diff --git a/.github/workflows/build-and-deploy-docs.yml b/.github/workflows/build-and-deploy-docs.yml
index 7e341be..a247e90 100644
--- a/.github/workflows/build-and-deploy-docs.yml
+++ b/.github/workflows/build-and-deploy-docs.yml
@@ -22,7 +22,7 @@ jobs:
       - name: Install dependencies
         run: |
           # pip install -e .
-          pip install mkdocs mkdocs-material mkdocstrings[python]
+          pip install mkdocs mkdocs-material mkdocs-jupyter mkdocstrings[python]
 
       # Build the book
       - name: Build the book
diff --git a/docs/examples/data/teapot.obj b/docs/examples/data/teapot.obj
new file mode 100644
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--- /dev/null
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diff --git a/docs/examples/export_mesh.ipynb b/docs/examples/export_mesh.ipynb
new file mode 100644
index 0000000..168ba90
--- /dev/null
+++ b/docs/examples/export_mesh.ipynb
@@ -0,0 +1,79 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from imodmodel import ImodModel\n",
+    "from imodmodel.models import Mesh, Object\n",
+    "import trimesh"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "teapot = trimesh.load('data/teapot.obj')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "model = ImodModel()\n",
+    "model.objects.append(Object())\n",
+    "model.objects[0].meshes.append(Mesh())\n",
+    "model.objects[0].meshes[0].vertices = teapot.vertices\n",
+    "model.objects[0].meshes[0].indices = teapot.faces"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "model.to_file('teapot.mod')"
+   ]
+  },
+  {
+   "attachments": {
+    "image.png": {
+     "image/png": 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+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "![image.png](attachment:image.png)"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": ".venv",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.11"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/docs/examples/read_mesh.ipynb b/docs/examples/read_mesh.ipynb
new file mode 100644
index 0000000..6a48600
--- /dev/null
+++ b/docs/examples/read_mesh.ipynb
@@ -0,0 +1,1432 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from imodmodel import ImodModel"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "model = ImodModel.from_file(\"../../tests/test_data/meshed_contour_example.mod\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Render with trimesh"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><iframe srcdoc=\"<!DOCTYPE html>\n",
+       "<html lang=&quot;en&quot;>\n",
+       "  <head>\n",
+       "    <title>trimesh: threejs viewer</title>\n",
+       "    <meta charset=&quot;utf-8&quot;>\n",
+       "    <meta name=&quot;viewport&quot; content=&quot;width=device-width, \n",
+       "\t\t   user-scalable=no, \n",
+       "\t\t   minimum-scale=1.0, \n",
+       "\t\t   maximum-scale=1.0&quot;>\n",
+       "    <style>\n",
+       "      body {\n",
+       "      margin: 0px;\n",
+       "      overflow: hidden;\n",
+       "      }\n",
+       "    </style>\n",
+       "  </head>\n",
+       "  <body>\n",
+       "    <div id=&quot;container&quot;></div>\n",
+       "    <script>// threejs.org/license\n",
+       "(function(k,Ea){&quot;object&quot;===typeof exports&&&quot;undefined&quot;!==typeof module?Ea(exports):&quot;function&quot;===typeof define&&define.amd?define([&quot;exports&quot;],Ea):(k=k||self,Ea(k.THREE={}))})(this,function(k){function Ea(){}function t(a,b){this.x=a||0;this.y=b||0}function wa(){this.elements=[1,0,0,0,1,0,0,0,1];0<arguments.length&&console.error(&quot;THREE.Matrix3: the constructor no longer reads arguments. use .set() instead.&quot;)}function V(a,b,c,d,e,f,g,h,l,m){Object.defineProperty(this,&quot;id&quot;,{value:pj++});this.uuid=L.generateUUID();\n",
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+       "!0;this.premultiplyAlpha=!1;this.flipY=!0;this.unpackAlignment=4;this.encoding=void 0!==m?m:3E3;this.version=0;this.onUpdate=null}function ka(a,b,c,d){this.x=a||0;this.y=b||0;this.z=c||0;this.w=void 0!==d?d:1}function Ha(a,b,c){this.width=a;this.height=b;this.scissor=new ka(0,0,a,b);this.scissorTest=!1;this.viewport=new ka(0,0,a,b);c=c||{};this.texture=new V(void 0,c.mapping,c.wrapS,c.wrapT,c.magFilter,c.minFilter,c.format,c.type,c.anisotropy,c.encoding);this.texture.image={};this.texture.image.width=\n",
+       "a;this.texture.image.height=b;this.texture.generateMipmaps=void 0!==c.generateMipmaps?c.generateMipmaps:!1;this.texture.minFilter=void 0!==c.minFilter?c.minFilter:1006;this.depthBuffer=void 0!==c.depthBuffer?c.depthBuffer:!0;this.stencilBuffer=void 0!==c.stencilBuffer?c.stencilBuffer:!0;this.depthTexture=void 0!==c.depthTexture?c.depthTexture:null}function Zf(a,b,c){Ha.call(this,a,b,c);this.samples=4}function Aa(a,b,c,d){this._x=a||0;this._y=b||0;this._z=c||0;this._w=void 0!==d?d:1}function n(a,b,\n",
+       "c){this.x=a||0;this.y=b||0;this.z=c||0}function P(){this.elements=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];0<arguments.length&&console.error(&quot;THREE.Matrix4: the constructor no longer reads arguments. use .set() instead.&quot;)}function Tb(a,b,c,d){this._x=a||0;this._y=b||0;this._z=c||0;this._order=d||Tb.DefaultOrder}function He(){this.mask=1}function F(){Object.defineProperty(this,&quot;id&quot;,{value:qj++});this.uuid=L.generateUUID();this.name=&quot;&quot;;this.type=&quot;Object3D&quot;;this.parent=null;this.children=[];this.up=F.DefaultUp.clone();\n",
+       "var a=new n,b=new Tb,c=new Aa,d=new n(1,1,1);b._onChange(function(){c.setFromEuler(b,!1)});c._onChange(function(){b.setFromQuaternion(c,void 0,!1)});Object.defineProperties(this,{position:{configurable:!0,enumerable:!0,value:a},rotation:{configurable:!0,enumerable:!0,value:b},quaternion:{configurable:!0,enumerable:!0,value:c},scale:{configurable:!0,enumerable:!0,value:d},modelViewMatrix:{value:new P},normalMatrix:{value:new wa}});this.matrix=new P;this.matrixWorld=new P;this.matrixAutoUpdate=F.DefaultMatrixAutoUpdate;\n",
+       "this.matrixWorldNeedsUpdate=!1;this.layers=new He;this.visible=!0;this.receiveShadow=this.castShadow=!1;this.frustumCulled=!0;this.renderOrder=0;this.userData={}}function ob(){F.call(this);this.type=&quot;Scene&quot;;this.overrideMaterial=this.fog=this.environment=this.background=null;this.autoUpdate=!0;&quot;undefined&quot;!==typeof __THREE_DEVTOOLS__&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent(&quot;observe&quot;,{detail:this}))}function Sa(a,b){this.min=void 0!==a?a:new n(Infinity,Infinity,Infinity);this.max=void 0!==\n",
+       "b?b:new n(-Infinity,-Infinity,-Infinity)}function $f(a,b,c,d,e){var f;var g=0;for(f=a.length-3;g<=f;g+=3){Ub.fromArray(a,g);var h=e.x*Math.abs(Ub.x)+e.y*Math.abs(Ub.y)+e.z*Math.abs(Ub.z),l=b.dot(Ub),m=c.dot(Ub),u=d.dot(Ub);if(Math.max(-Math.max(l,m,u),Math.min(l,m,u))>h)return!1}return!0}function pb(a,b){this.center=void 0!==a?a:new n;this.radius=void 0!==b?b:0}function Vb(a,b){this.origin=void 0!==a?a:new n;this.direction=void 0!==b?b:new n(0,0,-1)}function Ta(a,b){this.normal=void 0!==a?a:new n(1,\n",
+       "0,0);this.constant=void 0!==b?b:0}function oa(a,b,c){this.a=void 0!==a?a:new n;this.b=void 0!==b?b:new n;this.c=void 0!==c?c:new n}function A(a,b,c){return void 0===b&&void 0===c?this.set(a):this.setRGB(a,b,c)}function ag(a,b,c){0>c&&(c+=1);1<c&&--c;return c<1/6?a+6*(b-a)*c:.5>c?b:c<2/3?a+6*(b-a)*(2/3-c):a}function bg(a){return.04045>a?.0773993808*a:Math.pow(.9478672986*a+.0521327014,2.4)}function cg(a){return.0031308>a?12.92*a:1.055*Math.pow(a,.41666)-.055}function Bc(a,b,c,d,e,f){this.a=a;this.b=\n",
+       "b;this.c=c;this.normal=d&&d.isVector3?d:new n;this.vertexNormals=Array.isArray(d)?d:[];this.color=e&&e.isColor?e:new A;this.vertexColors=Array.isArray(e)?e:[];this.materialIndex=void 0!==f?f:0}function K(){Object.defineProperty(this,&quot;id&quot;,{value:rj++});this.uuid=L.generateUUID();this.name=&quot;&quot;;this.type=&quot;Material&quot;;this.fog=!0;this.blending=1;this.side=0;this.vertexColors=this.flatShading=!1;this.opacity=1;this.transparent=!1;this.blendSrc=204;this.blendDst=205;this.blendEquation=100;this.blendEquationAlpha=\n",
+       "this.blendDstAlpha=this.blendSrcAlpha=null;this.depthFunc=3;this.depthWrite=this.depthTest=!0;this.stencilWriteMask=255;this.stencilFunc=519;this.stencilRef=0;this.stencilFuncMask=255;this.stencilZPass=this.stencilZFail=this.stencilFail=7680;this.stencilWrite=!1;this.clippingPlanes=null;this.clipShadows=this.clipIntersection=!1;this.shadowSide=null;this.colorWrite=!0;this.precision=null;this.polygonOffset=!1;this.polygonOffsetUnits=this.polygonOffsetFactor=0;this.dithering=!1;this.alphaTest=0;this.premultipliedAlpha=\n",
+       "!1;this.toneMapped=this.visible=!0;this.userData={};this.version=0}function Oa(a){K.call(this);this.type=&quot;MeshBasicMaterial&quot;;this.color=new A(16777215);this.lightMap=this.map=null;this.lightMapIntensity=1;this.aoMap=null;this.aoMapIntensity=1;this.envMap=this.alphaMap=this.specularMap=null;this.combine=0;this.reflectivity=1;this.refractionRatio=.98;this.wireframe=!1;this.wireframeLinewidth=1;this.wireframeLinejoin=this.wireframeLinecap=&quot;round&quot;;this.morphTargets=this.skinning=!1;this.setValues(a)}\n",
+       "function M(a,b,c){if(Array.isArray(a))throw new TypeError(&quot;THREE.BufferAttribute: array should be a Typed Array.&quot;);this.name=&quot;&quot;;this.array=a;this.itemSize=b;this.count=void 0!==a?a.length/b:0;this.normalized=!0===c;this.usage=35044;this.updateRange={offset:0,count:-1};this.version=0}function Bd(a,b,c){M.call(this,new Int8Array(a),b,c)}function Cd(a,b,c){M.call(this,new Uint8Array(a),b,c)}function Dd(a,b,c){M.call(this,new Uint8ClampedArray(a),b,c)}function Ed(a,b,c){M.call(this,new Int16Array(a),\n",
+       "b,c)}function Wb(a,b,c){M.call(this,new Uint16Array(a),b,c)}function Fd(a,b,c){M.call(this,new Int32Array(a),b,c)}function Xb(a,b,c){M.call(this,new Uint32Array(a),b,c)}function y(a,b,c){M.call(this,new Float32Array(a),b,c)}function Gd(a,b,c){M.call(this,new Float64Array(a),b,c)}function xh(){this.vertices=[];this.normals=[];this.colors=[];this.uvs=[];this.uvs2=[];this.groups=[];this.morphTargets={};this.skinWeights=[];this.skinIndices=[];this.boundingSphere=this.boundingBox=null;this.groupsNeedUpdate=\n",
+       "this.uvsNeedUpdate=this.colorsNeedUpdate=this.normalsNeedUpdate=this.verticesNeedUpdate=!1}function yh(a){if(0===a.length)return-Infinity;for(var b=a[0],c=1,d=a.length;c<d;++c)a[c]>b&&(b=a[c]);return b}function C(){Object.defineProperty(this,&quot;id&quot;,{value:sj+=2});this.uuid=L.generateUUID();this.name=&quot;&quot;;this.type=&quot;BufferGeometry&quot;;this.index=null;this.attributes={};this.morphAttributes={};this.morphTargetsRelative=!1;this.groups=[];this.boundingSphere=this.boundingBox=null;this.drawRange={start:0,count:Infinity};\n",
+       "this.userData={}}function S(a,b){F.call(this);this.type=&quot;Mesh&quot;;this.geometry=void 0!==a?a:new C;this.material=void 0!==b?b:new Oa;this.updateMorphTargets()}function zh(a,b,c,d,e,f,g,h){if(null===(1===b.side?d.intersectTriangle(g,f,e,!0,h):d.intersectTriangle(e,f,g,2!==b.side,h)))return null;Ie.copy(h);Ie.applyMatrix4(a.matrixWorld);b=c.ray.origin.distanceTo(Ie);return b<c.near||b>c.far?null:{distance:b,point:Ie.clone(),object:a}}function Je(a,b,c,d,e,f,g,h,l,m,u,p){Yb.fromBufferAttribute(e,m);Zb.fromBufferAttribute(e,\n",
+       "u);$b.fromBufferAttribute(e,p);e=a.morphTargetInfluences;if(b.morphTargets&&f&&e){Ke.set(0,0,0);Le.set(0,0,0);Me.set(0,0,0);for(var x=0,r=f.length;x<r;x++){var k=e[x],v=f[x];0!==k&&(dg.fromBufferAttribute(v,m),eg.fromBufferAttribute(v,u),fg.fromBufferAttribute(v,p),g?(Ke.addScaledVector(dg,k),Le.addScaledVector(eg,k),Me.addScaledVector(fg,k)):(Ke.addScaledVector(dg.sub(Yb),k),Le.addScaledVector(eg.sub(Zb),k),Me.addScaledVector(fg.sub($b),k)))}Yb.add(Ke);Zb.add(Le);$b.add(Me)}if(a=zh(a,b,c,d,Yb,Zb,\n",
+       "$b,Hd))h&&(Cc.fromBufferAttribute(h,m),Dc.fromBufferAttribute(h,u),Ec.fromBufferAttribute(h,p),a.uv=oa.getUV(Hd,Yb,Zb,$b,Cc,Dc,Ec,new t)),l&&(Cc.fromBufferAttribute(l,m),Dc.fromBufferAttribute(l,u),Ec.fromBufferAttribute(l,p),a.uv2=oa.getUV(Hd,Yb,Zb,$b,Cc,Dc,Ec,new t)),h=new Bc(m,u,p),oa.getNormal(Yb,Zb,$b,h.normal),a.face=h;return a}function N(){Object.defineProperty(this,&quot;id&quot;,{value:tj+=2});this.uuid=L.generateUUID();this.name=&quot;&quot;;this.type=&quot;Geometry&quot;;this.vertices=[];this.colors=[];this.faces=[];\n",
+       "this.faceVertexUvs=[[]];this.morphTargets=[];this.morphNormals=[];this.skinWeights=[];this.skinIndices=[];this.lineDistances=[];this.boundingSphere=this.boundingBox=null;this.groupsNeedUpdate=this.lineDistancesNeedUpdate=this.colorsNeedUpdate=this.normalsNeedUpdate=this.uvsNeedUpdate=this.verticesNeedUpdate=this.elementsNeedUpdate=!1}function Fc(a){var b={},c;for(c in a){b[c]={};for(var d in a[c]){var e=a[c][d];e&&(e.isColor||e.isMatrix3||e.isMatrix4||e.isVector2||e.isVector3||e.isVector4||e.isTexture)?\n",
+       "b[c][d]=e.clone():Array.isArray(e)?b[c][d]=e.slice():b[c][d]=e}}return b}function va(a){for(var b={},c=0;c<a.length;c++){var d=Fc(a[c]),e;for(e in d)b[e]=d[e]}return b}function Ba(a){K.call(this);this.type=&quot;ShaderMaterial&quot;;this.defines={};this.uniforms={};this.vertexShader=&quot;void main() {\\n\\tgl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );\\n}&quot;;this.fragmentShader=&quot;void main() {\\n\\tgl_FragColor = vec4( 1.0, 0.0, 0.0, 1.0 );\\n}&quot;;this.linewidth=1;this.wireframe=!1;this.wireframeLinewidth=\n",
+       "1;this.morphNormals=this.morphTargets=this.skinning=this.clipping=this.lights=this.fog=!1;this.extensions={derivatives:!1,fragDepth:!1,drawBuffers:!1,shaderTextureLOD:!1};this.defaultAttributeValues={color:[1,1,1],uv:[0,0],uv2:[0,0]};this.index0AttributeName=void 0;this.uniformsNeedUpdate=!1;void 0!==a&&(void 0!==a.attributes&&console.error(&quot;THREE.ShaderMaterial: attributes should now be defined in THREE.BufferGeometry instead.&quot;),this.setValues(a))}function db(){F.call(this);this.type=&quot;Camera&quot;;this.matrixWorldInverse=\n",
+       "new P;this.projectionMatrix=new P;this.projectionMatrixInverse=new P}function aa(a,b,c,d){db.call(this);this.type=&quot;PerspectiveCamera&quot;;this.fov=void 0!==a?a:50;this.zoom=1;this.near=void 0!==c?c:.1;this.far=void 0!==d?d:2E3;this.focus=10;this.aspect=void 0!==b?b:1;this.view=null;this.filmGauge=35;this.filmOffset=0;this.updateProjectionMatrix()}function Gc(a,b,c,d){F.call(this);this.type=&quot;CubeCamera&quot;;var e=new aa(90,1,a,b);e.up.set(0,-1,0);e.lookAt(new n(1,0,0));this.add(e);var f=new aa(90,1,a,b);f.up.set(0,\n",
+       "-1,0);f.lookAt(new n(-1,0,0));this.add(f);var g=new aa(90,1,a,b);g.up.set(0,0,1);g.lookAt(new n(0,1,0));this.add(g);var h=new aa(90,1,a,b);h.up.set(0,0,-1);h.lookAt(new n(0,-1,0));this.add(h);var l=new aa(90,1,a,b);l.up.set(0,-1,0);l.lookAt(new n(0,0,1));this.add(l);var m=new aa(90,1,a,b);m.up.set(0,-1,0);m.lookAt(new n(0,0,-1));this.add(m);d=d||{format:1022,magFilter:1006,minFilter:1006};this.renderTarget=new Db(c,d);this.renderTarget.texture.name=&quot;CubeCamera&quot;;this.update=function(a,b){null===this.parent&&\n",
+       "this.updateMatrixWorld();var c=a.getRenderTarget(),d=this.renderTarget,p=d.texture.generateMipmaps;d.texture.generateMipmaps=!1;a.setRenderTarget(d,0);a.render(b,e);a.setRenderTarget(d,1);a.render(b,f);a.setRenderTarget(d,2);a.render(b,g);a.setRenderTarget(d,3);a.render(b,h);a.setRenderTarget(d,4);a.render(b,l);d.texture.generateMipmaps=p;a.setRenderTarget(d,5);a.render(b,m);a.setRenderTarget(c)};this.clear=function(a,b,c,d){for(var e=a.getRenderTarget(),f=this.renderTarget,g=0;6>g;g++)a.setRenderTarget(f,\n",
+       "g),a.clear(b,c,d);a.setRenderTarget(e)}}function Db(a,b,c){Number.isInteger(b)&&(console.warn(&quot;THREE.WebGLCubeRenderTarget: constructor signature is now WebGLCubeRenderTarget( size, options )&quot;),b=c);Ha.call(this,a,a,b)}function ac(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={data:a||null,width:b||1,height:c||1};this.magFilter=void 0!==l?l:1003;this.minFilter=void 0!==m?m:1003;this.flipY=this.generateMipmaps=!1;this.unpackAlignment=1;this.needsUpdate=!0}function Hc(a,b,\n",
+       "c,d,e,f){this.planes=[void 0!==a?a:new Ta,void 0!==b?b:new Ta,void 0!==c?c:new Ta,void 0!==d?d:new Ta,void 0!==e?e:new Ta,void 0!==f?f:new Ta]}function Ah(){function a(e,f){!1!==c&&(d(e,f),b.requestAnimationFrame(a))}var b=null,c=!1,d=null;return{start:function(){!0!==c&&null!==d&&(b.requestAnimationFrame(a),c=!0)},stop:function(){c=!1},setAnimationLoop:function(a){d=a},setContext:function(a){b=a}}}function uj(a,b){function c(b,c){var d=b.array,e=b.usage,f=a.createBuffer();a.bindBuffer(c,f);a.bufferData(c,\n",
+       "d,e);b.onUploadCallback();c=5126;d instanceof Float32Array?c=5126:d instanceof Float64Array?console.warn(&quot;THREE.WebGLAttributes: Unsupported data buffer format: Float64Array.&quot;):d instanceof Uint16Array?c=5123:d instanceof Int16Array?c=5122:d instanceof Uint32Array?c=5125:d instanceof Int32Array?c=5124:d instanceof Int8Array?c=5120:d instanceof Uint8Array&&(c=5121);return{buffer:f,type:c,bytesPerElement:d.BYTES_PER_ELEMENT,version:b.version}}var d=b.isWebGL2,e=new WeakMap;return{get:function(a){a.isInterleavedBufferAttribute&&\n",
