];for(var i=0,il=nodes.length;i<il;i++){var node=nodes[i];var inputAccessor=inputAccessors[i];var outputAccessor=outputAccessors[i];var sampler=samplers[i];var target=targets[i];if(node===undefined)continue;node.updateMatrix();node.matrixAutoUpdate=true;var TypedKeyframeTrack;switch(PATH_PROPERTIES[target.path]){case PATH_PROPERTIES.weights:TypedKeyframeTrack=THREE.NumberKeyframeTrack;break;case PATH_PROPERTIES.rotation:TypedKeyframeTrack=THREE.QuaternionKeyframeTrack;break;case PATH_PROPERTIES.position:case PATH_PROPERTIES.scale:default:TypedKeyframeTrack=THREE.VectorKeyframeTrack;break;}\n",
"var targetName=node.name?node.name:node.uuid;var interpolation=sampler.interpolation!==undefined?INTERPOLATION[sampler.interpolation]:THREE.InterpolateLinear;var targetNames=[];if(PATH_PROPERTIES[target.path]===PATH_PROPERTIES.weights){node.traverse(function(object){if(object.isMesh===true&&object.morphTargetInfluences){targetNames.push(object.name?object.name:object.uuid);}});}else{targetNames.push(targetName);}\n",
"var outputArray=outputAccessor.array;if(outputAccessor.normalized){var scale;if(outputArray.constructor===Int8Array){scale=1/127;}else if(outputArray.constructor===Uint8Array){scale=1/255;}else if(outputArray.constructor==Int16Array){scale=1/32767;}else if(outputArray.constructor===Uint16Array){scale=1/65535;}else{throw new Error('THREE.GLTFLoader: Unsupported output accessor component type.');}\n",
"var scaled=new Float32Array(outputArray.length);for(var j=0,jl=outputArray.length;j<jl;j++){scaled[j]=outputArray[j]*scale;}\n",
"outputArray=scaled;}\n",
"for(var j=0,jl=targetNames.length;j<jl;j++){var track=new TypedKeyframeTrack(targetNames[j]+'.'+PATH_PROPERTIES[target.path],inputAccessor.array,outputArray,interpolation);if(sampler.interpolation==='CUBICSPLINE'){track.createInterpolant=function InterpolantFactoryMethodGLTFCubicSpline(result){return new GLTFCubicSplineInterpolant(this.times,this.values,this.getValueSize()/3,result);};track.createInterpolant.isInterpolantFactoryMethodGLTFCubicSpline=true;}\n",
"tracks.push(track);}}\n",
"var name=animationDef.name?animationDef.name:'animation_'+animationIndex;return new THREE.AnimationClip(name,undefined,tracks);});};GLTFParser.prototype.loadNode=function(nodeIndex){var json=this.json;var extensions=this.extensions;var parser=this;var meshReferences=json.meshReferences;var meshUses=json.meshUses;var nodeDef=json.nodes[nodeIndex];return(function(){var pending=[];if(nodeDef.mesh!==undefined){pending.push(parser.getDependency('mesh',nodeDef.mesh).then(function(mesh){var node;if(meshReferences[nodeDef.mesh]>1){var instanceNum=meshUses[nodeDef.mesh]++;node=mesh.clone();node.name+='_instance_'+instanceNum;}else{node=mesh;}\n",
"if(nodeDef.weights!==undefined){node.traverse(function(o){if(!o.isMesh)return;for(var i=0,il=nodeDef.weights.length;i<il;i++){o.morphTargetInfluences[i]=nodeDef.weights[i];}});}\n",
"return node;}));}\n",
"if(nodeDef.camera!==undefined){pending.push(parser.getDependency('camera',nodeDef.camera));}\n",
"if(nodeDef.extensions&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL]&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light!==undefined){pending.push(parser.getDependency('light',nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light));}\n",
"return Promise.all(pending);}()).then(function(objects){var node;if(nodeDef.isBone===true){node=new THREE.Bone();}else if(objects.length>1){node=new THREE.Group();}else if(objects.length===1){node=objects[0];}else{node=new THREE.Object3D();}\n",