+       "(a=a.data);return e.get(a)},remove:function(b){b.isInterleavedBufferAttribute&&(b=b.data);var c=e.get(b);c&&(a.deleteBuffer(c.buffer),e.delete(b))},update:function(b,g){b.isInterleavedBufferAttribute&&(b=b.data);var f=e.get(b);if(void 0===f)e.set(b,c(b,g));else if(f.version<b.version){var l=b.array,m=b.updateRange;a.bindBuffer(g,f.buffer);-1===m.count?a.bufferSubData(g,0,l):(d?a.bufferSubData(g,m.offset*l.BYTES_PER_ELEMENT,l,m.offset,m.count):a.bufferSubData(g,m.offset*l.BYTES_PER_ELEMENT,l.subarray(m.offset,\n",
+       "m.offset+m.count)),m.count=-1);f.version=b.version}}}}function Id(a,b,c,d){N.call(this);this.type=&quot;PlaneGeometry&quot;;this.parameters={width:a,height:b,widthSegments:c,heightSegments:d};this.fromBufferGeometry(new bc(a,b,c,d));this.mergeVertices()}function bc(a,b,c,d){C.call(this);this.type=&quot;PlaneBufferGeometry&quot;;this.parameters={width:a,height:b,widthSegments:c,heightSegments:d};a=a||1;b=b||1;var e=a/2,f=b/2;c=Math.floor(c)||1;d=Math.floor(d)||1;var g=c+1,h=d+1,l=a/c,m=b/d,u=[],p=[],k=[],r=[];for(a=0;a<\n",
+       "h;a++){var q=a*m-f;for(b=0;b<g;b++)p.push(b*l-e,-q,0),k.push(0,0,1),r.push(b/c),r.push(1-a/d)}for(a=0;a<d;a++)for(b=0;b<c;b++)e=b+g*(a+1),f=b+1+g*(a+1),h=b+1+g*a,u.push(b+g*a,e,h),u.push(e,f,h);this.setIndex(u);this.setAttribute(&quot;position&quot;,new y(p,3));this.setAttribute(&quot;normal&quot;,new y(k,3));this.setAttribute(&quot;uv&quot;,new y(r,2))}function vj(a,b,c,d){function e(a,c){b.buffers.color.setClear(a.r,a.g,a.b,c,d)}var f=new A(0),g=0,h,l,m=null,u=0,p=null;return{getClearColor:function(){return f},setClearColor:function(a,\n",
+       "b){f.set(a);g=void 0!==b?b:1;e(f,g)},getClearAlpha:function(){return g},setClearAlpha:function(a){g=a;e(f,g)},render:function(b,d,k,v){d=d.background;k=a.xr;(k=k.getSession&&k.getSession())&&&quot;additive&quot;===k.environmentBlendMode&&(d=null);null===d?e(f,g):d&&d.isColor&&(e(d,1),v=!0);(a.autoClear||v)&&a.clear(a.autoClearColor,a.autoClearDepth,a.autoClearStencil);if(d&&(d.isCubeTexture||d.isWebGLCubeRenderTarget||306===d.mapping)){void 0===l&&(l=new S(new Jd(1,1,1),new Ba({type:&quot;BackgroundCubeMaterial&quot;,\n",
+       "uniforms:Fc(eb.cube.uniforms),vertexShader:eb.cube.vertexShader,fragmentShader:eb.cube.fragmentShader,side:1,depthTest:!1,depthWrite:!1,fog:!1})),l.geometry.deleteAttribute(&quot;normal&quot;),l.geometry.deleteAttribute(&quot;uv&quot;),l.onBeforeRender=function(a,b,c){this.matrixWorld.copyPosition(c.matrixWorld)},Object.defineProperty(l.material,&quot;envMap&quot;,{get:function(){return this.uniforms.envMap.value}}),c.update(l));v=d.isWebGLCubeRenderTarget?d.texture:d;l.material.uniforms.envMap.value=v;l.material.uniforms.flipEnvMap.value=\n",
+       "v.isCubeTexture?-1:1;if(m!==d||u!==v.version||p!==a.toneMapping)l.material.needsUpdate=!0,m=d,u=v.version,p=a.toneMapping;b.unshift(l,l.geometry,l.material,0,0,null)}else if(d&&d.isTexture){void 0===h&&(h=new S(new bc(2,2),new Ba({type:&quot;BackgroundMaterial&quot;,uniforms:Fc(eb.background.uniforms),vertexShader:eb.background.vertexShader,fragmentShader:eb.background.fragmentShader,side:0,depthTest:!1,depthWrite:!1,fog:!1})),h.geometry.deleteAttribute(&quot;normal&quot;),Object.defineProperty(h.material,&quot;map&quot;,{get:function(){return this.uniforms.t2D.value}}),\n",
+       "c.update(h));h.material.uniforms.t2D.value=d;!0===d.matrixAutoUpdate&&d.updateMatrix();h.material.uniforms.uvTransform.value.copy(d.matrix);if(m!==d||u!==d.version||p!==a.toneMapping)h.material.needsUpdate=!0,m=d,u=d.version,p=a.toneMapping;b.unshift(h,h.geometry,h.material,0,0,null)}}}}function wj(a,b,c,d){var e=d.isWebGL2,f;this.setMode=function(a){f=a};this.render=function(b,d){a.drawArrays(f,b,d);c.update(d,f)};this.renderInstances=function(d,h,l,m){if(0!==m){if(e){d=a;var g=&quot;drawArraysInstanced&quot;}else if(d=\n",
+       "b.get(&quot;ANGLE_instanced_arrays&quot;),g=&quot;drawArraysInstancedANGLE&quot;,null===d){console.error(&quot;THREE.WebGLBufferRenderer: using THREE.InstancedBufferGeometry but hardware does not support extension ANGLE_instanced_arrays.&quot;);return}d[g](f,h,l,m);c.update(l,f,m)}}}function xj(a,b,c){function d(b){if(&quot;highp&quot;===b){if(0<a.getShaderPrecisionFormat(35633,36338).precision&&0<a.getShaderPrecisionFormat(35632,36338).precision)return&quot;highp&quot;;b=&quot;mediump&quot;}return&quot;mediump&quot;===b&&0<a.getShaderPrecisionFormat(35633,36337).precision&&\n",
+       "0<a.getShaderPrecisionFormat(35632,36337).precision?&quot;mediump&quot;:&quot;lowp&quot;}var e,f=&quot;undefined&quot;!==typeof WebGL2RenderingContext&&a instanceof WebGL2RenderingContext||&quot;undefined&quot;!==typeof WebGL2ComputeRenderingContext&&a instanceof WebGL2ComputeRenderingContext,g=void 0!==c.precision?c.precision:&quot;highp&quot;,h=d(g);h!==g&&(console.warn(&quot;THREE.WebGLRenderer:&quot;,g,&quot;not supported, using&quot;,h,&quot;instead.&quot;),g=h);c=!0===c.logarithmicDepthBuffer;h=a.getParameter(34930);var l=a.getParameter(35660),m=a.getParameter(3379),u=\n",
+       "a.getParameter(34076),p=a.getParameter(34921),k=a.getParameter(36347),r=a.getParameter(36348),q=a.getParameter(36349),v=0<l,n=f||!!b.get(&quot;OES_texture_float&quot;),w=v&&n,z=f?a.getParameter(36183):0;return{isWebGL2:f,getMaxAnisotropy:function(){if(void 0!==e)return e;var c=b.get(&quot;EXT_texture_filter_anisotropic&quot;);return e=null!==c?a.getParameter(c.MAX_TEXTURE_MAX_ANISOTROPY_EXT):0},getMaxPrecision:d,precision:g,logarithmicDepthBuffer:c,maxTextures:h,maxVertexTextures:l,maxTextureSize:m,maxCubemapSize:u,\n",
+       "maxAttributes:p,maxVertexUniforms:k,maxVaryings:r,maxFragmentUniforms:q,vertexTextures:v,floatFragmentTextures:n,floatVertexTextures:w,maxSamples:z}}function yj(){function a(){m.value!==d&&(m.value=d,m.needsUpdate=0<e);c.numPlanes=e;c.numIntersection=0}function b(a,b,d,e){var f=null!==a?a.length:0,g=null;if(0!==f){g=m.value;if(!0!==e||null===g){e=d+4*f;b=b.matrixWorldInverse;l.getNormalMatrix(b);if(null===g||g.length<e)g=new Float32Array(e);for(e=0;e!==f;++e,d+=4)h.copy(a[e]).applyMatrix4(b,l),h.normal.toArray(g,\n",
+       "d),g[d+3]=h.constant}m.value=g;m.needsUpdate=!0}c.numPlanes=f;c.numIntersection=0;return g}var c=this,d=null,e=0,f=!1,g=!1,h=new Ta,l=new wa,m={value:null,needsUpdate:!1};this.uniform=m;this.numIntersection=this.numPlanes=0;this.init=function(a,c,g){var h=0!==a.length||c||0!==e||f;f=c;d=b(a,g,0);e=a.length;return h};this.beginShadows=function(){g=!0;b(null)};this.endShadows=function(){g=!1;a()};this.setState=function(c,h,l,k,q,v){if(!f||null===c||0===c.length||g&&!l)g?b(null):a();else{l=g?0:e;var p=\n",
+       "4*l,u=q.clippingState||null;m.value=u;u=b(c,k,p,v);for(c=0;c!==p;++c)u[c]=d[c];q.clippingState=u;this.numIntersection=h?this.numPlanes:0;this.numPlanes+=l}}}function zj(a){var b={};return{get:function(c){if(void 0!==b[c])return b[c];switch(c){case &quot;WEBGL_depth_texture&quot;:var d=a.getExtension(&quot;WEBGL_depth_texture&quot;)||a.getExtension(&quot;MOZ_WEBGL_depth_texture&quot;)||a.getExtension(&quot;WEBKIT_WEBGL_depth_texture&quot;);break;case &quot;EXT_texture_filter_anisotropic&quot;:d=a.getExtension(&quot;EXT_texture_filter_anisotropic&quot;)||a.getExtension(&quot;MOZ_EXT_texture_filter_anisotropic&quot;)||\n",
+       "a.getExtension(&quot;WEBKIT_EXT_texture_filter_anisotropic&quot;);break;case &quot;WEBGL_compressed_texture_s3tc&quot;:d=a.getExtension(&quot;WEBGL_compressed_texture_s3tc&quot;)||a.getExtension(&quot;MOZ_WEBGL_compressed_texture_s3tc&quot;)||a.getExtension(&quot;WEBKIT_WEBGL_compressed_texture_s3tc&quot;);break;case &quot;WEBGL_compressed_texture_pvrtc&quot;:d=a.getExtension(&quot;WEBGL_compressed_texture_pvrtc&quot;)||a.getExtension(&quot;WEBKIT_WEBGL_compressed_texture_pvrtc&quot;);break;default:d=a.getExtension(c)}null===d&&console.warn(&quot;THREE.WebGLRenderer: &quot;+c+&quot; extension not supported.&quot;);\n",
+       "return b[c]=d}}}function Aj(a,b,c){function d(a){var e=a.target;a=f.get(e);null!==a.index&&b.remove(a.index);for(var h in a.attributes)b.remove(a.attributes[h]);e.removeEventListener(&quot;dispose&quot;,d);f.delete(e);if(h=g.get(a))b.remove(h),g.delete(a);c.memory.geometries--}function e(a){var c=[],d=a.index,e=a.attributes.position;if(null!==d){var f=d.array;d=d.version;e=0;for(var h=f.length;e<h;e+=3){var k=f[e+0],q=f[e+1],v=f[e+2];c.push(k,q,q,v,v,k)}}else for(f=e.array,d=e.version,e=0,h=f.length/3-1;e<\n",
+       "h;e+=3)k=e+0,q=e+1,v=e+2,c.push(k,q,q,v,v,k);c=new (65535<yh(c)?Xb:Wb)(c,1);c.version=d;b.update(c,34963);(f=g.get(a))&&b.remove(f);g.set(a,c)}var f=new WeakMap,g=new WeakMap;return{get:function(a,b){var e=f.get(b);if(e)return e;b.addEventListener(&quot;dispose&quot;,d);b.isBufferGeometry?e=b:b.isGeometry&&(void 0===b._bufferGeometry&&(b._bufferGeometry=(new C).setFromObject(a)),e=b._bufferGeometry);f.set(b,e);c.memory.geometries++;return e},update:function(a){var c=a.index,d=a.attributes;null!==c&&b.update(c,\n",
+       "34963);for(var e in d)b.update(d[e],34962);a=a.morphAttributes;for(e in a){c=a[e];d=0;for(var f=c.length;d<f;d++)b.update(c[d],34962)}},getWireframeAttribute:function(a){var b=g.get(a);if(b){var c=a.index;null!==c&&b.version<c.version&&e(a)}else e(a);return g.get(a)}}}function Bj(a,b,c,d){var e=d.isWebGL2,f,g,h;this.setMode=function(a){f=a};this.setIndex=function(a){g=a.type;h=a.bytesPerElement};this.render=function(b,d){a.drawElements(f,d,g,b*h);c.update(d,f)};this.renderInstances=function(d,m,u,\n",
+       "p){if(0!==p){if(e){d=a;var l=&quot;drawElementsInstanced&quot;}else if(d=b.get(&quot;ANGLE_instanced_arrays&quot;),l=&quot;drawElementsInstancedANGLE&quot;,null===d){console.error(&quot;THREE.WebGLIndexedBufferRenderer: using THREE.InstancedBufferGeometry but hardware does not support extension ANGLE_instanced_arrays.&quot;);return}d[l](f,u,g,m*h,p);c.update(u,f,p)}}}function Cj(a){var b={frame:0,calls:0,triangles:0,points:0,lines:0};return{memory:{geometries:0,textures:0},render:b,programs:null,autoReset:!0,reset:function(){b.frame++;\n",
+       "b.calls=0;b.triangles=0;b.points=0;b.lines=0},update:function(a,d,e){e=e||1;b.calls++;switch(d){case 4:b.triangles+=a/3*e;break;case 1:b.lines+=a/2*e;break;case 3:b.lines+=e*(a-1);break;case 2:b.lines+=e*a;break;case 0:b.points+=e*a;break;default:console.error(&quot;THREE.WebGLInfo: Unknown draw mode:&quot;,d)}}}}function Dj(a,b){return Math.abs(b[1])-Math.abs(a[1])}function Ej(a){var b={},c=new Float32Array(8);return{update:function(d,e,f,g){var h=d.morphTargetInfluences,l=void 0===h?0:h.length;d=b[e.id];\n",
+       "if(void 0===d){d=[];for(var m=0;m<l;m++)d[m]=[m,0];b[e.id]=d}var u=f.morphTargets&&e.morphAttributes.position;f=f.morphNormals&&e.morphAttributes.normal;for(m=0;m<l;m++){var p=d[m];0!==p[1]&&(u&&e.deleteAttribute(&quot;morphTarget&quot;+m),f&&e.deleteAttribute(&quot;morphNormal&quot;+m))}for(m=0;m<l;m++)p=d[m],p[0]=m,p[1]=h[m];d.sort(Dj);for(m=h=0;8>m;m++){if(p=d[m])if(l=p[0],p=p[1]){u&&e.setAttribute(&quot;morphTarget&quot;+m,u[l]);f&&e.setAttribute(&quot;morphNormal&quot;+m,f[l]);c[m]=p;h+=p;continue}c[m]=0}e=e.morphTargetsRelative?1:\n",
+       "1-h;g.getUniforms().setValue(a,&quot;morphTargetBaseInfluence&quot;,e);g.getUniforms().setValue(a,&quot;morphTargetInfluences&quot;,c)}}}function Fj(a,b,c,d){var e=new WeakMap;return{update:function(a){var f=d.render.frame,h=a.geometry,l=b.get(a,h);e.get(l)!==f&&(h.isGeometry&&l.updateFromObject(a),b.update(l),e.set(l,f));a.isInstancedMesh&&c.update(a.instanceMatrix,34962);return l},dispose:function(){e=new WeakMap}}}function qb(a,b,c,d,e,f,g,h,l,m){a=void 0!==a?a:[];V.call(this,a,void 0!==b?b:301,c,d,e,f,void 0!==g?\n",
+       "g:1022,h,l,m);this.flipY=!1}function Ic(a,b,c,d){V.call(this,null);this.image={data:a||null,width:b||1,height:c||1,depth:d||1};this.minFilter=this.magFilter=1003;this.wrapR=1001;this.flipY=this.generateMipmaps=!1;this.needsUpdate=!0}function Jc(a,b,c,d){V.call(this,null);this.image={data:a||null,width:b||1,height:c||1,depth:d||1};this.minFilter=this.magFilter=1003;this.wrapR=1001;this.flipY=this.generateMipmaps=!1;this.needsUpdate=!0}function Kc(a,b,c){var d=a[0];if(0>=d||0<d)return a;var e=b*c,f=\n",
+       "Bh[e];void 0===f&&(f=new Float32Array(e),Bh[e]=f);if(0!==b)for(d.toArray(f,0),d=1,e=0;d!==b;++d)e+=c,a[d].toArray(f,e);return f}function Pa(a,b){if(a.length!==b.length)return!1;for(var c=0,d=a.length;c<d;c++)if(a[c]!==b[c])return!1;return!0}function Ia(a,b){for(var c=0,d=b.length;c<d;c++)a[c]=b[c]}function Ch(a,b){var c=Dh[b];void 0===c&&(c=new Int32Array(b),Dh[b]=c);for(var d=0;d!==b;++d)c[d]=a.allocateTextureUnit();return c}function Gj(a,b){var c=this.cache;c[0]!==b&&(a.uniform1f(this.addr,b),c[0]=\n",
+       "b)}function Hj(a,b){var c=this.cache;if(void 0!==b.x){if(c[0]!==b.x||c[1]!==b.y)a.uniform2f(this.addr,b.x,b.y),c[0]=b.x,c[1]=b.y}else Pa(c,b)||(a.uniform2fv(this.addr,b),Ia(c,b))}function Ij(a,b){var c=this.cache;if(void 0!==b.x){if(c[0]!==b.x||c[1]!==b.y||c[2]!==b.z)a.uniform3f(this.addr,b.x,b.y,b.z),c[0]=b.x,c[1]=b.y,c[2]=b.z}else if(void 0!==b.r){if(c[0]!==b.r||c[1]!==b.g||c[2]!==b.b)a.uniform3f(this.addr,b.r,b.g,b.b),c[0]=b.r,c[1]=b.g,c[2]=b.b}else Pa(c,b)||(a.uniform3fv(this.addr,b),Ia(c,b))}\n",
+       "function Jj(a,b){var c=this.cache;if(void 0!==b.x){if(c[0]!==b.x||c[1]!==b.y||c[2]!==b.z||c[3]!==b.w)a.uniform4f(this.addr,b.x,b.y,b.z,b.w),c[0]=b.x,c[1]=b.y,c[2]=b.z,c[3]=b.w}else Pa(c,b)||(a.uniform4fv(this.addr,b),Ia(c,b))}function Kj(a,b){var c=this.cache,d=b.elements;void 0===d?Pa(c,b)||(a.uniformMatrix2fv(this.addr,!1,b),Ia(c,b)):Pa(c,d)||(Eh.set(d),a.uniformMatrix2fv(this.addr,!1,Eh),Ia(c,d))}function Lj(a,b){var c=this.cache,d=b.elements;void 0===d?Pa(c,b)||(a.uniformMatrix3fv(this.addr,!1,\n",
+       "b),Ia(c,b)):Pa(c,d)||(Fh.set(d),a.uniformMatrix3fv(this.addr,!1,Fh),Ia(c,d))}function Mj(a,b){var c=this.cache,d=b.elements;void 0===d?Pa(c,b)||(a.uniformMatrix4fv(this.addr,!1,b),Ia(c,b)):Pa(c,d)||(Gh.set(d),a.uniformMatrix4fv(this.addr,!1,Gh),Ia(c,d))}function Nj(a,b,c){var d=this.cache,e=c.allocateTextureUnit();d[0]!==e&&(a.uniform1i(this.addr,e),d[0]=e);c.safeSetTexture2D(b||Hh,e)}function Oj(a,b,c){var d=this.cache,e=c.allocateTextureUnit();d[0]!==e&&(a.uniform1i(this.addr,e),d[0]=e);c.setTexture2DArray(b||\n",
+       "Pj,e)}function Qj(a,b,c){var d=this.cache,e=c.allocateTextureUnit();d[0]!==e&&(a.uniform1i(this.addr,e),d[0]=e);c.setTexture3D(b||Rj,e)}function Sj(a,b,c){var d=this.cache,e=c.allocateTextureUnit();d[0]!==e&&(a.uniform1i(this.addr,e),d[0]=e);c.safeSetTextureCube(b||Ih,e)}function Tj(a,b){var c=this.cache;c[0]!==b&&(a.uniform1i(this.addr,b),c[0]=b)}function Uj(a,b){var c=this.cache;Pa(c,b)||(a.uniform2iv(this.addr,b),Ia(c,b))}function Vj(a,b){var c=this.cache;Pa(c,b)||(a.uniform3iv(this.addr,b),Ia(c,\n",
+       "b))}function Wj(a,b){var c=this.cache;Pa(c,b)||(a.uniform4iv(this.addr,b),Ia(c,b))}function Xj(a,b){var c=this.cache;c[0]!==b&&(a.uniform1ui(this.addr,b),c[0]=b)}function Yj(a){switch(a){case 5126:return Gj;case 35664:return Hj;case 35665:return Ij;case 35666:return Jj;case 35674:return Kj;case 35675:return Lj;case 35676:return Mj;case 5124:case 35670:return Tj;case 35667:case 35671:return Uj;case 35668:case 35672:return Vj;case 35669:case 35673:return Wj;case 5125:return Xj;case 35678:case 36198:case 36298:case 36306:case 35682:return Nj;\n",
+       "case 35679:case 36299:case 36307:return Qj;case 35680:case 36300:case 36308:case 36293:return Sj;case 36289:case 36303:case 36311:case 36292:return Oj}}function Zj(a,b){a.uniform1fv(this.addr,b)}function ak(a,b){a.uniform1iv(this.addr,b)}function bk(a,b){a.uniform2iv(this.addr,b)}function ck(a,b){a.uniform3iv(this.addr,b)}function dk(a,b){a.uniform4iv(this.addr,b)}function ek(a,b){b=Kc(b,this.size,2);a.uniform2fv(this.addr,b)}function fk(a,b){b=Kc(b,this.size,3);a.uniform3fv(this.addr,b)}function gk(a,\n",
+       "b){b=Kc(b,this.size,4);a.uniform4fv(this.addr,b)}function hk(a,b){b=Kc(b,this.size,4);a.uniformMatrix2fv(this.addr,!1,b)}function ik(a,b){b=Kc(b,this.size,9);a.uniformMatrix3fv(this.addr,!1,b)}function jk(a,b){b=Kc(b,this.size,16);a.uniformMatrix4fv(this.addr,!1,b)}function kk(a,b,c){var d=b.length,e=Ch(c,d);a.uniform1iv(this.addr,e);for(a=0;a!==d;++a)c.safeSetTexture2D(b[a]||Hh,e[a])}function lk(a,b,c){var d=b.length,e=Ch(c,d);a.uniform1iv(this.addr,e);for(a=0;a!==d;++a)c.safeSetTextureCube(b[a]||\n",
+       "Ih,e[a])}function mk(a){switch(a){case 5126:return Zj;case 35664:return ek;case 35665:return fk;case 35666:return gk;case 35674:return hk;case 35675:return ik;case 35676:return jk;case 5124:case 35670:return ak;case 35667:case 35671:return bk;case 35668:case 35672:return ck;case 35669:case 35673:return dk;case 35678:case 36198:case 36298:case 36306:case 35682:return kk;case 35680:case 36300:case 36308:case 36293:return lk}}function nk(a,b,c){this.id=a;this.addr=c;this.cache=[];this.setValue=Yj(b.type)}\n",
+       "function Jh(a,b,c){this.id=a;this.addr=c;this.cache=[];this.size=b.size;this.setValue=mk(b.type)}function Kh(a){this.id=a;this.seq=[];this.map={}}function Eb(a,b){this.seq=[];this.map={};for(var c=a.getProgramParameter(b,35718),d=0;d<c;++d){var e=a.getActiveUniform(b,d),f=a.getUniformLocation(b,e.name),g=this,h=e.name,l=h.length;for(gg.lastIndex=0;;){var m=gg.exec(h),u=gg.lastIndex,p=m[1],k=m[3];&quot;]&quot;===m[2]&&(p|=0);if(void 0===k||&quot;[&quot;===k&&u+2===l){h=g;e=void 0===k?new nk(p,e,f):new Jh(p,e,f);h.seq.push(e);\n",
+       "h.map[e.id]=e;break}else k=g.map[p],void 0===k&&(k=new Kh(p),p=g,g=k,p.seq.push(g),p.map[g.id]=g),g=k}}}function Lh(a,b,c){b=a.createShader(b);a.shaderSource(b,c);a.compileShader(b);return b}function Mh(a){switch(a){case 3E3:return[&quot;Linear&quot;,&quot;( value )&quot;];case 3001:return[&quot;sRGB&quot;,&quot;( value )&quot;];case 3002:return[&quot;RGBE&quot;,&quot;( value )&quot;];case 3004:return[&quot;RGBM&quot;,&quot;( value, 7.0 )&quot;];case 3005:return[&quot;RGBM&quot;,&quot;( value, 16.0 )&quot;];case 3006:return[&quot;RGBD&quot;,&quot;( value, 256.0 )&quot;];case 3007:return[&quot;Gamma&quot;,&quot;( value, float( GAMMA_FACTOR ) )&quot;];\n",
+       "case 3003:return[&quot;LogLuv&quot;,&quot;( value )&quot;];default:throw Error(&quot;unsupported encoding: &quot;+a);}}function Nh(a,b,c){var d=a.getShaderParameter(b,35713),e=a.getShaderInfoLog(b).trim();if(d&&&quot;&quot;===e)return&quot;&quot;;a=a.getShaderSource(b).split(&quot;\\n&quot;);for(b=0;b<a.length;b++)a[b]=b+1+&quot;: &quot;+a[b];a=a.join(&quot;\\n&quot;);return&quot;THREE.WebGLShader: gl.getShaderInfoLog() &quot;+c+&quot;\\n&quot;+e+a}function Kd(a,b){b=Mh(b);return&quot;vec4 &quot;+a+&quot;( vec4 value ) { return &quot;+b[0]+&quot;ToLinear&quot;+b[1]+&quot;; }&quot;}function ok(a,b){b=Mh(b);return&quot;vec4 &quot;+a+&quot;( vec4 value ) { return LinearTo&quot;+\n",
+       "b[0]+b[1]+&quot;; }&quot;}function pk(a,b){switch(b){case 1:b=&quot;Linear&quot;;break;case 2:b=&quot;Reinhard&quot;;break;case 3:b=&quot;Uncharted2&quot;;break;case 4:b=&quot;OptimizedCineon&quot;;break;case 5:b=&quot;ACESFilmic&quot;;break;default:throw Error(&quot;unsupported toneMapping: &quot;+b);}return&quot;vec3 &quot;+a+&quot;( vec3 color ) { return &quot;+b+&quot;ToneMapping( color ); }&quot;}function qk(a){var b=[],c;for(c in a){var d=a[c];!1!==d&&b.push(&quot;#define &quot;+c+&quot; &quot;+d)}return b.join(&quot;\\n&quot;)}function Ld(a){return&quot;&quot;!==a}function Oh(a,b){return a.replace(/NUM_DIR_LIGHTS/g,b.numDirLights).replace(/NUM_SPOT_LIGHTS/g,\n",
+       "b.numSpotLights).replace(/NUM_RECT_AREA_LIGHTS/g,b.numRectAreaLights).replace(/NUM_POINT_LIGHTS/g,b.numPointLights).replace(/NUM_HEMI_LIGHTS/g,b.numHemiLights).replace(/NUM_DIR_LIGHT_SHADOWS/g,b.numDirLightShadows).replace(/NUM_SPOT_LIGHT_SHADOWS/g,b.numSpotLightShadows).replace(/NUM_POINT_LIGHT_SHADOWS/g,b.numPointLightShadows)}function Ph(a,b){return a.replace(/NUM_CLIPPING_PLANES/g,b.numClippingPlanes).replace(/UNION_CLIPPING_PLANES/g,b.numClippingPlanes-b.numClipIntersection)}function hg(a,b){a=\n",
+       "O[b];if(void 0===a)throw Error(&quot;Can not resolve #include <&quot;+b+&quot;>&quot;);return a.replace(ig,hg)}function Qh(a,b,c,d){console.warn(&quot;WebGLProgram: #pragma unroll_loop shader syntax is deprecated. Please use #pragma unroll_loop_start syntax instead.&quot;);return jg(a,b,c,d)}function jg(a,b,c,d){a=&quot;&quot;;for(b=parseInt(b);b<parseInt(c);b++)a+=d.replace(/\\[ i \\]/g,&quot;[ &quot;+b+&quot; ]&quot;).replace(/UNROLLED_LOOP_INDEX/g,b);return a}function Rh(a){var b=&quot;precision &quot;+a.precision+&quot; float;\\nprecision &quot;+a.precision+&quot; int;&quot;;&quot;highp&quot;===\n",
+       "a.precision?b+=&quot;\\n#define HIGH_PRECISION&quot;:&quot;mediump&quot;===a.precision?b+=&quot;\\n#define MEDIUM_PRECISION&quot;:&quot;lowp&quot;===a.precision&&(b+=&quot;\\n#define LOW_PRECISION&quot;);return b}function rk(a){var b=&quot;SHADOWMAP_TYPE_BASIC&quot;;1===a.shadowMapType?b=&quot;SHADOWMAP_TYPE_PCF&quot;:2===a.shadowMapType?b=&quot;SHADOWMAP_TYPE_PCF_SOFT&quot;:3===a.shadowMapType&&(b=&quot;SHADOWMAP_TYPE_VSM&quot;);return b}function sk(a){var b=&quot;ENVMAP_TYPE_CUBE&quot;;if(a.envMap)switch(a.envMapMode){case 301:case 302:b=&quot;ENVMAP_TYPE_CUBE&quot;;break;case 306:case 307:b=&quot;ENVMAP_TYPE_CUBE_UV&quot;;\n",
+       "break;case 303:case 304:b=&quot;ENVMAP_TYPE_EQUIREC&quot;;break;case 305:b=&quot;ENVMAP_TYPE_SPHERE&quot;}return b}function tk(a){var b=&quot;ENVMAP_MODE_REFLECTION&quot;;if(a.envMap)switch(a.envMapMode){case 302:case 304:b=&quot;ENVMAP_MODE_REFRACTION&quot;}return b}function uk(a){var b=&quot;ENVMAP_BLENDING_NONE&quot;;if(a.envMap)switch(a.combine){case 0:b=&quot;ENVMAP_BLENDING_MULTIPLY&quot;;break;case 1:b=&quot;ENVMAP_BLENDING_MIX&quot;;break;case 2:b=&quot;ENVMAP_BLENDING_ADD&quot;}return b}function vk(a,b,c){var d=a.getContext(),e=c.defines,f=c.vertexShader,g=c.fragmentShader,\n",
+       "h=rk(c),l=sk(c),m=tk(c),u=uk(c),p=0<a.gammaFactor?a.gammaFactor:1,k=c.isWebGL2?&quot;&quot;:[c.extensionDerivatives||c.envMapCubeUV||c.bumpMap||c.tangentSpaceNormalMap||c.clearcoatNormalMap||c.flatShading||&quot;physical&quot;===c.shaderID?&quot;#extension GL_OES_standard_derivatives : enable&quot;:&quot;&quot;,(c.extensionFragDepth||c.logarithmicDepthBuffer)&&c.rendererExtensionFragDepth?&quot;#extension GL_EXT_frag_depth : enable&quot;:&quot;&quot;,c.extensionDrawBuffers&&c.rendererExtensionDrawBuffers?&quot;#extension GL_EXT_draw_buffers : require&quot;:&quot;&quot;,(c.extensionShaderTextureLOD||\n",
+       "c.envMap)&&c.rendererExtensionShaderTextureLod?&quot;#extension GL_EXT_shader_texture_lod : enable&quot;:&quot;&quot;].filter(Ld).join(&quot;\\n&quot;),r=qk(e),q=d.createProgram();c.isRawShaderMaterial?(e=[r].filter(Ld).join(&quot;\\n&quot;),0<e.length&&(e+=&quot;\\n&quot;),h=[k,r].filter(Ld).join(&quot;\\n&quot;),0<h.length&&(h+=&quot;\\n&quot;)):(e=[Rh(c),&quot;#define SHADER_NAME &quot;+c.shaderName,r,c.instancing?&quot;#define USE_INSTANCING&quot;:&quot;&quot;,c.supportsVertexTextures?&quot;#define VERTEX_TEXTURES&quot;:&quot;&quot;,&quot;#define GAMMA_FACTOR &quot;+p,&quot;#define MAX_BONES &quot;+c.maxBones,c.useFog&&c.fog?&quot;#define USE_FOG&quot;:\n",
+       "&quot;&quot;,c.useFog&&c.fogExp2?&quot;#define FOG_EXP2&quot;:&quot;&quot;,c.map?&quot;#define USE_MAP&quot;:&quot;&quot;,c.envMap?&quot;#define USE_ENVMAP&quot;:&quot;&quot;,c.envMap?&quot;#define &quot;+m:&quot;&quot;,c.lightMap?&quot;#define USE_LIGHTMAP&quot;:&quot;&quot;,c.aoMap?&quot;#define USE_AOMAP&quot;:&quot;&quot;,c.emissiveMap?&quot;#define USE_EMISSIVEMAP&quot;:&quot;&quot;,c.bumpMap?&quot;#define USE_BUMPMAP&quot;:&quot;&quot;,c.normalMap?&quot;#define USE_NORMALMAP&quot;:&quot;&quot;,c.normalMap&&c.objectSpaceNormalMap?&quot;#define OBJECTSPACE_NORMALMAP&quot;:&quot;&quot;,c.normalMap&&c.tangentSpaceNormalMap?&quot;#define TANGENTSPACE_NORMALMAP&quot;:&quot;&quot;,c.clearcoatMap?&quot;#define USE_CLEARCOATMAP&quot;:\n",
+       "&quot;&quot;,c.clearcoatRoughnessMap?&quot;#define USE_CLEARCOAT_ROUGHNESSMAP&quot;:&quot;&quot;,c.clearcoatNormalMap?&quot;#define USE_CLEARCOAT_NORMALMAP&quot;:&quot;&quot;,c.displacementMap&&c.supportsVertexTextures?&quot;#define USE_DISPLACEMENTMAP&quot;:&quot;&quot;,c.specularMap?&quot;#define USE_SPECULARMAP&quot;:&quot;&quot;,c.roughnessMap?&quot;#define USE_ROUGHNESSMAP&quot;:&quot;&quot;,c.metalnessMap?&quot;#define USE_METALNESSMAP&quot;:&quot;&quot;,c.alphaMap?&quot;#define USE_ALPHAMAP&quot;:&quot;&quot;,c.vertexTangents?&quot;#define USE_TANGENT&quot;:&quot;&quot;,c.vertexColors?&quot;#define USE_COLOR&quot;:&quot;&quot;,c.vertexUvs?&quot;#define USE_UV&quot;:&quot;&quot;,c.uvsVertexOnly?&quot;#define UVS_VERTEX_ONLY&quot;:\n",
+       "&quot;&quot;,c.flatShading?&quot;#define FLAT_SHADED&quot;:&quot;&quot;,c.skinning?&quot;#define USE_SKINNING&quot;:&quot;&quot;,c.useVertexTexture?&quot;#define BONE_TEXTURE&quot;:&quot;&quot;,c.morphTargets?&quot;#define USE_MORPHTARGETS&quot;:&quot;&quot;,c.morphNormals&&!1===c.flatShading?&quot;#define USE_MORPHNORMALS&quot;:&quot;&quot;,c.doubleSided?&quot;#define DOUBLE_SIDED&quot;:&quot;&quot;,c.flipSided?&quot;#define FLIP_SIDED&quot;:&quot;&quot;,c.shadowMapEnabled?&quot;#define USE_SHADOWMAP&quot;:&quot;&quot;,c.shadowMapEnabled?&quot;#define &quot;+h:&quot;&quot;,c.sizeAttenuation?&quot;#define USE_SIZEATTENUATION&quot;:&quot;&quot;,c.logarithmicDepthBuffer?&quot;#define USE_LOGDEPTHBUF&quot;:&quot;&quot;,c.logarithmicDepthBuffer&&\n",
+       "c.rendererExtensionFragDepth?&quot;#define USE_LOGDEPTHBUF_EXT&quot;:&quot;&quot;,&quot;uniform mat4 modelMatrix;&quot;,&quot;uniform mat4 modelViewMatrix;&quot;,&quot;uniform mat4 projectionMatrix;&quot;,&quot;uniform mat4 viewMatrix;&quot;,&quot;uniform mat3 normalMatrix;&quot;,&quot;uniform vec3 cameraPosition;&quot;,&quot;uniform bool isOrthographic;&quot;,&quot;#ifdef USE_INSTANCING&quot;,&quot; attribute mat4 instanceMatrix;&quot;,&quot;#endif&quot;,&quot;attribute vec3 position;&quot;,&quot;attribute vec3 normal;&quot;,&quot;attribute vec2 uv;&quot;,&quot;#ifdef USE_TANGENT&quot;,&quot;\\tattribute vec4 tangent;&quot;,&quot;#endif&quot;,&quot;#ifdef USE_COLOR&quot;,&quot;\\tattribute vec3 color;&quot;,\n",
+       "&quot;#endif&quot;,&quot;#ifdef USE_MORPHTARGETS&quot;,&quot;\\tattribute vec3 morphTarget0;&quot;,&quot;\\tattribute vec3 morphTarget1;&quot;,&quot;\\tattribute vec3 morphTarget2;&quot;,&quot;\\tattribute vec3 morphTarget3;&quot;,&quot;\\t#ifdef USE_MORPHNORMALS&quot;,&quot;\\t\\tattribute vec3 morphNormal0;&quot;,&quot;\\t\\tattribute vec3 morphNormal1;&quot;,&quot;\\t\\tattribute vec3 morphNormal2;&quot;,&quot;\\t\\tattribute vec3 morphNormal3;&quot;,&quot;\\t#else&quot;,&quot;\\t\\tattribute vec3 morphTarget4;&quot;,&quot;\\t\\tattribute vec3 morphTarget5;&quot;,&quot;\\t\\tattribute vec3 morphTarget6;&quot;,&quot;\\t\\tattribute vec3 morphTarget7;&quot;,&quot;\\t#endif&quot;,&quot;#endif&quot;,\n",
+       "&quot;#ifdef USE_SKINNING&quot;,&quot;\\tattribute vec4 skinIndex;&quot;,&quot;\\tattribute vec4 skinWeight;&quot;,&quot;#endif&quot;,&quot;\\n&quot;].filter(Ld).join(&quot;\\n&quot;),h=[k,Rh(c),&quot;#define SHADER_NAME &quot;+c.shaderName,r,c.alphaTest?&quot;#define ALPHATEST &quot;+c.alphaTest+(c.alphaTest%1?&quot;&quot;:&quot;.0&quot;):&quot;&quot;,&quot;#define GAMMA_FACTOR &quot;+p,c.useFog&&c.fog?&quot;#define USE_FOG&quot;:&quot;&quot;,c.useFog&&c.fogExp2?&quot;#define FOG_EXP2&quot;:&quot;&quot;,c.map?&quot;#define USE_MAP&quot;:&quot;&quot;,c.matcap?&quot;#define USE_MATCAP&quot;:&quot;&quot;,c.envMap?&quot;#define USE_ENVMAP&quot;:&quot;&quot;,c.envMap?&quot;#define &quot;+l:&quot;&quot;,c.envMap?&quot;#define &quot;+m:&quot;&quot;,c.envMap?&quot;#define &quot;+\n",
+       "u:&quot;&quot;,c.lightMap?&quot;#define USE_LIGHTMAP&quot;:&quot;&quot;,c.aoMap?&quot;#define USE_AOMAP&quot;:&quot;&quot;,c.emissiveMap?&quot;#define USE_EMISSIVEMAP&quot;:&quot;&quot;,c.bumpMap?&quot;#define USE_BUMPMAP&quot;:&quot;&quot;,c.normalMap?&quot;#define USE_NORMALMAP&quot;:&quot;&quot;,c.normalMap&&c.objectSpaceNormalMap?&quot;#define OBJECTSPACE_NORMALMAP&quot;:&quot;&quot;,c.normalMap&&c.tangentSpaceNormalMap?&quot;#define TANGENTSPACE_NORMALMAP&quot;:&quot;&quot;,c.clearcoatMap?&quot;#define USE_CLEARCOATMAP&quot;:&quot;&quot;,c.clearcoatRoughnessMap?&quot;#define USE_CLEARCOAT_ROUGHNESSMAP&quot;:&quot;&quot;,c.clearcoatNormalMap?&quot;#define USE_CLEARCOAT_NORMALMAP&quot;:&quot;&quot;,\n",
+       "c.specularMap?&quot;#define USE_SPECULARMAP&quot;:&quot;&quot;,c.roughnessMap?&quot;#define USE_ROUGHNESSMAP&quot;:&quot;&quot;,c.metalnessMap?&quot;#define USE_METALNESSMAP&quot;:&quot;&quot;,c.alphaMap?&quot;#define USE_ALPHAMAP&quot;:&quot;&quot;,c.sheen?&quot;#define USE_SHEEN&quot;:&quot;&quot;,c.vertexTangents?&quot;#define USE_TANGENT&quot;:&quot;&quot;,c.vertexColors?&quot;#define USE_COLOR&quot;:&quot;&quot;,c.vertexUvs?&quot;#define USE_UV&quot;:&quot;&quot;,c.uvsVertexOnly?&quot;#define UVS_VERTEX_ONLY&quot;:&quot;&quot;,c.gradientMap?&quot;#define USE_GRADIENTMAP&quot;:&quot;&quot;,c.flatShading?&quot;#define FLAT_SHADED&quot;:&quot;&quot;,c.doubleSided?&quot;#define DOUBLE_SIDED&quot;:&quot;&quot;,c.flipSided?&quot;#define FLIP_SIDED&quot;:\n",
+       "&quot;&quot;,c.shadowMapEnabled?&quot;#define USE_SHADOWMAP&quot;:&quot;&quot;,c.shadowMapEnabled?&quot;#define &quot;+h:&quot;&quot;,c.premultipliedAlpha?&quot;#define PREMULTIPLIED_ALPHA&quot;:&quot;&quot;,c.physicallyCorrectLights?&quot;#define PHYSICALLY_CORRECT_LIGHTS&quot;:&quot;&quot;,c.logarithmicDepthBuffer?&quot;#define USE_LOGDEPTHBUF&quot;:&quot;&quot;,c.logarithmicDepthBuffer&&c.rendererExtensionFragDepth?&quot;#define USE_LOGDEPTHBUF_EXT&quot;:&quot;&quot;,(c.extensionShaderTextureLOD||c.envMap)&&c.rendererExtensionShaderTextureLod?&quot;#define TEXTURE_LOD_EXT&quot;:&quot;&quot;,&quot;uniform mat4 viewMatrix;&quot;,&quot;uniform vec3 cameraPosition;&quot;,\n",
+       "&quot;uniform bool isOrthographic;&quot;,0!==c.toneMapping?&quot;#define TONE_MAPPING&quot;:&quot;&quot;,0!==c.toneMapping?O.tonemapping_pars_fragment:&quot;&quot;,0!==c.toneMapping?pk(&quot;toneMapping&quot;,c.toneMapping):&quot;&quot;,c.dithering?&quot;#define DITHERING&quot;:&quot;&quot;,c.outputEncoding||c.mapEncoding||c.matcapEncoding||c.envMapEncoding||c.emissiveMapEncoding||c.lightMapEncoding?O.encodings_pars_fragment:&quot;&quot;,c.mapEncoding?Kd(&quot;mapTexelToLinear&quot;,c.mapEncoding):&quot;&quot;,c.matcapEncoding?Kd(&quot;matcapTexelToLinear&quot;,c.matcapEncoding):&quot;&quot;,c.envMapEncoding?Kd(&quot;envMapTexelToLinear&quot;,\n",
+       "c.envMapEncoding):&quot;&quot;,c.emissiveMapEncoding?Kd(&quot;emissiveMapTexelToLinear&quot;,c.emissiveMapEncoding):&quot;&quot;,c.lightMapEncoding?Kd(&quot;lightMapTexelToLinear&quot;,c.lightMapEncoding):&quot;&quot;,c.outputEncoding?ok(&quot;linearToOutputTexel&quot;,c.outputEncoding):&quot;&quot;,c.depthPacking?&quot;#define DEPTH_PACKING &quot;+c.depthPacking:&quot;&quot;,&quot;\\n&quot;].filter(Ld).join(&quot;\\n&quot;));f=f.replace(ig,hg);f=Oh(f,c);f=Ph(f,c);g=g.replace(ig,hg);g=Oh(g,c);g=Ph(g,c);f=f.replace(Sh,jg).replace(Th,Qh);g=g.replace(Sh,jg).replace(Th,Qh);c.isWebGL2&&!c.isRawShaderMaterial&&(l=\n",
+       "!1,m=/^\\s*#version\\s+300\\s+es\\s*\\n/,c.isShaderMaterial&&null!==f.match(m)&&null!==g.match(m)&&(l=!0,f=f.replace(m,&quot;&quot;),g=g.replace(m,&quot;&quot;)),e=&quot;#version 300 es\\n\\n#define attribute in\\n#define varying out\\n#define texture2D texture\\n&quot;+e,h=[&quot;#version 300 es\\n\\n#define varying in&quot;,l?&quot;&quot;:&quot;out highp vec4 pc_fragColor;&quot;,l?&quot;&quot;:&quot;#define gl_FragColor pc_fragColor&quot;,&quot;#define gl_FragDepthEXT gl_FragDepth\\n#define texture2D texture\\n#define textureCube texture\\n#define texture2DProj textureProj\\n#define texture2DLodEXT textureLod\\n#define texture2DProjLodEXT textureProjLod\\n#define textureCubeLodEXT textureLod\\n#define texture2DGradEXT textureGrad\\n#define texture2DProjGradEXT textureProjGrad\\n#define textureCubeGradEXT textureGrad&quot;].join(&quot;\\n&quot;)+\n",
+       "&quot;\\n&quot;+h);g=h+g;f=Lh(d,35633,e+f);g=Lh(d,35632,g);d.attachShader(q,f);d.attachShader(q,g);void 0!==c.index0AttributeName?d.bindAttribLocation(q,0,c.index0AttributeName):!0===c.morphTargets&&d.bindAttribLocation(q,0,&quot;position&quot;);d.linkProgram(q);if(a.debug.checkShaderErrors){a=d.getProgramInfoLog(q).trim();l=d.getShaderInfoLog(f).trim();m=d.getShaderInfoLog(g).trim();p=u=!0;if(!1===d.getProgramParameter(q,35714))u=!1,k=Nh(d,f,&quot;vertex&quot;),r=Nh(d,g,&quot;fragment&quot;),console.error(&quot;THREE.WebGLProgram: shader error: &quot;,\n",
+       "d.getError(),&quot;35715&quot;,d.getProgramParameter(q,35715),&quot;gl.getProgramInfoLog&quot;,a,k,r);else if(&quot;&quot;!==a)console.warn(&quot;THREE.WebGLProgram: gl.getProgramInfoLog()&quot;,a);else if(&quot;&quot;===l||&quot;&quot;===m)p=!1;p&&(this.diagnostics={runnable:u,programLog:a,vertexShader:{log:l,prefix:e},fragmentShader:{log:m,prefix:h}})}d.detachShader(q,f);d.detachShader(q,g);d.deleteShader(f);d.deleteShader(g);var v;this.getUniforms=function(){void 0===v&&(v=new Eb(d,q));return v};var n;this.getAttributes=function(){if(void 0===n){for(var a=\n",
+       "{},b=d.getProgramParameter(q,35721),c=0;c<b;c++){var e=d.getActiveAttrib(q,c).name;a[e]=d.getAttribLocation(q,e)}n=a}return n};this.destroy=function(){d.deleteProgram(q);this.program=void 0};this.name=c.shaderName;this.id=wk++;this.cacheKey=b;this.usedTimes=1;this.program=q;this.vertexShader=f;this.fragmentShader=g;return this}function xk(a,b,c){function d(a){if(a)a.isTexture?b=a.encoding:a.isWebGLRenderTarget&&(console.warn(&quot;THREE.WebGLPrograms.getTextureEncodingFromMap: don't use render targets as textures. Use their .texture property instead.&quot;),\n",
+       "b=a.texture.encoding);else var b=3E3;return b}var e=[],f=c.isWebGL2,g=c.logarithmicDepthBuffer,h=c.floatVertexTextures,l=c.precision,m=c.maxVertexUniforms,u=c.vertexTextures,p={MeshDepthMaterial:&quot;depth&quot;,MeshDistanceMaterial:&quot;distanceRGBA&quot;,MeshNormalMaterial:&quot;normal&quot;,MeshBasicMaterial:&quot;basic&quot;,MeshLambertMaterial:&quot;lambert&quot;,MeshPhongMaterial:&quot;phong&quot;,MeshToonMaterial:&quot;toon&quot;,MeshStandardMaterial:&quot;physical&quot;,MeshPhysicalMaterial:&quot;physical&quot;,MeshMatcapMaterial:&quot;matcap&quot;,LineBasicMaterial:&quot;basic&quot;,LineDashedMaterial:&quot;dashed&quot;,\n",