"if(node!==objects[0]){for(var i=0,il=objects.length;i<il;i++){node.add(objects[i]);}}\n",
"if(nodeDef.name){node.userData.name=nodeDef.name;node.name=THREE.PropertyBinding.sanitizeNodeName(nodeDef.name);}\n",
"assignExtrasToUserData(node,nodeDef);if(nodeDef.extensions)addUnknownExtensionsToUserData(extensions,node,nodeDef);if(nodeDef.matrix!==undefined){var matrix=new THREE.Matrix4();matrix.fromArray(nodeDef.matrix);node.applyMatrix4(matrix);}else{if(nodeDef.translation!==undefined){node.position.fromArray(nodeDef.translation);}\n",
"if(nodeDef.rotation!==undefined){node.quaternion.fromArray(nodeDef.rotation);}\n",
"if(nodeDef.scale!==undefined){node.scale.fromArray(nodeDef.scale);}}\n",
"return node;});};GLTFParser.prototype.loadScene=function(){function buildNodeHierachy(nodeId,parentObject,json,parser){var nodeDef=json.nodes[nodeId];return parser.getDependency('node',nodeId).then(function(node){if(nodeDef.skin===undefined)return node;var skinEntry;return parser.getDependency('skin',nodeDef.skin).then(function(skin){skinEntry=skin;var pendingJoints=[];for(var i=0,il=skinEntry.joints.length;i<il;i++){pendingJoints.push(parser.getDependency('node',skinEntry.joints[i]));}\n",
"return Promise.all(pendingJoints);}).then(function(jointNodes){node.traverse(function(mesh){if(!mesh.isMesh)return;var bones=[];var boneInverses=[];for(var j=0,jl=jointNodes.length;j<jl;j++){var jointNode=jointNodes[j];if(jointNode){bones.push(jointNode);var mat=new THREE.Matrix4();if(skinEntry.inverseBindMatrices!==undefined){mat.fromArray(skinEntry.inverseBindMatrices.array,j*16);}\n",
"boneInverses.push(mat);}else{console.warn('THREE.GLTFLoader: Joint "%s" could not be found.',skinEntry.joints[j]);}}\n",
"mesh.bind(new THREE.Skeleton(bones,boneInverses),mesh.matrixWorld);});return node;});}).then(function(node){parentObject.add(node);var pending=[];if(nodeDef.children){var children=nodeDef.children;for(var i=0,il=children.length;i<il;i++){var child=children[i];pending.push(buildNodeHierachy(child,node,json,parser));}}\n",
"return Promise.all(pending);});}\n",
"return function loadScene(sceneIndex){var json=this.json;var extensions=this.extensions;var sceneDef=this.json.scenes[sceneIndex];var parser=this;var scene=new THREE.Group();if(sceneDef.name)scene.name=sceneDef.name;assignExtrasToUserData(scene,sceneDef);if(sceneDef.extensions)addUnknownExtensionsToUserData(extensions,scene,sceneDef);var nodeIds=sceneDef.nodes||[];var pending=[];for(var i=0,il=nodeIds.length;i<il;i++){pending.push(buildNodeHierachy(nodeIds[i],scene,json,parser));}\n",
"return Promise.all(pending).then(function(){return scene;});};}();return GLTFLoader;})();var camera,controls,scene,renderer,tracklight;function autoFit(obj,camera,controls){const boundingBox=new THREE.Box3().setFromObject(obj);const boundingSphere=new THREE.Sphere();boundingBox.getBoundingSphere((target=boundingSphere));const scale=1.0;const angularSize=((camera.fov*Math.PI)/180)*scale;const distanceToCamera=boundingSphere.radius/Math.tan(angularSize);const len=Math.sqrt(Math.pow(distanceToCamera,2)+\n",
"Math.pow(distanceToCamera,2)+\n",
"Math.pow(distanceToCamera,2));camera.position.set(len,len,len);controls.update();camera.lookAt(boundingSphere.center);controls.target.set(boundingSphere.center.x,boundingSphere.center.y,boundingSphere.center.z);camera.updateProjectionMatrix();}\n",
"function centerControls(obj,camera,controls){const boundingBox=new THREE.Box3().setFromObject(obj);const boundingSphere=new THREE.Sphere();boundingBox.getBoundingSphere((target=boundingSphere));controls.update();controls.target.set(boundingSphere.center.x,boundingSphere.center.y,boundingSphere.center.z);}\n",