+       "PointsMaterial:&quot;points&quot;,ShadowMaterial:&quot;shadow&quot;,SpriteMaterial:&quot;sprite&quot;},k=&quot;precision isWebGL2 supportsVertexTextures outputEncoding instancing map mapEncoding matcap matcapEncoding envMap envMapMode envMapEncoding envMapCubeUV lightMap lightMapEncoding aoMap emissiveMap emissiveMapEncoding bumpMap normalMap objectSpaceNormalMap tangentSpaceNormalMap clearcoatMap clearcoatRoughnessMap clearcoatNormalMap displacementMap specularMap roughnessMap metalnessMap gradientMap alphaMap combine vertexColors vertexTangents vertexUvs uvsVertexOnly fog useFog fogExp2 flatShading sizeAttenuation logarithmicDepthBuffer skinning maxBones useVertexTexture morphTargets morphNormals maxMorphTargets maxMorphNormals premultipliedAlpha numDirLights numPointLights numSpotLights numHemiLights numRectAreaLights numDirLightShadows numPointLightShadows numSpotLightShadows shadowMapEnabled shadowMapType toneMapping physicallyCorrectLights alphaTest doubleSided flipSided numClippingPlanes numClipIntersection depthPacking dithering sheen&quot;.split(&quot; &quot;);\n",
+       "this.getParameters=function(e,k,x,n,w,z,ha){var q=n.fog;n=e.isMeshStandardMaterial?n.environment:null;n=e.envMap||n;var r=p[e.type];if(ha.isSkinnedMesh){var v=ha.skeleton.bones;if(h)v=1024;else{var E=Math.min(Math.floor((m-20)/4),v.length);E<v.length?(console.warn(&quot;THREE.WebGLRenderer: Skeleton has &quot;+v.length+&quot; bones. This GPU supports &quot;+E+&quot;.&quot;),v=0):v=E}}else v=0;null!==e.precision&&(l=c.getMaxPrecision(e.precision),l!==e.precision&&console.warn(&quot;THREE.WebGLProgram.getParameters:&quot;,e.precision,&quot;not supported, using&quot;,\n",
+       "l,&quot;instead.&quot;));r?(E=eb[r],E={name:e.type,uniforms:Uh.clone(E.uniforms),vertexShader:E.vertexShader,fragmentShader:E.fragmentShader}):E={name:e.type,uniforms:e.uniforms,vertexShader:e.vertexShader,fragmentShader:e.fragmentShader};e.onBeforeCompile(E,a);var ia=a.getRenderTarget();return{isWebGL2:f,shaderID:r,shaderName:E.name,uniforms:E.uniforms,vertexShader:E.vertexShader,fragmentShader:E.fragmentShader,defines:e.defines,isRawShaderMaterial:e.isRawShaderMaterial,isShaderMaterial:e.isShaderMaterial,\n",
+       "precision:l,instancing:!0===ha.isInstancedMesh,supportsVertexTextures:u,outputEncoding:null!==ia?d(ia.texture):a.outputEncoding,map:!!e.map,mapEncoding:d(e.map),matcap:!!e.matcap,matcapEncoding:d(e.matcap),envMap:!!n,envMapMode:n&&n.mapping,envMapEncoding:d(n),envMapCubeUV:!!n&&(306===n.mapping||307===n.mapping),lightMap:!!e.lightMap,lightMapEncoding:d(e.lightMap),aoMap:!!e.aoMap,emissiveMap:!!e.emissiveMap,emissiveMapEncoding:d(e.emissiveMap),bumpMap:!!e.bumpMap,normalMap:!!e.normalMap,objectSpaceNormalMap:1===\n",
+       "e.normalMapType,tangentSpaceNormalMap:0===e.normalMapType,clearcoatMap:!!e.clearcoatMap,clearcoatRoughnessMap:!!e.clearcoatRoughnessMap,clearcoatNormalMap:!!e.clearcoatNormalMap,displacementMap:!!e.displacementMap,roughnessMap:!!e.roughnessMap,metalnessMap:!!e.metalnessMap,specularMap:!!e.specularMap,alphaMap:!!e.alphaMap,gradientMap:!!e.gradientMap,sheen:!!e.sheen,combine:e.combine,vertexTangents:e.normalMap&&e.vertexTangents,vertexColors:e.vertexColors,vertexUvs:!!e.map||!!e.bumpMap||!!e.normalMap||\n",
+       "!!e.specularMap||!!e.alphaMap||!!e.emissiveMap||!!e.roughnessMap||!!e.metalnessMap||!!e.clearcoatMap||!!e.clearcoatRoughnessMap||!!e.clearcoatNormalMap||!!e.displacementMap,uvsVertexOnly:!(e.map||e.bumpMap||e.normalMap||e.specularMap||e.alphaMap||e.emissiveMap||e.roughnessMap||e.metalnessMap||e.clearcoatNormalMap)&&!!e.displacementMap,fog:!!q,useFog:e.fog,fogExp2:q&&q.isFogExp2,flatShading:e.flatShading,sizeAttenuation:e.sizeAttenuation,logarithmicDepthBuffer:g,skinning:e.skinning&&0<v,maxBones:v,\n",
+       "useVertexTexture:h,morphTargets:e.morphTargets,morphNormals:e.morphNormals,maxMorphTargets:a.maxMorphTargets,maxMorphNormals:a.maxMorphNormals,numDirLights:k.directional.length,numPointLights:k.point.length,numSpotLights:k.spot.length,numRectAreaLights:k.rectArea.length,numHemiLights:k.hemi.length,numDirLightShadows:k.directionalShadowMap.length,numPointLightShadows:k.pointShadowMap.length,numSpotLightShadows:k.spotShadowMap.length,numClippingPlanes:w,numClipIntersection:z,dithering:e.dithering,shadowMapEnabled:a.shadowMap.enabled&&\n",
+       "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(&quot;EXT_frag_depth&quot;),rendererExtensionDrawBuffers:f||null!==b.get(&quot;WEBGL_draw_buffers&quot;),rendererExtensionShaderTextureLod:f||null!==b.get(&quot;EXT_shader_texture_lod&quot;),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(&quot;dispose&quot;,\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(&quot;dispose&quot;,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 &quot;DirectionalLight&quot;:var c={direction:new n,color:new A};break;case &quot;SpotLight&quot;:c={position:new n,direction:new n,color:new A,distance:0,\n",
+       "coneCos:0,penumbraCos:0,decay:0};break;case &quot;PointLight&quot;:c={position:new n,color:new A,distance:0,decay:0};break;case &quot;HemisphereLight&quot;:c={direction:new n,skyColor:new A,groundColor:new A};break;case &quot;RectAreaLight&quot;: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 &quot;DirectionalLight&quot;:var c={shadowBias:0,shadowRadius:1,shadowMapSize:new t};break;case &quot;SpotLight&quot;:c={shadowBias:0,\n",
+       "shadowRadius:1,shadowMapSize:new t};break;case &quot;PointLight&quot;: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(&quot;dispose&quot;,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(&quot;dispose&quot;,\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=&quot;MeshDepthMaterial&quot;;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=&quot;MeshDistanceMaterial&quot;;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(&quot;THREE.WebGLShadowMap: THREE.SkinnedMesh with material.skinning set to false:&quot;,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:&quot;void main() {\\n\\tgl_Position = vec4( position, 1.0 );\\n}&quot;,fragmentShader:&quot;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}&quot;}),\n",
+       "n=v.clone();n.defines.HORIZONAL_PASS=1;var w=new C;w.setAttribute(&quot;position&quot;,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(&quot;THREE.WebGLShadowMap:&quot;,w,&quot;has no shadow.&quot;);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(&quot;THREE.WebGLShadowMap:&quot;,w,&quot;has shadow exceeding max texture size, reducing&quot;),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+&quot;.shadowMap&quot;,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+&quot;.shadowMap&quot;,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(&quot;ANGLE_instanced_arrays&quot;))[x?&quot;vertexAttribDivisor&quot;:&quot;vertexAttribDivisorANGLE&quot;](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(&quot;THREE.WebGLState: Invalid blending: &quot;,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(&quot;THREE.WebGLState: Invalid blending: &quot;,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",
+       "a.cullFace(1032))):g(2884);C=b}function k(b,c,d){if(b){if(f(32823),K!==c||M!==d)a.polygonOffset(c,d),K=c,M=d}else g(32823)}function p(b){void 0===b&&(b=33984+fa-1);L!==b&&(a.activeTexture(b),L=b)}var x=c.isWebGL2,r=new function(){var b=!1,c=new ka,d=null,e=new ka(0,0,0,0);return{setMask:function(c){d===c||b||(a.colorMask(c,c,c,c),d=c)},setLocked:function(a){b=a},setClear:function(b,d,f,g,h){!0===h&&(b*=g,d*=g,f*=g);c.set(b,d,f,g);!1===e.equals(c)&&(a.clearColor(b,d,f,g),e.copy(c))},reset:function(){b=\n",
+       "!1;d=null;e.set(-1,0,0,0)}}},q=new function(){var b=!1,c=null,d=null,e=null;return{setTest:function(a){a?f(2929):g(2929)},setMask:function(d){c===d||b||(a.depthMask(d),c=d)},setFunc:function(b){if(d!==b){if(b)switch(b){case 0:a.depthFunc(512);break;case 1:a.depthFunc(519);break;case 2:a.depthFunc(513);break;case 3:a.depthFunc(515);break;case 4:a.depthFunc(514);break;case 5:a.depthFunc(518);break;case 6:a.depthFunc(516);break;case 7:a.depthFunc(517);break;default:a.depthFunc(515)}else a.depthFunc(515);\n",
+       "d=b}},setLocked:function(a){b=a},setClear:function(b){e!==b&&(a.clearDepth(b),e=b)},reset:function(){b=!1;e=d=c=null}}},v=new function(){var b=!1,c=null,d=null,e=null,h=null,l=null,m=null,p=null,k=null;return{setTest:function(a){b||(a?f(2960):g(2960))},setMask:function(d){c===d||b||(a.stencilMask(d),c=d)},setFunc:function(b,c,f){if(d!==b||e!==c||h!==f)a.stencilFunc(b,c,f),d=b,e=c,h=f},setOp:function(b,c,d){if(l!==b||m!==c||p!==d)a.stencilOp(b,c,d),l=b,m=c,p=d},setLocked:function(a){b=a},setClear:function(b){k!==\n",
+       "b&&(a.clearStencil(b),k=b)},reset:function(){b=!1;k=p=m=l=h=e=d=c=null}}};c=a.getParameter(34921);var n=new Uint8Array(c),w=new Uint8Array(c),z=new Uint8Array(c),t={},U=null,ca=null,B=null,y=null,ia=null,Ca=null,Ja=null,H=null,D=null,F=!1,A=null,C=null,G=null,K=null,M=null,fa=a.getParameter(35661),N=!1;c=0;c=a.getParameter(7938);-1!==c.indexOf(&quot;WebGL&quot;)?(c=parseFloat(/^WebGL ([0-9])/.exec(c)[1]),N=1<=c):-1!==c.indexOf(&quot;OpenGL ES&quot;)&&(c=parseFloat(/^OpenGL ES ([0-9])/.exec(c)[1]),N=2<=c);var L=null,\n",
+       "Nd={},Z=new ka,Yh=new ka,ng={};ng[3553]=d(3553,3553,1);ng[34067]=d(34067,34069,6);r.setClear(0,0,0,1);q.setClear(1);v.setClear(0);f(2929);q.setFunc(3);l(!1);m(1);f(2884);h(0);var Lc={100:32774,101:32778,102:32779};x?(Lc[103]=32775,Lc[104]=32776):(c=b.get(&quot;EXT_blend_minmax&quot;),null!==c&&(Lc[103]=c.MIN_EXT,Lc[104]=c.MAX_EXT));var J={200:0,201:1,202:768,204:770,210:776,208:774,206:772,203:769,205:771,209:775,207:773};return{buffers:{color:r,depth:q,stencil:v},initAttributes:function(){for(var a=0,b=n.length;a<\n",
+       "b;a++)n[a]=0},enableAttribute:function(a){e(a,0)},enableAttributeAndDivisor:e,disableUnusedAttributes:function(){for(var b=0,c=w.length;b!==c;++b)w[b]!==n[b]&&(a.disableVertexAttribArray(b),w[b]=0)},enable:f,disable:g,useProgram:function(b){return U!==b?(a.useProgram(b),U=b,!0):!1},setBlending:h,setMaterial:function(a,b){2===a.side?g(2884):f(2884);var c=1===a.side;b&&(c=!c);l(c);1===a.blending&&!1===a.transparent?h(0):h(a.blending,a.blendEquation,a.blendSrc,a.blendDst,a.blendEquationAlpha,a.blendSrcAlpha,\n",
+       "a.blendDstAlpha,a.premultipliedAlpha);q.setFunc(a.depthFunc);q.setTest(a.depthTest);q.setMask(a.depthWrite);r.setMask(a.colorWrite);b=a.stencilWrite;v.setTest(b);b&&(v.setMask(a.stencilWriteMask),v.setFunc(a.stencilFunc,a.stencilRef,a.stencilFuncMask),v.setOp(a.stencilFail,a.stencilZFail,a.stencilZPass));k(a.polygonOffset,a.polygonOffsetFactor,a.polygonOffsetUnits)},setFlipSided:l,setCullFace:m,setLineWidth:function(b){b!==G&&(N&&a.lineWidth(b),G=b)},setPolygonOffset:k,setScissorTest:function(a){a?\n",
+       "f(3089):g(3089)},activeTexture:p,bindTexture:function(b,c){null===L&&p();var d=Nd[L];void 0===d&&(d={type:void 0,texture:void 0},Nd[L]=d);if(d.type!==b||d.texture!==c)a.bindTexture(b,c||ng[b]),d.type=b,d.texture=c},unbindTexture:function(){var b=Nd[L];void 0!==b&&void 0!==b.type&&(a.bindTexture(b.type,null),b.type=void 0,b.texture=void 0)},compressedTexImage2D:function(){try{a.compressedTexImage2D.apply(a,arguments)}catch(Q){console.error(&quot;THREE.WebGLState:&quot;,Q)}},texImage2D:function(){try{a.texImage2D.apply(a,\n",
+       "arguments)}catch(Q){console.error(&quot;THREE.WebGLState:&quot;,Q)}},texImage3D:function(){try{a.texImage3D.apply(a,arguments)}catch(Q){console.error(&quot;THREE.WebGLState:&quot;,Q)}},scissor:function(b){!1===Z.equals(b)&&(a.scissor(b.x,b.y,b.z,b.w),Z.copy(b))},viewport:function(b){!1===Yh.equals(b)&&(a.viewport(b.x,b.y,b.z,b.w),Yh.copy(b))},reset:function(){for(var b=0;b<w.length;b++)1===w[b]&&(a.disableVertexAttribArray(b),w[b]=0);t={};L=null;Nd={};C=A=B=U=null;r.reset();q.reset();v.reset()}}}function Jk(a,b,c,d,\n",
+       "e,f,g){function h(a,b){return K?new OffscreenCanvas(a,b):document.createElementNS(&quot;http://www.w3.org/1999/xhtml&quot;,&quot;canvas&quot;)}function l(a,b,c,d){var e=1;if(a.width>d||a.height>d)e=d/Math.max(a.width,a.height);if(1>e||!0===b){if(&quot;undefined&quot;!==typeof HTMLImageElement&&a instanceof HTMLImageElement||&quot;undefined&quot;!==typeof HTMLCanvasElement&&a instanceof HTMLCanvasElement||&quot;undefined&quot;!==typeof ImageBitmap&&a instanceof ImageBitmap)return d=b?L.floorPowerOfTwo:Math.floor,b=d(e*a.width),e=d(e*a.height),void 0===\n",
+       "G&&(G=h(b,e)),c=c?h(b,e):G,c.width=b,c.height=e,c.getContext(&quot;2d&quot;).drawImage(a,0,0,b,e),console.warn(&quot;THREE.WebGLRenderer: Texture has been resized from (&quot;+a.width+&quot;x&quot;+a.height+&quot;) to (&quot;+b+&quot;x&quot;+e+&quot;).&quot;),c;&quot;data&quot;in a&&console.warn(&quot;THREE.WebGLRenderer: Image in DataTexture is too big (&quot;+a.width+&quot;x&quot;+a.height+&quot;).&quot;)}return a}function m(a){return L.isPowerOfTwo(a.width)&&L.isPowerOfTwo(a.height)}function k(a,b){return a.generateMipmaps&&b&&1003!==a.minFilter&&1006!==a.minFilter}function p(b,c,e,f){a.generateMipmap(b);\n",
+       "d.get(c).__maxMipLevel=Math.log(Math.max(e,f))*Math.LOG2E}function x(c,d,e){if(!1===Ca)return d;if(null!==c){if(void 0!==a[c])return a[c];console.warn(&quot;THREE.WebGLRenderer: Attempt to use non-existing WebGL internal format '&quot;+c+&quot;'&quot;)}c=d;6403===d&&(5126===e&&(c=33326),5131===e&&(c=33325),5121===e&&(c=33321));6407===d&&(5126===e&&(c=34837),5131===e&&(c=34843),5121===e&&(c=32849));6408===d&&(5126===e&&(c=34836),5131===e&&(c=34842),5121===e&&(c=32856));33325!==c&&33326!==c&&34842!==c&&34836!==c||b.get(&quot;EXT_color_buffer_float&quot;);\n",
+       "return c}function r(a){return 1003===a||1004===a||1005===a?9728:9729}function q(b){b=b.target;b.removeEventListener(&quot;dispose&quot;,q);var c=d.get(b);void 0!==c.__webglInit&&(a.deleteTexture(c.__webglTexture),d.remove(b));b.isVideoTexture&&C.delete(b);g.memory.textures--}function v(b){b=b.target;b.removeEventListener(&quot;dispose&quot;,v);var c=d.get(b),e=d.get(b.texture);if(b){void 0!==e.__webglTexture&&a.deleteTexture(e.__webglTexture);b.depthTexture&&b.depthTexture.dispose();if(b.isWebGLCubeRenderTarget)for(e=\n",
+       "0;6>e;e++)a.deleteFramebuffer(c.__webglFramebuffer[e]),c.__webglDepthbuffer&&a.deleteRenderbuffer(c.__webglDepthbuffer[e]);else a.deleteFramebuffer(c.__webglFramebuffer),c.__webglDepthbuffer&&a.deleteRenderbuffer(c.__webglDepthbuffer),c.__webglMultisampledFramebuffer&&a.deleteFramebuffer(c.__webglMultisampledFramebuffer),c.__webglColorRenderbuffer&&a.deleteRenderbuffer(c.__webglColorRenderbuffer),c.__webglDepthRenderbuffer&&a.deleteRenderbuffer(c.__webglDepthRenderbuffer);d.remove(b.texture);d.remove(b)}g.memory.textures--}\n",
+       "function n(a,b){var e=d.get(a);if(a.isVideoTexture){var f=g.render.frame;C.get(a)!==f&&(C.set(a,f),a.update())}if(0<a.version&&e.__version!==a.version)if(f=a.image,void 0===f)console.warn(&quot;THREE.WebGLRenderer: Texture marked for update but image is undefined&quot;);else if(!1===f.complete)console.warn(&quot;THREE.WebGLRenderer: Texture marked for update but image is incomplete&quot;);else{ca(e,a,b);return}c.activeTexture(33984+b);c.bindTexture(3553,e.__webglTexture)}function w(b,e){if(6===b.image.length){var g=\n",
+       "d.get(b);if(0<b.version&&g.__version!==b.version){U(g,b);c.activeTexture(33984+e);c.bindTexture(34067,g.__webglTexture);a.pixelStorei(37440,b.flipY);var h=b&&(b.isCompressedTexture||b.image[0].isCompressedTexture);e=b.image[0]&&b.image[0].isDataTexture;for(var u=[],q=0;6>q;q++)u[q]=h||e?e?b.image[q].image:b.image[q]:l(b.image[q],!1,!0,H);var r=u[0],v=m(r)||Ca,n=f.convert(b.format),w=f.convert(b.type),E=x(b.internalFormat,n,w);t(34067,b,v);if(h){for(q=0;6>q;q++){var Z=u[q].mipmaps;for(h=0;h<Z.length;h++){var z=\n",
+       "Z[h];1023!==b.format&&1022!==b.format?null!==n?c.compressedTexImage2D(34069+q,h,E,z.width,z.height,0,z.data):console.warn(&quot;THREE.WebGLRenderer: Attempt to load unsupported compressed texture format in .setTextureCube()&quot;):c.texImage2D(34069+q,h,E,z.width,z.height,0,n,w,z.data)}}g.__maxMipLevel=Z.length-1}else{Z=b.mipmaps;for(q=0;6>q;q++)if(e)for(c.texImage2D(34069+q,0,E,u[q].width,u[q].height,0,n,w,u[q].data),h=0;h<Z.length;h++)z=Z[h],z=z.image[q].image,c.texImage2D(34069+q,h+1,E,z.width,z.height,\n",
+       "0,n,w,z.data);else for(c.texImage2D(34069+q,0,E,n,w,u[q]),h=0;h<Z.length;h++)z=Z[h],c.texImage2D(34069+q,h+1,E,n,w,z.image[q]);g.__maxMipLevel=Z.length}k(b,v)&&p(34067,b,r.width,r.height);g.__version=b.version;if(b.onUpdate)b.onUpdate(b)}else c.activeTexture(33984+e),c.bindTexture(34067,g.__webglTexture)}}function z(a,b){c.activeTexture(33984+b);c.bindTexture(34067,d.get(a).__webglTexture)}function t(c,f,g){g?(a.texParameteri(c,10242,N[f.wrapS]),a.texParameteri(c,10243,N[f.wrapT]),32879!==c&&35866!==\n",