"function init(){scene=new THREE.Scene();scene.background=new THREE.Color(0xffffff);tracklight=new THREE.DirectionalLight(0xffffff,1.75);scene.add(tracklight);base64_data="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THREE.WebGLRenderer({antialias:true});renderer.setPixelRatio(window.devicePixelRatio);renderer.setSize(window.innerWidth,window.innerHeight);document.body.appendChild(renderer.domElement);loader=new THREE.GLTFLoader();loader.load("data:text/plain;base64,"+base64_data,function(gltf){scene.add(gltf.scene);camera=gltf.cameras[0];controls=new THREE.TrackballControls(camera,renderer.domElement);controls.rotateSpeed=1.0;controls.zoomSpeed=1.2;controls.panSpeed=0.8;controls.noZoom=false;controls.noPan=false;controls.staticMoving=true;controls.dynamicDampingFactor=0.3;controls.keys=[65,83,68];controls.addEventListener("change",render);centerControls(scene,camera,controls);render();window.addEventListener("resize",onWindowResize,false);animate();onWindowResize();});}\n",
"function onWindowResize(){camera.aspect=window.innerWidth/window.innerHeight;camera.updateProjectionMatrix();renderer.setSize(window.innerWidth,window.innerHeight);controls.handleResize();render();}\n",
"function animate(){requestAnimationFrame(animate);controls.update();}\n",
"function render(){tracklight.position.copy(camera.position);renderer.render(scene,camera);}\n",
"init();</script></body>\n",
"</html>\" width=\"100%\" height=\"500px\" style=\"border:none;\"></iframe></div>"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Load geometry\n",
"geometry = [helmet, vest]\n",
"\n",
"# Compute view extents for ray tracing\n",
"extents = model.compute_view_extents(geometry, blast_point, sensor)\n",
"create_simulation_scene(geometry, blast_point, sensor, extents, ray_length=5).show()\n"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "800f15b0-a671-4329-af07-6e6d52ca4003",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Finished parallel simulation and CSV export!\n"
]
}
],
"source": [
"import numpy as np\n",
"import csv\n",
"from concurrent.futures import ProcessPoolExecutor, as_completed\n",
"from dataclasses import dataclass\n",
"from datetime import datetime\n",
"\n",
"@dataclass\n",
"class BlastResult:\n",
" p0: float\n",
" x: float\n",
" y: float\n",
" z: float\n",
" full_armor: float\n",
" helmet_only: float\n",
" vest_only: float\n",
" no_armor: float\n",
"\n",
"def highlight_extremes(values):\n",
" max_val = max(values)\n",
" min_val = min(values)\n",
" highlighted = []\n",
" for val in values:\n",
" if val == min_val:\n",
" highlighted.append(f\"\\033[1;42;30m{val:.6f}\\033[0m\") # Bold black on green\n",
" elif val == max_val:\n",
" highlighted.append(f\"\\033[1;41;37m{val:.6f}\\033[0m\") # Bold white on red\n",
" else:\n",
" highlighted.append(f\"{val:.6f}\")\n",
" return highlighted\n",
"\n",
"def compute_blast_result(x_off, y_off, z_off, blast_point, P0_KPA, helmet, vest, sensor):\n",
" \"\"\"\n",
" @param x_off blast position, X component, in tenths of meters\n",
" @param y_off blast position, Y component, in tenths of meters\n",
" @param z_off blast position, Z component, in tenths of meters\n",
" Perform the computation of different armor configurations for this blast.\n",
" Returns a BlastResult.\n",
" \"\"\"\n",
" bp_n = blast_point + np.array([x_off / 10.0, y_off / 10.0, z_off / 10.0])\n",
"\n",
" res = 20\n",
" mb = 3\n",
" ml = 35\n",
"\n",
" full_armor = model.simulate_pressure(\n",
" [helmet, vest],\n",
" bp_n,\n",
" sensor,\n",
" model.compute_view_extents([helmet, vest], bp_n, sensor),\n",
" res,\n",
" model.trace_ray,\n",
" p0=P0_KPA,\n",
" max_length=ml,\n",
" max_bounces=mb,\n",
" ).total_impulse\n",
"\n",
" helmet_only = model.simulate_pressure(\n",
" [helmet],\n",
" bp_n,\n",
" sensor,\n",
" model.compute_view_extents([helmet], bp_n, sensor),\n",
" res,\n",
" model.trace_ray,\n",
" p0=P0_KPA,\n",
" max_length=ml,\n",
" max_bounces=mb,\n",
" ).total_impulse\n",
"\n",
" vest_only = model.simulate_pressure(\n",
" [vest],\n",
" bp_n,\n",
" sensor,\n",
" model.compute_view_extents([vest], bp_n, sensor),\n",
" res,\n",
" model.trace_ray,\n",
" p0=P0_KPA,\n",
" max_length=ml,\n",
" max_bounces=mb,\n",
" ).total_impulse\n",
"\n",
" no_armor = model.simulate_pressure(\n",
" [],\n",
" bp_n,\n",
" sensor,\n",
" model.compute_view_extents([], bp_n, sensor),\n",
" res,\n",
" model.trace_ray,\n",
" p0=P0_KPA,\n",
" max_length=ml,\n",
" max_bounces=mb,\n",
" ).total_impulse\n",
"\n",
" return BlastResult(\n",
" P0_KPA, bp_n[0], bp_n[1], bp_n[2],\n",
" full_armor, helmet_only, vest_only, no_armor\n",
" )\n",
"\n",
"# Prepare all offsets in advance.\n",
"# The available search space is constrained by the execution\n",
"# environment. Your limitations may vary!\n",
"x_offsets = range(-35, 35, 5)\n",
"y_offsets = range(-35, 35, 5)\n",
"z_offsets = range(-35, 35, 5)\n",
"offsets = [(x, y, z) for x in x_offsets for y in y_offsets for z in z_offsets]\n",
"\n",
"# Generate filename based on current date and time\n",
"filename = datetime.now().strftime(\"blast-results-%Y-%m-%d-%H%M.csv\")\n",
"\n",
"# Collect results in a list for final sorting and CSV writing\n",
"results = []\n",
"\n",
"# Use parallel processing with up to 4 workers\n",
"with ProcessPoolExecutor(max_workers=20) as executor:\n",
" # Submit all blast point jobs\n",
" future_to_offset = {\n",
" executor.submit(\n",
" compute_blast_result,\n",
" x_off, y_off, z_off,\n",
" blast_point, P0_KPA, helmet, vest, sensor\n",
" ): (x_off, y_off, z_off)\n",
" for (x_off, y_off, z_off) in offsets\n",
" }\n",
"\n",
" for future in as_completed(future_to_offset):\n",
" res = future.result()\n",
" results.append(res)\n",
"\n",
"# Sort the results by (x, y, z) so they proceed spatially\n",
"# in a consistent order\n",
"results.sort(key=lambda r: (r.x, r.y, r.z))\n",
"\n",
"# Now write once to CSV, in sorted order\n",
"with open(filename, mode='w', newline='') as csvfile:\n",
" csv_writer = csv.writer(csvfile)\n",
" csv_writer.writerow([\"bp_x\", \"bp_y\", \"bp_z\",\n",
" \"full_armor\", \"helmet_only\",\n",
" \"vest_only\", \"no_armor\"])\n",
" for r in results:\n",
" csv_writer.writerow([\n",
" f\"{r.x:.2f}\",\n",
" f\"{r.y:.2f}\",\n",
" f\"{r.z:.2f}\",\n",
" f\"{r.full_armor:.6f}\",\n",
" f\"{r.helmet_only:.6f}\",\n",
" f\"{r.vest_only:.6f}\",\n",
" f\"{r.no_armor:.6f}\",\n",
" ])\n",
"\n",
"print(\"Finished parallel simulation and CSV export!\")\n"
]
},
{
"cell_type": "markdown",
"id": "1c1c380c-900d-43d1-83f5-e84e9e28c574",
"metadata": {},
"source": [
"# Analyze the results\n",
"Use the accompanying utilities in analysis.R and visualize.R to analyze and visualize the results, respectively."
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "44467b51-e561-46ce-bbc2-b636039b7e1f",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
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"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
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