+       "c||a.texParameteri(c,32882,N[f.wrapR]),a.texParameteri(c,10240,fa[f.magFilter]),a.texParameteri(c,10241,fa[f.minFilter])):(a.texParameteri(c,10242,33071),a.texParameteri(c,10243,33071),32879!==c&&35866!==c||a.texParameteri(c,32882,33071),1001===f.wrapS&&1001===f.wrapT||console.warn(&quot;THREE.WebGLRenderer: Texture is not power of two. Texture.wrapS and Texture.wrapT should be set to THREE.ClampToEdgeWrapping.&quot;),a.texParameteri(c,10240,r(f.magFilter)),a.texParameteri(c,10241,r(f.minFilter)),1003!==f.minFilter&&\n",
+       "1006!==f.minFilter&&console.warn(&quot;THREE.WebGLRenderer: Texture is not power of two. Texture.minFilter should be set to THREE.NearestFilter or THREE.LinearFilter.&quot;));!(g=b.get(&quot;EXT_texture_filter_anisotropic&quot;))||1015===f.type&&null===b.get(&quot;OES_texture_float_linear&quot;)||1016===f.type&&null===(Ca||b.get(&quot;OES_texture_half_float_linear&quot;))||!(1<f.anisotropy||d.get(f).__currentAnisotropy)||(a.texParameterf(c,g.TEXTURE_MAX_ANISOTROPY_EXT,Math.min(f.anisotropy,e.getMaxAnisotropy())),d.get(f).__currentAnisotropy=\n",
+       "f.anisotropy)}function U(b,c){void 0===b.__webglInit&&(b.__webglInit=!0,c.addEventListener(&quot;dispose&quot;,q),b.__webglTexture=a.createTexture(),g.memory.textures++)}function ca(b,d,e){var g=3553;d.isDataTexture2DArray&&(g=35866);d.isDataTexture3D&&(g=32879);U(b,d);c.activeTexture(33984+e);c.bindTexture(g,b.__webglTexture);a.pixelStorei(37440,d.flipY);a.pixelStorei(37441,d.premultiplyAlpha);a.pixelStorei(3317,d.unpackAlignment);e=Ca?!1:1001!==d.wrapS||1001!==d.wrapT||1003!==d.minFilter&&1006!==d.minFilter;\n",
+       "e=e&&!1===m(d.image);e=l(d.image,e,!1,F);var h=m(e)||Ca,u=f.convert(d.format),q=f.convert(d.type),r=x(d.internalFormat,u,q);t(g,d,h);var v=d.mipmaps;if(d.isDepthTexture)r=6402,Ca?r=1015===d.type?36012:1014===d.type?33190:1020===d.type?35056:33189:1015===d.type&&console.error(&quot;WebGLRenderer: Floating point depth texture requires WebGL2.&quot;),1026===d.format&&6402===r&&1012!==d.type&&1014!==d.type&&(console.warn(&quot;THREE.WebGLRenderer: Use UnsignedShortType or UnsignedIntType for DepthFormat DepthTexture.&quot;),\n",
+       "d.type=1012,q=f.convert(d.type)),1027===d.format&&6402===r&&(r=34041,1020!==d.type&&(console.warn(&quot;THREE.WebGLRenderer: Use UnsignedInt248Type for DepthStencilFormat DepthTexture.&quot;),d.type=1020,q=f.convert(d.type))),c.texImage2D(3553,0,r,e.width,e.height,0,u,q,null);else if(d.isDataTexture)if(0<v.length&&h){for(var n=0,w=v.length;n<w;n++){var E=v[n];c.texImage2D(3553,n,r,E.width,E.height,0,u,q,E.data)}d.generateMipmaps=!1;b.__maxMipLevel=v.length-1}else c.texImage2D(3553,0,r,e.width,e.height,0,u,\n",
+       "q,e.data),b.__maxMipLevel=0;else if(d.isCompressedTexture){n=0;for(w=v.length;n<w;n++)E=v[n],1023!==d.format&&1022!==d.format?null!==u?c.compressedTexImage2D(3553,n,r,E.width,E.height,0,E.data):console.warn(&quot;THREE.WebGLRenderer: Attempt to load unsupported compressed texture format in .uploadTexture()&quot;):c.texImage2D(3553,n,r,E.width,E.height,0,u,q,E.data);b.__maxMipLevel=v.length-1}else if(d.isDataTexture2DArray)c.texImage3D(35866,0,r,e.width,e.height,e.depth,0,u,q,e.data),b.__maxMipLevel=0;else if(d.isDataTexture3D)c.texImage3D(32879,\n",
+       "0,r,e.width,e.height,e.depth,0,u,q,e.data),b.__maxMipLevel=0;else if(0<v.length&&h){n=0;for(w=v.length;n<w;n++)E=v[n],c.texImage2D(3553,n,r,u,q,E);d.generateMipmaps=!1;b.__maxMipLevel=v.length-1}else c.texImage2D(3553,0,r,u,q,e),b.__maxMipLevel=0;k(d,h)&&p(g,d,e.width,e.height);b.__version=d.version;if(d.onUpdate)d.onUpdate(d)}function B(b,e,g,h){var l=f.convert(e.texture.format),m=f.convert(e.texture.type),p=x(e.texture.internalFormat,l,m);c.texImage2D(h,0,p,e.width,e.height,0,l,m,null);a.bindFramebuffer(36160,\n",
+       "b);a.framebufferTexture2D(36160,g,h,d.get(e.texture).__webglTexture,0);a.bindFramebuffer(36160,null)}function y(b,c,d){a.bindRenderbuffer(36161,b);if(c.depthBuffer&&!c.stencilBuffer){var e=33189;d?((d=c.depthTexture)&&d.isDepthTexture&&(1015===d.type?e=36012:1014===d.type&&(e=33190)),d=ia(c),a.renderbufferStorageMultisample(36161,d,e,c.width,c.height)):a.renderbufferStorage(36161,e,c.width,c.height);a.framebufferRenderbuffer(36160,36096,36161,b)}else c.depthBuffer&&c.stencilBuffer?(d?(d=ia(c),a.renderbufferStorageMultisample(36161,\n",
+       "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",
+       "F=e.maxTextureSize,A=e.maxSamples,C=new WeakMap,G,K=!1;try{K=&quot;undefined&quot;!==typeof OffscreenCanvas&&null!==(new OffscreenCanvas(1,1)).getContext(&quot;2d&quot;)}catch(Nd){}var M=0,N={1E3:10497,1001:33071,1002:33648},fa={1003:9728,1004:9984,1005:9986,1006:9729,1007:9985,1008:9987},P=!1,O=!1;this.allocateTextureUnit=function(){var a=M;a>=D&&console.warn(&quot;THREE.WebGLTextures: Trying to use &quot;+a+&quot; texture units while this GPU supports only &quot;+D);M+=1;return a};this.resetTextureUnits=function(){M=0};this.setTexture2D=\n",
+       "n;this.setTexture2DArray=function(a,b){var e=d.get(a);0<a.version&&e.__version!==a.version?ca(e,a,b):(c.activeTexture(33984+b),c.bindTexture(35866,e.__webglTexture))};this.setTexture3D=function(a,b){var e=d.get(a);0<a.version&&e.__version!==a.version?ca(e,a,b):(c.activeTexture(33984+b),c.bindTexture(32879,e.__webglTexture))};this.setTextureCube=w;this.setTextureCubeDynamic=z;this.setupRenderTarget=function(b){var e=d.get(b),h=d.get(b.texture);b.addEventListener(&quot;dispose&quot;,v);h.__webglTexture=a.createTexture();\n",
+       "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(&quot;THREE.WebGLRenderer: Rendering to textures with RGB format is not supported. Using RGBA format instead.&quot;));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",
+       "a.createFramebuffer();e.__webglColorRenderbuffer=a.createRenderbuffer();a.bindRenderbuffer(36161,e.__webglColorRenderbuffer);u=f.convert(b.texture.format);var r=f.convert(b.texture.type);u=x(b.texture.internalFormat,u,r);r=ia(b);a.renderbufferStorageMultisample(36161,r,u,b.width,b.height);a.bindFramebuffer(36160,e.__webglMultisampledFramebuffer);a.framebufferRenderbuffer(36160,36064,36161,e.__webglColorRenderbuffer);a.bindRenderbuffer(36161,null);b.depthBuffer&&(e.__webglDepthRenderbuffer=a.createRenderbuffer(),\n",
+       "y(e.__webglDepthRenderbuffer,b,!0));a.bindFramebuffer(36160,null)}else console.warn(&quot;THREE.WebGLRenderer: WebGLMultisampleRenderTarget can only be used with WebGL2.&quot;);if(l){c.bindTexture(34067,h.__webglTexture);t(34067,b.texture,q);for(u=0;6>u;u++)B(e.__webglFramebuffer[u],b,36064,34069+u);k(b.texture,q)&&p(34067,b.texture,b.width,b.height);c.bindTexture(34067,null)}else c.bindTexture(3553,h.__webglTexture),t(3553,b.texture,q),B(e.__webglFramebuffer,b,36064,3553),k(b.texture,q)&&p(3553,b.texture,\n",
+       "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(&quot;target.depthTexture not supported in Cube render targets&quot;);if(b&&b.isWebGLCubeRenderTarget)throw Error(&quot;Depth Texture with cube render targets is not supported&quot;);a.bindFramebuffer(36160,e.__webglFramebuffer);if(!b.depthTexture||!b.depthTexture.isDepthTexture)throw Error(&quot;renderTarget.depthTexture must be an instance of THREE.DepthTexture&quot;);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(&quot;Unknown depthTexture format&quot;);}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(&quot;THREE.WebGLRenderer: WebGLMultisampleRenderTarget can only be used with WebGL2.&quot;)};this.safeSetTexture2D=function(a,b){a&&a.isWebGLRenderTarget&&\n",
+       "(!1===P&&(console.warn(&quot;THREE.WebGLTextures.safeSetTexture2D: don't use render targets as textures. Use their .texture property instead.&quot;),P=!0),a=a.texture);n(a,b)};this.safeSetTextureCube=function(a,b){a&&a.isWebGLCubeRenderTarget&&(!1===O&&(console.warn(&quot;THREE.WebGLTextures.safeSetTextureCube: don't use cube render targets as textures. Use their .texture property instead.&quot;),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(&quot;OES_texture_half_float&quot;);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(&quot;WEBGL_compressed_texture_s3tc&quot;),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(&quot;WEBGL_compressed_texture_pvrtc&quot;),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(&quot;WEBGL_compressed_texture_etc1&quot;),null!==c?c.COMPRESSED_RGB_ETC1_WEBGL:null;if(37492===a||37496===a)if(c=b.get(&quot;WEBGL_compressed_texture_etc&quot;),\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(&quot;WEBGL_compressed_texture_astc&quot;),null!==c?a:null;if(36492===a)return c=b.get(&quot;EXT_texture_compression_bptc&quot;),\n",
+       "null!==c?a:null;if(1020===a){if(d)return 34042;c=b.get(&quot;WEBGL_depth_texture&quot;);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=&quot;Group&quot;}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:&quot;disconnected&quot;,data:b}),a.targetRay.visible=\n",
+       "!1);a.grip&&(a.grip.dispatchEvent({type:&quot;disconnected&quot;,data:b}),a.grip.visible=!1)});q.clear();a.setFramebuffer(null);a.setRenderTarget(a.getRenderTarget());y.stop();h.isPresenting=!1;h.dispatchEvent({type:&quot;sessionend&quot;})}function e(a){k=a;y.setContext(l);y.start();h.isPresenting=!0;h.dispatchEvent({type:&quot;sessionstart&quot;})}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:&quot;disconnected&quot;,\n",
+       "data:b}),d.grip&&d.grip.dispatchEvent({type:&quot;disconnected&quot;,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:&quot;connected&quot;,data:b}),d.grip&&d.grip.dispatchEvent({type:&quot;connected&quot;,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=&quot;local-floor&quot;,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(&quot;WebXRManager: Cannot change framebuffer scale while presenting VR content&quot;)};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(&quot;select&quot;,c),l.addEventListener(&quot;selectstart&quot;,c),l.addEventListener(&quot;selectend&quot;,c),l.addEventListener(&quot;squeeze&quot;,c),l.addEventListener(&quot;squeezestart&quot;,\n",
+       "c),l.addEventListener(&quot;squeezeend&quot;,c),l.addEventListener(&quot;end&quot;,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(&quot;inputsourceschange&quot;,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(&quot;WEBGL_depth_texture&quot;),ra.get(&quot;OES_texture_float&quot;),ra.get(&quot;OES_texture_half_float&quot;),ra.get(&quot;OES_texture_half_float_linear&quot;),ra.get(&quot;OES_standard_derivatives&quot;),ra.get(&quot;OES_element_index_uint&quot;),ra.get(&quot;ANGLE_instanced_arrays&quot;));\n",
+       "ra.get(&quot;OES_texture_float_linear&quot;);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(&quot;THREE.WebGLRenderer: Context Lost.&quot;);G=!0}function e(){console.log(&quot;THREE.WebGLRenderer: Context Restored.&quot;);G=!1;c()}function f(a){a=a.target;a.removeEventListener(&quot;dispose&quot;,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(&quot;dispose&quot;,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[&quot;morphTarget&quot;+l]&&a.numSupportedMorphTargets++;if(a.morphNormals)for(l=a.numSupportedMorphNormals=0;l<H.maxMorphNormals;l++)0<=c[&quot;morphNormal&quot;+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,&quot;projectionMatrix&quot;,a.projectionMatrix);Fa.logarithmicDepthBuffer&&h.setValue(I,&quot;logDepthBufFC&quot;,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,&quot;isOrthographic&quot;,!0===a.isOrthographicCamera);(c.isMeshPhongMaterial||c.isMeshToonMaterial||c.isMeshLambertMaterial||c.isMeshBasicMaterial||c.isMeshStandardMaterial||c.isShaderMaterial||c.skinning)&&h.setValue(I,&quot;viewMatrix&quot;,\n",
+       "a.matrixWorldInverse)}if(c.skinning&&(h.setOptional(I,d,&quot;bindMatrix&quot;),h.setOptional(I,d,&quot;bindMatrixInverse&quot;),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,&quot;boneTexture&quot;,a.boneTexture,ea);h.setValue(I,&quot;boneTextureSize&quot;,a.boneTextureSize)}else h.setOptional(I,a,\n",
+       "&quot;boneMatrices&quot;);if(m||g.receiveShadow!==d.receiveShadow)g.receiveShadow=d.receiveShadow,h.setValue(I,&quot;receiveShadow&quot;,d.receiveShadow);if(m){h.setValue(I,&quot;toneMappingExposure&quot;,H.toneMappingExposure);h.setValue(I,&quot;toneMappingWhitePoint&quot;,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,&quot;center&quot;,d.center);h.setValue(I,&quot;modelViewMatrix&quot;,d.modelViewMatrix);h.setValue(I,&quot;normalMatrix&quot;,d.normalMatrix);h.setValue(I,&quot;modelMatrix&quot;,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(&quot;http://www.w3.org/1999/xhtml&quot;,&quot;canvas&quot;),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:&quot;default&quot;,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(&quot;webglcontextlost&quot;,d,!1);v.addEventListener(&quot;webglcontextrestored&quot;,e,!1);var I=E||v.getContext(&quot;webgl&quot;,w)||v.getContext(&quot;experimental-webgl&quot;,w);if(null===I){if(null!==v.getContext(&quot;webgl&quot;))throw Error(&quot;Error creating WebGL context with your selected attributes.&quot;);throw Error(&quot;Error creating WebGL context.&quot;);}void 0===I.getShaderPrecisionFormat&&(I.getShaderPrecisionFormat=function(){return{rangeMin:1,rangeMax:1,precision:1}})}catch(ai){throw console.error(&quot;THREE.WebGLRenderer: &quot;+\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(&quot;WEBGL_lose_context&quot;);a&&a.loseContext()};this.forceContextRestore=function(){var a=ra.get(&quot;WEBGL_lose_context&quot;);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(&quot;WebGLRenderer: .getsize() now requires a Vector2 as an argument&quot;),a=new t);return a.set(S,J)};this.setSize=function(a,b,c){ua.isPresenting?console.warn(&quot;THREE.WebGLRenderer: Can't change size while VR device is presenting.&quot;):(S=a,J=b,v.width=Math.floor(a*Q),v.height=Math.floor(b*Q),!1!==c&&(v.style.width=a+&quot;px&quot;,v.style.height=b+&quot;px&quot;),this.setViewport(0,0,a,b))};this.getDrawingBufferSize=function(a){void 0===\n",
+       "a&&(console.warn(&quot;WebGLRenderer: .getdrawingBufferSize() now requires a Vector2 as an argument&quot;),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(&quot;WebGLRenderer: .getCurrentViewport() now requires a Vector4 as an argument&quot;),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(&quot;webglcontextlost&quot;,\n",
+       "d,!1);v.removeEventListener(&quot;webglcontextrestored&quot;,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(&quot;ANGLE_instanced_arrays&quot;)){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(&quot;instanceMatrix&quot;===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)});&quot;undefined&quot;!==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(&quot;THREE.WebGLRenderer.render(): the renderTarget argument has been removed. Use .setRenderTarget() instead.&quot;);\n",
+       "var f=d}if(void 0!==e){console.warn(&quot;THREE.WebGLRenderer.render(): the forceClear argument has been removed. Use .clear() instead.&quot;);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(&quot;THREE.WebGLRenderer.render: camera is not an instance of THREE.Camera.&quot;)};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(&quot;THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in RGBA or implementation defined format.&quot;):1009===u||qa.convert(u)===I.getParameter(35738)||\n",
+       "1015===u&&(Fa.isWebGL2||ra.get(&quot;OES_texture_float&quot;)||ra.get(&quot;WEBGL_color_buffer_float&quot;))||1016===u&&(Fa.isWebGL2?ra.get(&quot;EXT_color_buffer_float&quot;):ra.get(&quot;EXT_color_buffer_half_float&quot;))?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(&quot;THREE.WebGLRenderer.readRenderTargetPixels: readPixels from renderTarget failed. Framebuffer not complete.&quot;):console.error(&quot;THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in UnsignedByteType or implementation defined type.&quot;)}finally{g&&\n",
+       "I.bindFramebuffer(36160,W)}}}else console.error(&quot;THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not THREE.WebGLRenderTarget.&quot;)};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()};&quot;undefined&quot;!==typeof __THREE_DEVTOOLS__&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent(&quot;observe&quot;,{detail:this}))}function Qe(a,b){this.name=&quot;&quot;;this.color=new A(a);this.density=void 0!==b?b:2.5E-4}function Re(a,b,c){this.name=&quot;&quot;;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=&quot;SpriteMaterial&quot;;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=&quot;Sprite&quot;;\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(&quot;position&quot;,new Od(b,3,0,!1));Nc.setAttribute(&quot;uv&quot;,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=&quot;LOD&quot;;Object.defineProperties(this,{levels:{enumerable:!0,value:[]}});this.autoUpdate=!0}function Te(a,b){a&&a.isGeometry&&console.error(&quot;THREE.SkinnedMesh no longer supports THREE.Geometry. Use THREE.BufferGeometry instead.&quot;);S.call(this,a,b);this.type=&quot;SkinnedMesh&quot;;this.bindMode=&quot;attached&quot;;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(&quot;THREE.Skeleton boneInverses is the wrong length.&quot;),this.boneInverses=[],a=0,b=this.bones.length;a<b;a++)this.boneInverses.push(new P)}function pg(){F.call(this);this.type=&quot;Bone&quot;}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=&quot;LineBasicMaterial&quot;;this.color=new A(16777215);\n",
+       "this.linewidth=1;this.linejoin=this.linecap=&quot;round&quot;;this.setValues(a)}function Ka(a,b,c){1===c&&console.error(&quot;THREE.Line: parameter THREE.LinePieces no longer supported. Use THREE.LineSegments instead.&quot;);F.call(this);this.type=&quot;Line&quot;;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=&quot;LineSegments&quot;}function We(a,b){Ka.call(this,a,b);this.type=&quot;LineLoop&quot;}function Va(a){K.call(this);this.type=&quot;PointsMaterial&quot;;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=&quot;Points&quot;;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(&quot;DepthTexture format must be either THREE.DepthFormat or THREE.DepthStencilFormat&quot;);\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=&quot;WireframeGeometry&quot;;var b=[],c,d,e,f=[0,0],g={},h=[&quot;a&quot;,&quot;b&quot;,&quot;c&quot;];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",
+       "&quot;,&quot;+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]+&quot;,&quot;+\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(&quot;position&quot;,new y(b,3))}function Ud(a,b,c){N.call(this);this.type=&quot;ParametricGeometry&quot;;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=&quot;ParametricBufferGeometry&quot;;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(&quot;THREE.ParametricGeometry: Function must now modify a Vector3 as third parameter.&quot;);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(&quot;position&quot;,new y(e,3));this.setAttribute(&quot;normal&quot;,new y(f,3));this.setAttribute(&quot;uv&quot;,new y(g,2))}function Vd(a,b,c,d){N.call(this);this.type=&quot;PolyhedronGeometry&quot;;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=&quot;PolyhedronBufferGeometry&quot;;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(&quot;position&quot;,new y(h,3));this.setAttribute(&quot;normal&quot;,new y(h.slice(),3));this.setAttribute(&quot;uv&quot;,new y(l,2));0===d?this.computeVertexNormals():this.normalizeNormals()}function Wd(a,b){N.call(this);this.type=&quot;TetrahedronGeometry&quot;;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=&quot;TetrahedronBufferGeometry&quot;;this.parameters={radius:a,detail:b}}function Xd(a,b){N.call(this);this.type=&quot;OctahedronGeometry&quot;;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=&quot;OctahedronBufferGeometry&quot;;this.parameters=\n",
+       "{radius:a,detail:b}}function Yd(a,b){N.call(this);this.type=&quot;IcosahedronGeometry&quot;;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=&quot;IcosahedronBufferGeometry&quot;;this.parameters=\n",
+       "{radius:a,detail:b}}function Zd(a,b){N.call(this);this.type=&quot;DodecahedronGeometry&quot;;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=&quot;DodecahedronBufferGeometry&quot;;this.parameters={radius:a,detail:b}}function $d(a,b,c,d,e,f){N.call(this);this.type=&quot;TubeGeometry&quot;;this.parameters={path:a,tubularSegments:b,radius:c,radialSegments:d,closed:e};void 0!==f&&console.warn(&quot;THREE.TubeGeometry: taper has been removed.&quot;);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=&quot;TubeBufferGeometry&quot;;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(&quot;position&quot;,new y(r,\n",
+       "3));this.setAttribute(&quot;normal&quot;,new y(q,3));this.setAttribute(&quot;uv&quot;,new y(v,2))}function ae(a,b,c,d,e,f,g){N.call(this);this.type=&quot;TorusKnotGeometry&quot;;this.parameters={radius:a,tube:b,tubularSegments:c,radialSegments:d,p:e,q:f};void 0!==g&&console.warn(&quot;THREE.TorusKnotGeometry: heightScale has been deprecated. Use .scale( x, y, z ) instead.&quot;);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=&quot;TorusKnotBufferGeometry&quot;;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(&quot;position&quot;,new y(l,3));this.setAttribute(&quot;normal&quot;,new y(m,3));this.setAttribute(&quot;uv&quot;,new y(k,2))}function be(a,\n",
+       "b,c,d,e){N.call(this);this.type=&quot;TorusGeometry&quot;;this.parameters={radius:a,tube:b,radialSegments:c,tubularSegments:d,arc:e};this.fromBufferGeometry(new Xc(a,b,c,d,e));this.mergeVertices()}function Xc(a,b,c,d,e){C.call(this);this.type=&quot;TorusBufferGeometry&quot;;this.parameters={radius:a,tube:b,radialSegments:c,tubularSegments:d,arc:e};a=a||1;b=b||.4;c=Math.floor(c)||8;d=Math.floor(d)||6;e=e||2*Math.PI;var f=[],g=[],h=[],l=[],m=new n,k=new n,p=new n,x,r;for(x=0;x<=c;x++)for(r=0;r<=d;r++){var q=r/d*e,v=x/\n",
+       "c*Math.PI*2;k.x=(a+b*Math.cos(v))*Math.cos(q);k.y=(a+b*Math.cos(v))*Math.sin(q);k.z=b*Math.sin(v);g.push(k.x,k.y,k.z);m.x=a*Math.cos(q);m.y=a*Math.sin(q);p.subVectors(k,m).normalize();h.push(p.x,p.y,p.z);l.push(r/d);l.push(x/c)}for(x=1;x<=c;x++)for(r=1;r<=d;r++)a=(d+1)*(x-1)+r-1,b=(d+1)*(x-1)+r,e=(d+1)*x+r,f.push((d+1)*x+r-1,a,e),f.push(a,b,e);this.setIndex(f);this.setAttribute(&quot;position&quot;,new y(g,3));this.setAttribute(&quot;normal&quot;,new y(h,3));this.setAttribute(&quot;uv&quot;,new y(l,2))}function ci(a,b,c,d,e){for(var f,\n",
+       "g=0,h=b,l=c-d;h<c;h+=d)g+=(a[l]-a[h])*(a[h+1]+a[l+1]),l=h;if(e===0<g)for(e=b;e<c;e+=d)f=di(e,a[e],a[e+1],f);else for(e=c-d;e>=b;e-=d)f=di(e,a[e],a[e+1],f);f&&ec(f,f.next)&&(ce(f),f=f.next);return f}function de(a,b){if(!a)return a;b||(b=a);do{var c=!1;if(a.steiner||!ec(a,a.next)&&0!==xa(a.prev,a,a.next))a=a.next;else{ce(a);a=b=a.prev;if(a===a.next)break;c=!0}}while(c||a!==b);return b}function ee(a,b,c,d,e,f,g){if(a){if(!g&&f){var h=a,l=h;do null===l.z&&(l.z=tg(l.x,l.y,d,e,f)),l.prevZ=l.prev,l=l.nextZ=\n",
+       "l.next;while(l!==h);l.prevZ.nextZ=null;l.prevZ=null;h=l;var m,k,p,x,r=1;do{l=h;var q=h=null;for(k=0;l;){k++;var n=l;for(m=p=0;m<r&&(p++,n=n.nextZ,n);m++);for(x=r;0<p||0<x&&n;)0!==p&&(0===x||!n||l.z<=n.z)?(m=l,l=l.nextZ,p--):(m=n,n=n.nextZ,x--),q?q.nextZ=m:h=m,m.prevZ=q,q=m;l=n}q.nextZ=null;r*=2}while(1<k)}for(h=a;a.prev!==a.next;){l=a.prev;n=a.next;if(f)q=Kk(a,d,e,f);else a:if(q=a,k=q.prev,p=q,r=q.next,0<=xa(k,p,r))q=!1;else{for(m=q.next.next;m!==q.prev;){if(Yc(k.x,k.y,p.x,p.y,r.x,r.y,m.x,m.y)&&0<=\n",
+       "xa(m.prev,m,m.next)){q=!1;break a}m=m.next}q=!0}if(q)b.push(l.i/c),b.push(a.i/c),b.push(n.i/c),ce(a),h=a=n.next;else if(a=n,a===h){if(!g)ee(de(a),b,c,d,e,f,1);else if(1===g){g=b;h=c;l=a;do n=l.prev,q=l.next.next,!ec(n,q)&&ei(n,l,l.next,q)&&fe(n,q)&&fe(q,n)&&(g.push(n.i/h),g.push(l.i/h),g.push(q.i/h),ce(l),ce(l.next),l=a=q),l=l.next;while(l!==a);a=l;ee(a,b,c,d,e,f,2)}else if(2===g)a:{g=a;do{for(h=g.next.next;h!==g.prev;){if(l=g.i!==h.i){l=g;n=h;if(q=l.next.i!==n.i&&l.prev.i!==n.i){b:{q=l;do{if(q.i!==\n",
+       "l.i&&q.next.i!==l.i&&q.i!==n.i&&q.next.i!==n.i&&ei(q,q.next,l,n)){q=!0;break b}q=q.next}while(q!==l);q=!1}q=!q}if(q=q&&fe(l,n)&&fe(n,l)){q=l;k=!1;p=(l.x+n.x)/2;n=(l.y+n.y)/2;do q.y>n!==q.next.y>n&&q.next.y!==q.y&&p<(q.next.x-q.x)*(n-q.y)/(q.next.y-q.y)+q.x&&(k=!k),q=q.next;while(q!==l);q=k}l=q}if(l){a=fi(g,h);g=de(g,g.next);a=de(a,a.next);ee(g,b,c,d,e,f);ee(a,b,c,d,e,f);break a}h=h.next}g=g.next}while(g!==a)}break}}}}function Kk(a,b,c,d){var e=a.prev,f=a.next;if(0<=xa(e,a,f))return!1;var g=e.x>a.x?\n",
+       "e.x>f.x?e.x:f.x:a.x>f.x?a.x:f.x,h=e.y>a.y?e.y>f.y?e.y:f.y:a.y>f.y?a.y:f.y,l=tg(e.x<a.x?e.x<f.x?e.x:f.x:a.x<f.x?a.x:f.x,e.y<a.y?e.y<f.y?e.y:f.y:a.y<f.y?a.y:f.y,b,c,d);b=tg(g,h,b,c,d);c=a.prevZ;for(d=a.nextZ;c&&c.z>=l&&d&&d.z<=b;){if(c!==a.prev&&c!==a.next&&Yc(e.x,e.y,a.x,a.y,f.x,f.y,c.x,c.y)&&0<=xa(c.prev,c,c.next))return!1;c=c.prevZ;if(d!==a.prev&&d!==a.next&&Yc(e.x,e.y,a.x,a.y,f.x,f.y,d.x,d.y)&&0<=xa(d.prev,d,d.next))return!1;d=d.nextZ}for(;c&&c.z>=l;){if(c!==a.prev&&c!==a.next&&Yc(e.x,e.y,a.x,a.y,\n",
+       "f.x,f.y,c.x,c.y)&&0<=xa(c.prev,c,c.next))return!1;c=c.prevZ}for(;d&&d.z<=b;){if(d!==a.prev&&d!==a.next&&Yc(e.x,e.y,a.x,a.y,f.x,f.y,d.x,d.y)&&0<=xa(d.prev,d,d.next))return!1;d=d.nextZ}return!0}function Lk(a,b){return a.x-b.x}function Mk(a,b){var c=b,d=a.x,e=a.y,f=-Infinity;do{if(e<=c.y&&e>=c.next.y&&c.next.y!==c.y){var g=c.x+(e-c.y)*(c.next.x-c.x)/(c.next.y-c.y);if(g<=d&&g>f){f=g;if(g===d){if(e===c.y)return c;if(e===c.next.y)return c.next}var h=c.x<c.next.x?c:c.next}}c=c.next}while(c!==b);if(!h)return null;\n",
+       "if(d===f)return h.prev;b=h;g=h.x;var l=h.y,m=Infinity;for(c=h.next;c!==b;){if(d>=c.x&&c.x>=g&&d!==c.x&&Yc(e<l?d:f,e,g,l,e<l?f:d,e,c.x,c.y)){var k=Math.abs(e-c.y)/(d-c.x);(k<m||k===m&&c.x>h.x)&&fe(c,a)&&(h=c,m=k)}c=c.next}return h}function tg(a,b,c,d,e){a=32767*(a-c)*e;b=32767*(b-d)*e;a=(a|a<<8)&16711935;a=(a|a<<4)&252645135;a=(a|a<<2)&858993459;b=(b|b<<8)&16711935;b=(b|b<<4)&252645135;b=(b|b<<2)&858993459;return(a|a<<1)&1431655765|((b|b<<1)&1431655765)<<1}function Nk(a){var b=a,c=a;do{if(b.x<c.x||\n",
+       "b.x===c.x&&b.y<c.y)c=b;b=b.next}while(b!==a);return c}function Yc(a,b,c,d,e,f,g,h){return 0<=(e-g)*(b-h)-(a-g)*(f-h)&&0<=(a-g)*(d-h)-(c-g)*(b-h)&&0<=(c-g)*(f-h)-(e-g)*(d-h)}function xa(a,b,c){return(b.y-a.y)*(c.x-b.x)-(b.x-a.x)*(c.y-b.y)}function ec(a,b){return a.x===b.x&&a.y===b.y}function ei(a,b,c,d){return ec(a,c)&&ec(b,d)||ec(a,d)&&ec(c,b)?!0:0<xa(a,b,c)!==0<xa(a,b,d)&&0<xa(c,d,a)!==0<xa(c,d,b)}function fe(a,b){return 0>xa(a.prev,a,a.next)?0<=xa(a,b,a.next)&&0<=xa(a,a.prev,b):0>xa(a,b,a.prev)||\n",
+       "0>xa(a,a.next,b)}function fi(a,b){var c=new ug(a.i,a.x,a.y),d=new ug(b.i,b.x,b.y),e=a.next,f=b.prev;a.next=b;b.prev=a;c.next=e;e.prev=c;d.next=c;c.prev=d;f.next=d;d.prev=f;return d}function di(a,b,c,d){a=new ug(a,b,c);d?(a.next=d.next,a.prev=d,d.next.prev=a,d.next=a):(a.prev=a,a.next=a);return a}function ce(a){a.next.prev=a.prev;a.prev.next=a.next;a.prevZ&&(a.prevZ.nextZ=a.nextZ);a.nextZ&&(a.nextZ.prevZ=a.prevZ)}function ug(a,b,c){this.i=a;this.x=b;this.y=c;this.nextZ=this.prevZ=this.z=this.next=\n",
+       "this.prev=null;this.steiner=!1}function gi(a){var b=a.length;2<b&&a[b-1].equals(a[0])&&a.pop()}function hi(a,b){for(var c=0;c<b.length;c++)a.push(b[c].x),a.push(b[c].y)}function fc(a,b){N.call(this);this.type=&quot;ExtrudeGeometry&quot;;this.parameters={shapes:a,options:b};this.fromBufferGeometry(new fb(a,b));this.mergeVertices()}function fb(a,b){function c(a){function c(a,b,c){b||console.error(&quot;THREE.ExtrudeGeometry: vec does not exist&quot;);return b.clone().multiplyScalar(c).add(a)}function g(a,b,c){var d=a.x-\n",
+       "b.x;var e=a.y-b.y;var f=c.x-a.x;var g=c.y-a.y,h=d*d+e*e;if(Math.abs(d*g-e*f)>Number.EPSILON){var l=Math.sqrt(h),m=Math.sqrt(f*f+g*g);h=b.x-e/l;b=b.y+d/l;g=((c.x-g/m-h)*g-(c.y+f/m-b)*f)/(d*g-e*f);f=h+d*g-a.x;d=b+e*g-a.y;e=f*f+d*d;if(2>=e)return new t(f,d);e=Math.sqrt(e/2)}else a=!1,d>Number.EPSILON?f>Number.EPSILON&&(a=!0):d<-Number.EPSILON?f<-Number.EPSILON&&(a=!0):Math.sign(e)===Math.sign(g)&&(a=!0),a?(f=-e,e=Math.sqrt(h)):(f=d,d=e,e=Math.sqrt(h/2));return new t(f/e,d/e)}function h(a,b){for(J=a.length;0<=\n",
+       "--J;){var c=J;var f=J-1;0>f&&(f=a.length-1);var g,h=z+2*y;for(g=0;g<h;g++){var l=W*g,m=W*(g+1),k=b+f+l,u=b+f+m;m=b+c+m;q(b+c+l);q(k);q(m);q(k);q(u);q(m);l=e.length/3;l=F.generateSideWallUV(d,e,l-6,l-3,l-2,l-1);v(l[0]);v(l[1]);v(l[3]);v(l[1]);v(l[2]);v(l[3])}}}function l(a,b,c){E.push(a);E.push(b);E.push(c)}function k(a,b,c){q(a);q(b);q(c);a=e.length/3;a=F.generateTopUV(d,e,a-3,a-2,a-1);v(a[0]);v(a[1]);v(a[2])}function q(a){e.push(E[3*a]);e.push(E[3*a+1]);e.push(E[3*a+2])}function v(a){f.push(a.x);\n",
+       "f.push(a.y)}var E=[],w=void 0!==b.curveSegments?b.curveSegments:12,z=void 0!==b.steps?b.steps:1,ha=void 0!==b.depth?b.depth:100,U=void 0!==b.bevelEnabled?b.bevelEnabled:!0,ca=void 0!==b.bevelThickness?b.bevelThickness:6,B=void 0!==b.bevelSize?b.bevelSize:ca-2,A=void 0!==b.bevelOffset?b.bevelOffset:0,y=void 0!==b.bevelSegments?b.bevelSegments:3,C=b.extrudePath,F=void 0!==b.UVGenerator?b.UVGenerator:Ok;void 0!==b.amount&&(console.warn(&quot;THREE.ExtrudeBufferGeometry: amount has been renamed to depth.&quot;),\n",
+       "ha=b.amount);var H=!1;if(C){var D=C.getSpacedPoints(z);H=!0;U=!1;var G=C.computeFrenetFrames(z,!1);var M=new n;var N=new n;var K=new n}U||(A=B=ca=y=0);var O;w=a.extractPoints(w);a=w.shape;var L=w.holes;if(!sb.isClockWise(a)){a=a.reverse();var fa=0;for(O=L.length;fa<O;fa++){var P=L[fa];sb.isClockWise(P)&&(L[fa]=P.reverse())}}var X=sb.triangulateShape(a,L),V=a;fa=0;for(O=L.length;fa<O;fa++)P=L[fa],a=a.concat(P);var Z,W=a.length,T,ba=X.length;w=[];var J=0;var Q=V.length;var S=Q-1;for(Z=J+1;J<Q;J++,S++,\n",
+       "Z++)S===Q&&(S=0),Z===Q&&(Z=0),w[J]=g(V[J],V[S],V[Z]);C=[];var ea=w.concat();fa=0;for(O=L.length;fa<O;fa++){P=L[fa];var aa=[];J=0;Q=P.length;S=Q-1;for(Z=J+1;J<Q;J++,S++,Z++)S===Q&&(S=0),Z===Q&&(Z=0),aa[J]=g(P[J],P[S],P[Z]);C.push(aa);ea=ea.concat(aa)}for(S=0;S<y;S++){Q=S/y;var da=ca*Math.cos(Q*Math.PI/2);Z=B*Math.sin(Q*Math.PI/2)+A;J=0;for(Q=V.length;J<Q;J++){var R=c(V[J],w[J],Z);l(R.x,R.y,-da)}fa=0;for(O=L.length;fa<O;fa++)for(P=L[fa],aa=C[fa],J=0,Q=P.length;J<Q;J++)R=c(P[J],aa[J],Z),l(R.x,R.y,-da)}Z=\n",
+       "B+A;for(J=0;J<W;J++)R=U?c(a[J],ea[J],Z):a[J],H?(N.copy(G.normals[0]).multiplyScalar(R.x),M.copy(G.binormals[0]).multiplyScalar(R.y),K.copy(D[0]).add(N).add(M),l(K.x,K.y,K.z)):l(R.x,R.y,0);for(Q=1;Q<=z;Q++)for(J=0;J<W;J++)R=U?c(a[J],ea[J],Z):a[J],H?(N.copy(G.normals[Q]).multiplyScalar(R.x),M.copy(G.binormals[Q]).multiplyScalar(R.y),K.copy(D[Q]).add(N).add(M),l(K.x,K.y,K.z)):l(R.x,R.y,ha/z*Q);for(S=y-1;0<=S;S--){Q=S/y;da=ca*Math.cos(Q*Math.PI/2);Z=B*Math.sin(Q*Math.PI/2)+A;J=0;for(Q=V.length;J<Q;J++)R=\n",
+       "c(V[J],w[J],Z),l(R.x,R.y,ha+da);fa=0;for(O=L.length;fa<O;fa++)for(P=L[fa],aa=C[fa],J=0,Q=P.length;J<Q;J++)R=c(P[J],aa[J],Z),H?l(R.x,R.y+D[z-1].y,D[z-1].x+da):l(R.x,R.y,ha+da)}(function(){var a=e.length/3;if(U){var b=0*W;for(J=0;J<ba;J++)T=X[J],k(T[2]+b,T[1]+b,T[0]+b);b=W*(z+2*y);for(J=0;J<ba;J++)T=X[J],k(T[0]+b,T[1]+b,T[2]+b)}else{for(J=0;J<ba;J++)T=X[J],k(T[2],T[1],T[0]);for(J=0;J<ba;J++)T=X[J],k(T[0]+W*z,T[1]+W*z,T[2]+W*z)}d.addGroup(a,e.length/3-a,0)})();(function(){var a=e.length/3,b=0;h(V,b);\n",
+       "b+=V.length;fa=0;for(O=L.length;fa<O;fa++)P=L[fa],h(P,b),b+=P.length;d.addGroup(a,e.length/3-a,1)})()}C.call(this);this.type=&quot;ExtrudeBufferGeometry&quot;;this.parameters={shapes:a,options:b};a=Array.isArray(a)?a:[a];for(var d=this,e=[],f=[],g=0,h=a.length;g<h;g++)c(a[g]);this.setAttribute(&quot;position&quot;,new y(e,3));this.setAttribute(&quot;uv&quot;,new y(f,2));this.computeVertexNormals()}function ii(a,b,c){c.shapes=[];if(Array.isArray(a))for(var d=0,e=a.length;d<e;d++)c.shapes.push(a[d].uuid);else c.shapes.push(a.uuid);\n",
+       "void 0!==b.extrudePath&&(c.options.extrudePath=b.extrudePath.toJSON());return c}function ge(a,b){N.call(this);this.type=&quot;TextGeometry&quot;;this.parameters={text:a,parameters:b};this.fromBufferGeometry(new Zc(a,b));this.mergeVertices()}function Zc(a,b){b=b||{};var c=b.font;if(!c||!c.isFont)return console.error(&quot;THREE.TextGeometry: font parameter is not an instance of THREE.Font.&quot;),new N;a=c.generateShapes(a,b.size);b.depth=void 0!==b.height?b.height:50;void 0===b.bevelThickness&&(b.bevelThickness=10);\n",
+       "void 0===b.bevelSize&&(b.bevelSize=8);void 0===b.bevelEnabled&&(b.bevelEnabled=!1);fb.call(this,a,b);this.type=&quot;TextBufferGeometry&quot;}function he(a,b,c,d,e,f,g){N.call(this);this.type=&quot;SphereGeometry&quot;;this.parameters={radius:a,widthSegments:b,heightSegments:c,phiStart:d,phiLength:e,thetaStart:f,thetaLength:g};this.fromBufferGeometry(new gc(a,b,c,d,e,f,g));this.mergeVertices()}function gc(a,b,c,d,e,f,g){C.call(this);this.type=&quot;SphereBufferGeometry&quot;;this.parameters={radius:a,widthSegments:b,heightSegments:c,\n",
+       "phiStart:d,phiLength:e,thetaStart:f,thetaLength:g};a=a||1;b=Math.max(3,Math.floor(b)||8);c=Math.max(2,Math.floor(c)||6);d=void 0!==d?d:0;e=void 0!==e?e:2*Math.PI;f=void 0!==f?f:0;g=void 0!==g?g:Math.PI;var h=Math.min(f+g,Math.PI),l,m,k=0,p=[],x=new n,r=new n,q=[],v=[],E=[],w=[];for(m=0;m<=c;m++){var t=[],ha=m/c,U=0;0==m&&0==f?U=.5/b:m==c&&h==Math.PI&&(U=-.5/b);for(l=0;l<=b;l++){var ca=l/b;x.x=-a*Math.cos(d+ca*e)*Math.sin(f+ha*g);x.y=a*Math.cos(f+ha*g);x.z=a*Math.sin(d+ca*e)*Math.sin(f+ha*g);v.push(x.x,\n",
+       "x.y,x.z);r.copy(x).normalize();E.push(r.x,r.y,r.z);w.push(ca+U,1-ha);t.push(k++)}p.push(t)}for(m=0;m<c;m++)for(l=0;l<b;l++)a=p[m][l+1],d=p[m][l],e=p[m+1][l],g=p[m+1][l+1],(0!==m||0<f)&&q.push(a,d,g),(m!==c-1||h<Math.PI)&&q.push(d,e,g);this.setIndex(q);this.setAttribute(&quot;position&quot;,new y(v,3));this.setAttribute(&quot;normal&quot;,new y(E,3));this.setAttribute(&quot;uv&quot;,new y(w,2))}function ie(a,b,c,d,e,f){N.call(this);this.type=&quot;RingGeometry&quot;;this.parameters={innerRadius:a,outerRadius:b,thetaSegments:c,phiSegments:d,\n",
+       "thetaStart:e,thetaLength:f};this.fromBufferGeometry(new $c(a,b,c,d,e,f));this.mergeVertices()}function $c(a,b,c,d,e,f){C.call(this);this.type=&quot;RingBufferGeometry&quot;;this.parameters={innerRadius:a,outerRadius:b,thetaSegments:c,phiSegments:d,thetaStart:e,thetaLength:f};a=a||.5;b=b||1;e=void 0!==e?e:0;f=void 0!==f?f:2*Math.PI;c=void 0!==c?Math.max(3,c):8;d=void 0!==d?Math.max(1,d):1;var g=[],h=[],l=[],m=[],k=a,p=(b-a)/d,x=new n,r=new t,q,v;for(q=0;q<=d;q++){for(v=0;v<=c;v++)a=e+v/c*f,x.x=k*Math.cos(a),\n",
+       "x.y=k*Math.sin(a),h.push(x.x,x.y,x.z),l.push(0,0,1),r.x=(x.x/b+1)/2,r.y=(x.y/b+1)/2,m.push(r.x,r.y);k+=p}for(q=0;q<d;q++)for(b=q*(c+1),v=0;v<c;v++)a=v+b,e=a+c+1,f=a+c+2,k=a+1,g.push(a,e,k),g.push(e,f,k);this.setIndex(g);this.setAttribute(&quot;position&quot;,new y(h,3));this.setAttribute(&quot;normal&quot;,new y(l,3));this.setAttribute(&quot;uv&quot;,new y(m,2))}function je(a,b,c,d){N.call(this);this.type=&quot;LatheGeometry&quot;;this.parameters={points:a,segments:b,phiStart:c,phiLength:d};this.fromBufferGeometry(new ad(a,b,c,d));this.mergeVertices()}\n",
+       "function ad(a,b,c,d){C.call(this);this.type=&quot;LatheBufferGeometry&quot;;this.parameters={points:a,segments:b,phiStart:c,phiLength:d};b=Math.floor(b)||12;c=c||0;d=d||2*Math.PI;d=L.clamp(d,0,2*Math.PI);var e=[],f=[],g=[],h=1/b,l=new n,m=new t,k;for(k=0;k<=b;k++){var p=c+k*h*d;var x=Math.sin(p),r=Math.cos(p);for(p=0;p<=a.length-1;p++)l.x=a[p].x*x,l.y=a[p].y,l.z=a[p].x*r,f.push(l.x,l.y,l.z),m.x=k/b,m.y=p/(a.length-1),g.push(m.x,m.y)}for(k=0;k<b;k++)for(p=0;p<a.length-1;p++)c=p+k*a.length,h=c+a.length,l=c+a.length+\n",
+       "1,m=c+1,e.push(c,h,m),e.push(h,l,m);this.setIndex(e);this.setAttribute(&quot;position&quot;,new y(f,3));this.setAttribute(&quot;uv&quot;,new y(g,2));this.computeVertexNormals();if(d===2*Math.PI)for(d=this.attributes.normal.array,e=new n,f=new n,g=new n,c=b*a.length*3,p=k=0;k<a.length;k++,p+=3)e.x=d[p+0],e.y=d[p+1],e.z=d[p+2],f.x=d[c+p+0],f.y=d[c+p+1],f.z=d[c+p+2],g.addVectors(e,f).normalize(),d[p+0]=d[c+p+0]=g.x,d[p+1]=d[c+p+1]=g.y,d[p+2]=d[c+p+2]=g.z}function hc(a,b){N.call(this);this.type=&quot;ShapeGeometry&quot;;&quot;object&quot;===\n",
+       "typeof b&&(console.warn(&quot;THREE.ShapeGeometry: Options parameter has been removed.&quot;),b=b.curveSegments);this.parameters={shapes:a,curveSegments:b};this.fromBufferGeometry(new ic(a,b));this.mergeVertices()}function ic(a,b){function c(a){var c,h=e.length/3;a=a.extractPoints(b);var m=a.shape,k=a.holes;!1===sb.isClockWise(m)&&(m=m.reverse());a=0;for(c=k.length;a<c;a++){var u=k[a];!0===sb.isClockWise(u)&&(k[a]=u.reverse())}var n=sb.triangulateShape(m,k);a=0;for(c=k.length;a<c;a++)u=k[a],m=m.concat(u);a=\n",
+       "0;for(c=m.length;a<c;a++)u=m[a],e.push(u.x,u.y,0),f.push(0,0,1),g.push(u.x,u.y);a=0;for(c=n.length;a<c;a++)m=n[a],d.push(m[0]+h,m[1]+h,m[2]+h),l+=3}C.call(this);this.type=&quot;ShapeBufferGeometry&quot;;this.parameters={shapes:a,curveSegments:b};b=b||12;var d=[],e=[],f=[],g=[],h=0,l=0;if(!1===Array.isArray(a))c(a);else for(var m=0;m<a.length;m++)c(a[m]),this.addGroup(h,l,m),h+=l,l=0;this.setIndex(d);this.setAttribute(&quot;position&quot;,new y(e,3));this.setAttribute(&quot;normal&quot;,new y(f,3));this.setAttribute(&quot;uv&quot;,new y(g,\n",
+       "2))}function ji(a,b){b.shapes=[];if(Array.isArray(a))for(var c=0,d=a.length;c<d;c++)b.shapes.push(a[c].uuid);else b.shapes.push(a.uuid);return b}function bd(a,b){C.call(this);this.type=&quot;EdgesGeometry&quot;;this.parameters={thresholdAngle:b};var c=[];b=Math.cos(L.DEG2RAD*(void 0!==b?b:1));var d=[0,0],e={},f=[&quot;a&quot;,&quot;b&quot;,&quot;c&quot;];if(a.isBufferGeometry){var g=new N;g.fromBufferGeometry(a)}else g=a.clone();g.mergeVertices();g.computeFaceNormals();a=g.vertices;g=g.faces;for(var h=0,l=g.length;h<l;h++)for(var m=g[h],\n",
+       "k=0;3>k;k++){var p=m[f[k]];var n=m[f[(k+1)%3]];d[0]=Math.min(p,n);d[1]=Math.max(p,n);p=d[0]+&quot;,&quot;+d[1];void 0===e[p]?e[p]={index1:d[0],index2:d[1],face1:h,face2:void 0}:e[p].face2=h}for(p in e)if(d=e[p],void 0===d.face2||g[d.face1].normal.dot(g[d.face2].normal)<=b)f=a[d.index1],c.push(f.x,f.y,f.z),f=a[d.index2],c.push(f.x,f.y,f.z);this.setAttribute(&quot;position&quot;,new y(c,3))}function jc(a,b,c,d,e,f,g,h){N.call(this);this.type=&quot;CylinderGeometry&quot;;this.parameters={radiusTop:a,radiusBottom:b,height:c,radialSegments:d,\n",
+       "heightSegments:e,openEnded:f,thetaStart:g,thetaLength:h};this.fromBufferGeometry(new tb(a,b,c,d,e,f,g,h));this.mergeVertices()}function tb(a,b,c,d,e,f,g,h){function l(c){var e,f=new t,l=new n,u=0,v=!0===c?a:b,z=!0===c?1:-1;var A=q;for(e=1;e<=d;e++)p.push(0,E*z,0),x.push(0,z,0),r.push(.5,.5),q++;var y=q;for(e=0;e<=d;e++){var C=e/d*h+g,D=Math.cos(C);C=Math.sin(C);l.x=v*C;l.y=E*z;l.z=v*D;p.push(l.x,l.y,l.z);x.push(0,z,0);f.x=.5*D+.5;f.y=.5*C*z+.5;r.push(f.x,f.y);q++}for(e=0;e<d;e++)f=A+e,l=y+e,!0===\n",
+       "c?k.push(l,l+1,f):k.push(l+1,l,f),u+=3;m.addGroup(w,u,!0===c?1:2);w+=u}C.call(this);this.type=&quot;CylinderBufferGeometry&quot;;this.parameters={radiusTop:a,radiusBottom:b,height:c,radialSegments:d,heightSegments:e,openEnded:f,thetaStart:g,thetaLength:h};var m=this;a=void 0!==a?a:1;b=void 0!==b?b:1;c=c||1;d=Math.floor(d)||8;e=Math.floor(e)||1;f=void 0!==f?f:!1;g=void 0!==g?g:0;h=void 0!==h?h:2*Math.PI;var k=[],p=[],x=[],r=[],q=0,v=[],E=c/2,w=0;(function(){var f,l,u=new n,t=new n,B=0,A=(b-a)/c;for(l=0;l<=e;l++){var C=\n",
+       "[],y=l/e,D=y*(b-a)+a;for(f=0;f<=d;f++){var H=f/d,F=H*h+g,G=Math.sin(F);F=Math.cos(F);t.x=D*G;t.y=-y*c+E;t.z=D*F;p.push(t.x,t.y,t.z);u.set(G,A,F).normalize();x.push(u.x,u.y,u.z);r.push(H,1-y);C.push(q++)}v.push(C)}for(f=0;f<d;f++)for(l=0;l<e;l++)u=v[l+1][f],t=v[l+1][f+1],A=v[l][f+1],k.push(v[l][f],u,A),k.push(u,t,A),B+=6;m.addGroup(w,B,0);w+=B})();!1===f&&(0<a&&l(!0),0<b&&l(!1));this.setIndex(k);this.setAttribute(&quot;position&quot;,new y(p,3));this.setAttribute(&quot;normal&quot;,new y(x,3));this.setAttribute(&quot;uv&quot;,\n",
+       "new y(r,2))}function ke(a,b,c,d,e,f,g){jc.call(this,0,a,b,c,d,e,f,g);this.type=&quot;ConeGeometry&quot;;this.parameters={radius:a,height:b,radialSegments:c,heightSegments:d,openEnded:e,thetaStart:f,thetaLength:g}}function le(a,b,c,d,e,f,g){tb.call(this,0,a,b,c,d,e,f,g);this.type=&quot;ConeBufferGeometry&quot;;this.parameters={radius:a,height:b,radialSegments:c,heightSegments:d,openEnded:e,thetaStart:f,thetaLength:g}}function me(a,b,c,d){N.call(this);this.type=&quot;CircleGeometry&quot;;this.parameters={radius:a,segments:b,thetaStart:c,\n",
+       "thetaLength:d};this.fromBufferGeometry(new cd(a,b,c,d));this.mergeVertices()}function cd(a,b,c,d){C.call(this);this.type=&quot;CircleBufferGeometry&quot;;this.parameters={radius:a,segments:b,thetaStart:c,thetaLength:d};a=a||1;b=void 0!==b?Math.max(3,b):8;c=void 0!==c?c:0;d=void 0!==d?d:2*Math.PI;var e=[],f=[],g=[],h=[],l,m=new n,k=new t;f.push(0,0,0);g.push(0,0,1);h.push(.5,.5);var p=0;for(l=3;p<=b;p++,l+=3){var x=c+p/b*d;m.x=a*Math.cos(x);m.y=a*Math.sin(x);f.push(m.x,m.y,m.z);g.push(0,0,1);k.x=(f[l]/a+1)/\n",
+       "2;k.y=(f[l+1]/a+1)/2;h.push(k.x,k.y)}for(l=1;l<=b;l++)e.push(l,l+1,0);this.setIndex(e);this.setAttribute(&quot;position&quot;,new y(f,3));this.setAttribute(&quot;normal&quot;,new y(g,3));this.setAttribute(&quot;uv&quot;,new y(h,2))}function kc(a){K.call(this);this.type=&quot;ShadowMaterial&quot;;this.color=new A(0);this.transparent=!0;this.setValues(a)}function ub(a){Ba.call(this,a);this.type=&quot;RawShaderMaterial&quot;}function gb(a){K.call(this);this.defines={STANDARD:&quot;&quot;};this.type=&quot;MeshStandardMaterial&quot;;this.color=new A(16777215);this.roughness=\n",
+       "1;this.metalness=0;this.lightMap=this.map=null;this.lightMapIntensity=1;this.aoMap=null;this.aoMapIntensity=1;this.emissive=new A(0);this.emissiveIntensity=1;this.bumpMap=this.emissiveMap=null;this.bumpScale=1;this.normalMap=null;this.normalMapType=0;this.normalScale=new t(1,1);this.displacementMap=null;this.displacementScale=1;this.displacementBias=0;this.envMap=this.alphaMap=this.metalnessMap=this.roughnessMap=null;this.envMapIntensity=1;this.refractionRatio=.98;this.wireframe=!1;this.wireframeLinewidth=\n",
+       "1;this.wireframeLinejoin=this.wireframeLinecap=&quot;round&quot;;this.vertexTangents=this.morphNormals=this.morphTargets=this.skinning=!1;this.setValues(a)}function lc(a){gb.call(this);this.defines={STANDARD:&quot;&quot;,PHYSICAL:&quot;&quot;};this.type=&quot;MeshPhysicalMaterial&quot;;this.clearcoat=0;this.clearcoatMap=null;this.clearcoatRoughness=0;this.clearcoatRoughnessMap=null;this.clearcoatNormalScale=new t(1,1);this.clearcoatNormalMap=null;this.reflectivity=.5;this.sheen=null;this.transparency=0;this.setValues(a)}function Jb(a){K.call(this);\n",
+       "this.type=&quot;MeshPhongMaterial&quot;;this.color=new A(16777215);this.specular=new A(1118481);this.shininess=30;this.lightMap=this.map=null;this.lightMapIntensity=1;this.aoMap=null;this.aoMapIntensity=1;this.emissive=new A(0);this.emissiveIntensity=1;this.bumpMap=this.emissiveMap=null;this.bumpScale=1;this.normalMap=null;this.normalMapType=0;this.normalScale=new t(1,1);this.displacementMap=null;this.displacementScale=1;this.displacementBias=0;this.envMap=this.alphaMap=this.specularMap=null;this.combine=0;\n",
+       "this.reflectivity=1;this.refractionRatio=.98;this.wireframe=!1;this.wireframeLinewidth=1;this.wireframeLinejoin=this.wireframeLinecap=&quot;round&quot;;this.morphNormals=this.morphTargets=this.skinning=!1;this.setValues(a)}function mc(a){K.call(this);this.defines={TOON:&quot;&quot;};this.type=&quot;MeshToonMaterial&quot;;this.color=new A(16777215);this.specular=new A(1118481);this.shininess=30;this.lightMap=this.gradientMap=this.map=null;this.lightMapIntensity=1;this.aoMap=null;this.aoMapIntensity=1;this.emissive=new A(0);this.emissiveIntensity=\n",
+       "1;this.bumpMap=this.emissiveMap=null;this.bumpScale=1;this.normalMap=null;this.normalMapType=0;this.normalScale=new t(1,1);this.displacementMap=null;this.displacementScale=1;this.displacementBias=0;this.alphaMap=this.specularMap=null;this.wireframe=!1;this.wireframeLinewidth=1;this.wireframeLinejoin=this.wireframeLinecap=&quot;round&quot;;this.morphNormals=this.morphTargets=this.skinning=!1;this.setValues(a)}function nc(a){K.call(this);this.type=&quot;MeshNormalMaterial&quot;;this.bumpMap=null;this.bumpScale=1;this.normalMap=\n",
+       "null;this.normalMapType=0;this.normalScale=new t(1,1);this.displacementMap=null;this.displacementScale=1;this.displacementBias=0;this.wireframe=!1;this.wireframeLinewidth=1;this.morphNormals=this.morphTargets=this.skinning=this.fog=!1;this.setValues(a)}function oc(a){K.call(this);this.type=&quot;MeshLambertMaterial&quot;;this.color=new A(16777215);this.lightMap=this.map=null;this.lightMapIntensity=1;this.aoMap=null;this.aoMapIntensity=1;this.emissive=new A(0);this.emissiveIntensity=1;this.envMap=this.alphaMap=\n",
+       "this.specularMap=this.emissiveMap=null;this.combine=0;this.reflectivity=1;this.refractionRatio=.98;this.wireframe=!1;this.wireframeLinewidth=1;this.wireframeLinejoin=this.wireframeLinecap=&quot;round&quot;;this.morphNormals=this.morphTargets=this.skinning=!1;this.setValues(a)}function pc(a){K.call(this);this.defines={MATCAP:&quot;&quot;};this.type=&quot;MeshMatcapMaterial&quot;;this.color=new A(16777215);this.bumpMap=this.map=this.matcap=null;this.bumpScale=1;this.normalMap=null;this.normalMapType=0;this.normalScale=new t(1,1);\n",
+       "this.displacementMap=null;this.displacementScale=1;this.displacementBias=0;this.alphaMap=null;this.morphNormals=this.morphTargets=this.skinning=!1;this.setValues(a)}function qc(a){la.call(this);this.type=&quot;LineDashedMaterial&quot;;this.scale=1;this.dashSize=3;this.gapSize=1;this.setValues(a)}function La(a,b,c,d){this.parameterPositions=a;this._cachedIndex=0;this.resultBuffer=void 0!==d?d:new b.constructor(c);this.sampleValues=b;this.valueSize=c}function Xe(a,b,c,d){La.call(this,a,b,c,d);this._offsetNext=\n",
+       "this._weightNext=this._offsetPrev=this._weightPrev=-0}function ne(a,b,c,d){La.call(this,a,b,c,d)}function Ye(a,b,c,d){La.call(this,a,b,c,d)}function sa(a,b,c,d){if(void 0===a)throw Error(&quot;THREE.KeyframeTrack: track name is undefined&quot;);if(void 0===b||0===b.length)throw Error(&quot;THREE.KeyframeTrack: no keyframes in track named &quot;+a);this.name=a;this.times=R.convertArray(b,this.TimeBufferType);this.values=R.convertArray(c,this.ValueBufferType);this.setInterpolation(d||this.DefaultInterpolation)}function Ze(a,\n",
+       "b,c){sa.call(this,a,b,c)}function $e(a,b,c,d){sa.call(this,a,b,c,d)}function dd(a,b,c,d){sa.call(this,a,b,c,d)}function af(a,b,c,d){La.call(this,a,b,c,d)}function oe(a,b,c,d){sa.call(this,a,b,c,d)}function bf(a,b,c,d){sa.call(this,a,b,c,d)}function ed(a,b,c,d){sa.call(this,a,b,c,d)}function Qa(a,b,c){this.name=a;this.tracks=c;this.duration=void 0!==b?b:-1;this.uuid=L.generateUUID();0>this.duration&&this.resetDuration()}function Pk(a){switch(a.toLowerCase()){case &quot;scalar&quot;:case &quot;double&quot;:case &quot;float&quot;:case &quot;number&quot;:case &quot;integer&quot;:return dd;\n",
+       "case &quot;vector&quot;:case &quot;vector2&quot;:case &quot;vector3&quot;:case &quot;vector4&quot;:return ed;case &quot;color&quot;:return $e;case &quot;quaternion&quot;:return oe;case &quot;bool&quot;:case &quot;boolean&quot;:return Ze;case &quot;string&quot;:return bf}throw Error(&quot;THREE.KeyframeTrack: Unsupported typeName: &quot;+a);}function Qk(a){if(void 0===a.type)throw Error(&quot;THREE.KeyframeTrack: track type undefined, can not parse&quot;);var b=Pk(a.type);if(void 0===a.times){var c=[],d=[];R.flattenJSON(a.keys,c,d,&quot;value&quot;);a.times=c;a.values=d}return void 0!==b.parse?b.parse(a):new b(a.name,\n",
+       "a.times,a.values,a.interpolation)}function vg(a,b,c){var d=this,e=!1,f=0,g=0,h=void 0,l=[];this.onStart=void 0;this.onLoad=a;this.onProgress=b;this.onError=c;this.itemStart=function(a){g++;if(!1===e&&void 0!==d.onStart)d.onStart(a,f,g);e=!0};this.itemEnd=function(a){f++;if(void 0!==d.onProgress)d.onProgress(a,f,g);if(f===g&&(e=!1,void 0!==d.onLoad))d.onLoad()};this.itemError=function(a){if(void 0!==d.onError)d.onError(a)};this.resolveURL=function(a){return h?h(a):a};this.setURLModifier=function(a){h=\n",
+       "a;return this};this.addHandler=function(a,b){l.push(a,b);return this};this.removeHandler=function(a){a=l.indexOf(a);-1!==a&&l.splice(a,2);return this};this.getHandler=function(a){for(var b=0,c=l.length;b<c;b+=2){var d=l[b],e=l[b+1];d.global&&(d.lastIndex=0);if(d.test(a))return e}return null}}function W(a){this.manager=void 0!==a?a:ki;this.crossOrigin=&quot;anonymous&quot;;this.resourcePath=this.path=&quot;&quot;}function Ra(a){W.call(this,a)}function wg(a){W.call(this,a)}function xg(a){W.call(this,a)}function cf(a){W.call(this,\n",
+       "a)}function fd(a){W.call(this,a)}function df(a){W.call(this,a)}function ef(a){W.call(this,a)}function G(){this.type=&quot;Curve&quot;;this.arcLengthDivisions=200}function Ma(a,b,c,d,e,f,g,h){G.call(this);this.type=&quot;EllipseCurve&quot;;this.aX=a||0;this.aY=b||0;this.xRadius=c||1;this.yRadius=d||1;this.aStartAngle=e||0;this.aEndAngle=f||2*Math.PI;this.aClockwise=g||!1;this.aRotation=h||0}function gd(a,b,c,d,e,f){Ma.call(this,a,b,c,c,d,e,f);this.type=&quot;ArcCurve&quot;}function yg(){var a=0,b=0,c=0,d=0;return{initCatmullRom:function(e,\n",
+       "f,g,h,l){e=l*(g-e);h=l*(h-f);a=f;b=e;c=-3*f+3*g-2*e-h;d=2*f-2*g+e+h},initNonuniformCatmullRom:function(e,f,g,h,l,m,k){e=((f-e)/l-(g-e)/(l+m)+(g-f)/m)*m;h=((g-f)/m-(h-f)/(m+k)+(h-g)/k)*m;a=f;b=e;c=-3*f+3*g-2*e-h;d=2*f-2*g+e+h},calc:function(e){var f=e*e;return a+b*e+c*f+d*f*e}}}function pa(a,b,c,d){G.call(this);this.type=&quot;CatmullRomCurve3&quot;;this.points=a||[];this.closed=b||!1;this.curveType=c||&quot;centripetal&quot;;this.tension=d||.5}function li(a,b,c,d,e){b=.5*(d-b);e=.5*(e-c);var f=a*a;return(2*c-2*d+b+e)*\n",
+       "a*f+(-3*c+3*d-2*b-e)*f+b*a+c}function pe(a,b,c,d){var e=1-a;return e*e*b+2*(1-a)*a*c+a*a*d}function qe(a,b,c,d,e){var f=1-a,g=1-a;return f*f*f*b+3*g*g*a*c+3*(1-a)*a*a*d+a*a*a*e}function Wa(a,b,c,d){G.call(this);this.type=&quot;CubicBezierCurve&quot;;this.v0=a||new t;this.v1=b||new t;this.v2=c||new t;this.v3=d||new t}function hb(a,b,c,d){G.call(this);this.type=&quot;CubicBezierCurve3&quot;;this.v0=a||new n;this.v1=b||new n;this.v2=c||new n;this.v3=d||new n}function Da(a,b){G.call(this);this.type=&quot;LineCurve&quot;;this.v1=a||\n",
+       "new t;this.v2=b||new t}function Xa(a,b){G.call(this);this.type=&quot;LineCurve3&quot;;this.v1=a||new n;this.v2=b||new n}function Ya(a,b,c){G.call(this);this.type=&quot;QuadraticBezierCurve&quot;;this.v0=a||new t;this.v1=b||new t;this.v2=c||new t}function ib(a,b,c){G.call(this);this.type=&quot;QuadraticBezierCurve3&quot;;this.v0=a||new n;this.v1=b||new n;this.v2=c||new n}function Za(a){G.call(this);this.type=&quot;SplineCurve&quot;;this.points=a||[]}function vb(){G.call(this);this.type=&quot;CurvePath&quot;;this.curves=[];this.autoClose=!1}function $a(a){vb.call(this);\n",
+       "this.type=&quot;Path&quot;;this.currentPoint=new t;a&&this.setFromPoints(a)}function Kb(a){$a.call(this,a);this.uuid=L.generateUUID();this.type=&quot;Shape&quot;;this.holes=[]}function da(a,b){F.call(this);this.type=&quot;Light&quot;;this.color=new A(a);this.intensity=void 0!==b?b:1;this.receiveShadow=void 0}function ff(a,b,c){da.call(this,a,c);this.type=&quot;HemisphereLight&quot;;this.castShadow=void 0;this.position.copy(F.DefaultUp);this.updateMatrix();this.groundColor=new A(b)}function jb(a){this.camera=a;this.bias=0;this.radius=1;\n",
+       "this.mapSize=new t(512,512);this.mapPass=this.map=null;this.matrix=new P;this._frustum=new Hc;this._frameExtents=new t(1,1);this._viewportCount=1;this._viewports=[new ka(0,0,1,1)]}function gf(){jb.call(this,new aa(50,1,.5,500))}function hf(a,b,c,d,e,f){da.call(this,a,b);this.type=&quot;SpotLight&quot;;this.position.copy(F.DefaultUp);this.updateMatrix();this.target=new F;Object.defineProperty(this,&quot;power&quot;,{get:function(){return this.intensity*Math.PI},set:function(a){this.intensity=a/Math.PI}});this.distance=\n",
+       "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=&quot;PointLight&quot;;Object.defineProperty(this,&quot;power&quot;,{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=&quot;OrthographicCamera&quot;;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=&quot;DirectionalLight&quot;;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=&quot;AmbientLight&quot;;this.castShadow=void 0}function nf(a,b,c,d){da.call(this,a,b);this.type=&quot;RectAreaLight&quot;;this.width=void 0!==c?c:10;this.height=void 0!==d?d:10}function of(a){W.call(this,\n",
+       "a);this.textures={}}function pf(){C.call(this);this.type=&quot;InstancedBufferGeometry&quot;;this.maxInstancedCount=void 0}function qf(a,b,c,d){&quot;number&quot;===typeof c&&(d=c,c=!1,console.error(&quot;THREE.InstancedBufferAttribute: The constructor now expects normalized as the third argument.&quot;));M.call(this,a,b,c);this.meshPerAttribute=d||1}function rf(a){W.call(this,a)}function sf(a){W.call(this,a)}function Ag(a){&quot;undefined&quot;===typeof createImageBitmap&&console.warn(&quot;THREE.ImageBitmapLoader: createImageBitmap() not supported.&quot;);\n",
+       "&quot;undefined&quot;===typeof fetch&&console.warn(&quot;THREE.ImageBitmapLoader: fetch() not supported.&quot;);W.call(this,a);this.options=void 0}function Bg(){this.type=&quot;ShapePath&quot;;this.color=new A;this.subPaths=[];this.currentPath=null}function Cg(a){this.type=&quot;Font&quot;;this.data=a}function Dg(a){W.call(this,a)}function tf(a){W.call(this,a)}function uf(){this.coefficients=[];for(var a=0;9>a;a++)this.coefficients.push(new n)}function ab(a,b){da.call(this,void 0,b);this.sh=void 0!==a?a:new uf}function Eg(a,b,c){ab.call(this,\n",
+       "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=&quot;StereoCamera&quot;;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=&quot;AudioListener&quot;;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=&quot;Audio&quot;;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=&quot;empty&quot;;this._pausedAt=this._startedAt=0;this.filters=[]}function Jg(a){id.call(this,a);this.panner=this.context.createPanner();this.panner.panningModel=&quot;HRTF&quot;;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 &quot;quaternion&quot;:b=this._slerp;break;case &quot;string&quot;:case &quot;bool&quot;: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){&quot;string&quot;===typeof a&&(console.warn(&quot;THREE.Uniform: Type parameter is no longer needed.&quot;),\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(&quot;THREE.Raycaster: params.PointCloud has been renamed to params.Points.&quot;);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(&quot;position&quot;,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(&quot;position&quot;,new y(d,3));c.setAttribute(&quot;color&quot;,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(&quot;position&quot;);b=new Float32Array(3*b.count);a.setAttribute(&quot;color&quot;,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(&quot;position&quot;,new y(a,3));b.setAttribute(&quot;color&quot;,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(&quot;position&quot;,new y(g,3));a.setAttribute(&quot;color&quot;,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(&quot;position&quot;,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(&quot;position&quot;,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(&quot;n1&quot;,&quot;n2&quot;,l);b(&quot;n2&quot;,&quot;n4&quot;,l);b(&quot;n4&quot;,&quot;n3&quot;,l);b(&quot;n3&quot;,&quot;n1&quot;,l);b(&quot;f1&quot;,&quot;f2&quot;,l);b(&quot;f2&quot;,&quot;f4&quot;,l);b(&quot;f4&quot;,&quot;f3&quot;,l);b(&quot;f3&quot;,&quot;f1&quot;,l);b(&quot;n1&quot;,&quot;f1&quot;,l);b(&quot;n2&quot;,&quot;f2&quot;,l);b(&quot;n3&quot;,&quot;f3&quot;,l);b(&quot;n4&quot;,&quot;f4&quot;,l);b(&quot;p&quot;,&quot;n1&quot;,m);b(&quot;p&quot;,&quot;n2&quot;,m);b(&quot;p&quot;,&quot;n3&quot;,m);b(&quot;p&quot;,&quot;n4&quot;,m);b(&quot;u1&quot;,&quot;u2&quot;,k);b(&quot;u2&quot;,&quot;u3&quot;,k);b(&quot;u3&quot;,&quot;u1&quot;,k);b(&quot;c&quot;,&quot;t&quot;,p);b(&quot;p&quot;,&quot;c&quot;,n);b(&quot;cn1&quot;,&quot;cn2&quot;,n);b(&quot;cn3&quot;,&quot;cn4&quot;,n);b(&quot;cf1&quot;,&quot;cf2&quot;,n);b(&quot;cf3&quot;,&quot;cf4&quot;,n);d.setAttribute(&quot;position&quot;,\n",
+       "new y(f,3));d.setAttribute(&quot;color&quot;,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(&quot;position&quot;),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(&quot;position&quot;,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=&quot;Box3Helper&quot;;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(&quot;position&quot;,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=&quot;PlaneHelper&quot;;this.plane=a;this.size=void 0===b?1:b;a=void 0!==c?c:16776960;b=new C;b.setAttribute(&quot;position&quot;,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(&quot;position&quot;,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(&quot;position&quot;,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(&quot;position&quot;,new y(b,3));a.setAttribute(&quot;color&quot;,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=&quot;PMREM.cubeUv&quot;;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,&quot;latitudinal&quot;,e);Bi(Bf,a,c,c,d,&quot;longitudinal&quot;,e)}function Bi(a,b,c,d,e,f,g){&quot;latitudinal&quot;!==f&&&quot;longitudinal&quot;!==f&&console.error(&quot;blur direction must be either latitudinal or longitudinal!&quot;);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(&quot;sigmaRadians, &quot;+e+&quot;, is too large and will clip, as it requested &quot;+\n",
+       "p+&quot; samples when the maximum is set to 20&quot;);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=&quot;latitudinal&quot;===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:&quot;\\nprecision mediump float;\\nprecision mediump int;\\nvarying vec3 vOutputDirection;\\nuniform sampler2D envMap;\\nuniform vec2 texelSize;\\n\\n&quot;+Zg()+&quot;\\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&quot;,\n",
+       "blending:0,depthTest:!1,depthWrite:!1});a.type=&quot;EquirectangularToCubeUV&quot;;return a}function Ei(){var a=new ub({uniforms:{envMap:{value:null},inputEncoding:{value:lb[3E3]},outputEncoding:{value:lb[3E3]}},vertexShader:Yg(),fragmentShader:&quot;\\nprecision mediump float;\\nprecision mediump int;\\nvarying vec3 vOutputDirection;\\nuniform samplerCube envMap;\\n\\n&quot;+Zg()+&quot;\\n\\nvoid main() {\\n\\tgl_FragColor = vec4(0.0);\\n\\tgl_FragColor.rgb = envMapTexelToLinear(textureCube(envMap, vec3( - vOutputDirection.x, vOutputDirection.yz ))).rgb;\\n\\tgl_FragColor = linearToOutputTexel(gl_FragColor);\\n}\\n\\t\\t&quot;,\n",
+       "blending:0,depthTest:!1,depthWrite:!1});a.type=&quot;CubemapToCubeUV&quot;;return a}function Yg(){return&quot;\\nprecision mediump float;\\nprecision mediump int;\\nattribute vec3 position;\\nattribute vec2 uv;\\nattribute float faceIndex;\\nvarying vec3 vOutputDirection;\\nvec3 getDirection(vec2 uv, float face) {\\n\\tuv = 2.0 * uv - 1.0;\\n\\tvec3 direction = vec3(uv, 1.0);\\n\\tif (face == 0.0) {\\n\\t\\tdirection = direction.zyx;\\n\\t\\tdirection.z *= -1.0;\\n\\t} else if (face == 1.0) {\\n\\t\\tdirection = direction.xzy;\\n\\t\\tdirection.z *= -1.0;\\n\\t} else if (face == 3.0) {\\n\\t\\tdirection = direction.zyx;\\n\\t\\tdirection.x *= -1.0;\\n\\t} else if (face == 4.0) {\\n\\t\\tdirection = direction.xzy;\\n\\t\\tdirection.y *= -1.0;\\n\\t} else if (face == 5.0) {\\n\\t\\tdirection.xz *= -1.0;\\n\\t}\\n\\treturn direction;\\n}\\nvoid main() {\\n\\tvOutputDirection = getDirection(uv, faceIndex);\\n\\tgl_Position = vec4( position, 1.0 );\\n}\\n\\t&quot;}\n",
+       "function Zg(){return&quot;\\nuniform int inputEncoding;\\nuniform int outputEncoding;\\n\\n#include <encodings_pars_fragment>\\n\\nvec4 inputTexelToLinear(vec4 value){\\n\\tif(inputEncoding == 0){\\n\\t\\treturn value;\\n\\t}else if(inputEncoding == 1){\\n\\t\\treturn sRGBToLinear(value);\\n\\t}else if(inputEncoding == 2){\\n\\t\\treturn RGBEToLinear(value);\\n\\t}else if(inputEncoding == 3){\\n\\t\\treturn RGBMToLinear(value, 7.0);\\n\\t}else if(inputEncoding == 4){\\n\\t\\treturn RGBMToLinear(value, 16.0);\\n\\t}else if(inputEncoding == 5){\\n\\t\\treturn RGBDToLinear(value, 256.0);\\n\\t}else{\\n\\t\\treturn GammaToLinear(value, 2.2);\\n\\t}\\n}\\n\\nvec4 linearToOutputTexel(vec4 value){\\n\\tif(outputEncoding == 0){\\n\\t\\treturn value;\\n\\t}else if(outputEncoding == 1){\\n\\t\\treturn LinearTosRGB(value);\\n\\t}else if(outputEncoding == 2){\\n\\t\\treturn LinearToRGBE(value);\\n\\t}else if(outputEncoding == 3){\\n\\t\\treturn LinearToRGBM(value, 7.0);\\n\\t}else if(outputEncoding == 4){\\n\\t\\treturn LinearToRGBM(value, 16.0);\\n\\t}else if(outputEncoding == 5){\\n\\t\\treturn LinearToRGBD(value, 256.0);\\n\\t}else{\\n\\t\\treturn LinearToGamma(value, 2.2);\\n\\t}\\n}\\n\\nvec4 envMapTexelToLinear(vec4 color) {\\n\\treturn inputTexelToLinear(color);\\n}\\n\\t&quot;}\n",
+       "function Fi(a){console.warn(&quot;THREE.ClosedSplineCurve3 has been deprecated. Use THREE.CatmullRomCurve3 instead.&quot;);pa.call(this,a);this.type=&quot;catmullrom&quot;;this.closed=!0}function Gi(a){console.warn(&quot;THREE.SplineCurve3 has been deprecated. Use THREE.CatmullRomCurve3 instead.&quot;);pa.call(this,a);this.type=&quot;catmullrom&quot;}function $g(a){console.warn(&quot;THREE.Spline has been removed. Use THREE.CatmullRomCurve3 instead.&quot;);pa.call(this,a);this.type=&quot;catmullrom&quot;}void 0===Number.EPSILON&&(Number.EPSILON=Math.pow(2,\n",
+       "-52));void 0===Number.isInteger&&(Number.isInteger=function(a){return&quot;number&quot;===typeof a&&isFinite(a)&&Math.floor(a)===a});void 0===Math.sign&&(Math.sign=function(a){return 0>a?-1:0<a?1:+a});!1===&quot;name&quot;in Function.prototype&&Object.defineProperty(Function.prototype,&quot;name&quot;,{get:function(){return this.toString().match(/^\\s*function\\s*([^\\(\\s]*)/)[1]}});void 0===Object.assign&&(Object.assign=function(a){if(void 0===a||null===a)throw new TypeError(&quot;Cannot convert undefined or null to object&quot;);for(var b=\n",
+       "Object(a),c=1;c<arguments.length;c++){var d=arguments[c];if(void 0!==d&&null!==d)for(var e in d)Object.prototype.hasOwnProperty.call(d,e)&&(b[e]=d[e])}return b});Object.assign(Ea.prototype,{addEventListener:function(a,b){void 0===this._listeners&&(this._listeners={});var c=this._listeners;void 0===c[a]&&(c[a]=[]);-1===c[a].indexOf(b)&&c[a].push(b)},hasEventListener:function(a,b){if(void 0===this._listeners)return!1;var c=this._listeners;return void 0!==c[a]&&-1!==c[a].indexOf(b)},removeEventListener:function(a,\n",
+       "b){void 0!==this._listeners&&(a=this._listeners[a],void 0!==a&&(b=a.indexOf(b),-1!==b&&a.splice(b,1)))},dispatchEvent:function(a){if(void 0!==this._listeners){var b=this._listeners[a.type];if(void 0!==b){a.target=this;b=b.slice(0);for(var c=0,d=b.length;c<d;c++)b[c].call(this,a)}}}});for(var ta=[],xe=0;256>xe;xe++)ta[xe]=(16>xe?&quot;0&quot;:&quot;&quot;)+xe.toString(16);var L={DEG2RAD:Math.PI/180,RAD2DEG:180/Math.PI,generateUUID:function(){var a=4294967295*Math.random()|0,b=4294967295*Math.random()|0,c=4294967295*Math.random()|\n",
+       "0,d=4294967295*Math.random()|0;return(ta[a&255]+ta[a>>8&255]+ta[a>>16&255]+ta[a>>24&255]+&quot;-&quot;+ta[b&255]+ta[b>>8&255]+&quot;-&quot;+ta[b>>16&15|64]+ta[b>>24&255]+&quot;-&quot;+ta[c&63|128]+ta[c>>8&255]+&quot;-&quot;+ta[c>>16&255]+ta[c>>24&255]+ta[d&255]+ta[d>>8&255]+ta[d>>16&255]+ta[d>>24&255]).toUpperCase()},clamp:function(a,b,c){return Math.max(b,Math.min(c,a))},euclideanModulo:function(a,b){return(a%b+b)%b},mapLinear:function(a,b,c,d,e){return d+(a-b)*(e-d)/(c-b)},lerp:function(a,b,c){return(1-c)*a+c*b},smoothstep:function(a,\n",
+       "b,c){if(a<=b)return 0;if(a>=c)return 1;a=(a-b)/(c-b);return a*a*(3-2*a)},smootherstep:function(a,b,c){if(a<=b)return 0;if(a>=c)return 1;a=(a-b)/(c-b);return a*a*a*(a*(6*a-15)+10)},randInt:function(a,b){return a+Math.floor(Math.random()*(b-a+1))},randFloat:function(a,b){return a+Math.random()*(b-a)},randFloatSpread:function(a){return a*(.5-Math.random())},degToRad:function(a){return a*L.DEG2RAD},radToDeg:function(a){return a*L.RAD2DEG},isPowerOfTwo:function(a){return 0===(a&a-1)&&0!==a},ceilPowerOfTwo:function(a){return Math.pow(2,\n",
+       "Math.ceil(Math.log(a)/Math.LN2))},floorPowerOfTwo:function(a){return Math.pow(2,Math.floor(Math.log(a)/Math.LN2))},setQuaternionFromProperEuler:function(a,b,c,d,e){var f=Math.cos,g=Math.sin,h=f(c/2);c=g(c/2);var l=f((b+d)/2),m=g((b+d)/2),k=f((b-d)/2),p=g((b-d)/2);f=f((d-b)/2);b=g((d-b)/2);&quot;XYX&quot;===e?a.set(h*m,c*k,c*p,h*l):&quot;YZY&quot;===e?a.set(c*p,h*m,c*k,h*l):&quot;ZXZ&quot;===e?a.set(c*k,c*p,h*m,h*l):&quot;XZX&quot;===e?a.set(h*m,c*b,c*f,h*l):&quot;YXY&quot;===e?a.set(c*f,h*m,c*b,h*l):&quot;ZYZ&quot;===e?a.set(c*b,c*f,h*m,h*l):console.warn(&quot;THREE.MathUtils: .setQuaternionFromProperEuler() encountered an unknown order.&quot;)}};\n",
+       "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(&quot;index is out of range: &quot;+\n",
+       "a);}return this},getComponent:function(a){switch(a){case 0:return this.x;case 1:return this.y;default:throw Error(&quot;index is out of range: &quot;+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(&quot;THREE.Vector2: .add() now only accepts one argument. Use .addVectors( a, b ) instead.&quot;),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",
+       "addVectors:function(a,b){this.x=a.x+b.x;this.y=a.y+b.y;return this},addScaledVector:function(a,b){this.x+=a.x*b;this.y+=a.y*b;return this},sub:function(a,b){if(void 0!==b)return console.warn(&quot;THREE.Vector2: .sub() now only accepts one argument. Use .subVectors( a, b ) instead.&quot;),this.subVectors(a,b);this.x-=a.x;this.y-=a.y;return this},subScalar:function(a){this.x-=a;this.y-=a;return this},subVectors:function(a,b){this.x=a.x-b.x;this.y=a.y-b.y;return this},multiply:function(a){this.x*=a.x;this.y*=\n",
+       "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",
+       "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));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));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);return this},ceil:function(){this.x=Math.ceil(this.x);this.y=Math.ceil(this.y);return this},round:function(){this.x=\n",
+       "Math.round(this.x);this.y=Math.round(this.y);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);return this},negate:function(){this.x=-this.x;this.y=-this.y;return this},dot:function(a){return this.x*a.x+this.y*a.y},cross:function(a){return this.x*a.y-this.y*a.x},lengthSq:function(){return this.x*this.x+this.y*this.y},length:function(){return Math.sqrt(this.x*this.x+this.y*this.y)},manhattanLength:function(){return Math.abs(this.x)+\n",
+       "Math.abs(this.y)},normalize:function(){return this.divideScalar(this.length()||1)},angle:function(){return Math.atan2(-this.y,-this.x)+Math.PI},distanceTo:function(a){return Math.sqrt(this.distanceToSquared(a))},distanceToSquared:function(a){var b=this.x-a.x;a=this.y-a.y;return b*b+a*a},manhattanDistanceTo:function(a){return Math.abs(this.x-a.x)+Math.abs(this.y-a.y)},setLength:function(a){return this.normalize().multiplyScalar(a)},lerp:function(a,b){this.x+=(a.x-this.x)*b;this.y+=(a.y-this.y)*b;return this},\n",
+       "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},fromArray:function(a,b){void 0===b&&(b=0);this.x=a[b];this.y=a[b+1];return this},toArray:function(a,b){void 0===a&&(a=[]);void 0===b&&(b=0);a[b]=this.x;a[b+1]=this.y;return a},fromBufferAttribute:function(a,b,c){void 0!==c&&console.warn(&quot;THREE.Vector2: offset has been removed from .fromBufferAttribute().&quot;);this.x=a.getX(b);this.y=a.getY(b);return this},rotateAround:function(a,\n",
+       "b){var c=Math.cos(b);b=Math.sin(b);var d=this.x-a.x,e=this.y-a.y;this.x=d*c-e*b+a.x;this.y=d*b+e*c+a.y;return this}});Object.assign(wa.prototype,{isMatrix3:!0,set:function(a,b,c,d,e,f,g,h,l){var m=this.elements;m[0]=a;m[1]=d;m[2]=g;m[3]=b;m[4]=e;m[5]=h;m[6]=c;m[7]=f;m[8]=l;return this},identity:function(){this.set(1,0,0,0,1,0,0,0,1);return this},clone:function(){return(new this.constructor).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];return this},extractBasis:function(a,b,c){a.setFromMatrix3Column(this,0);b.setFromMatrix3Column(this,1);c.setFromMatrix3Column(this,2);return this},setFromMatrix4:function(a){a=a.elements;this.set(a[0],a[4],a[8],a[1],a[5],a[9],a[2],a[6],a[10]);return this},multiply:function(a){return 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;\n",
+       "a=c[0];var e=c[3],f=c[6],g=c[1],h=c[4],l=c[7],m=c[2],k=c[5];c=c[8];var p=d[0],n=d[3],r=d[6],q=d[1],v=d[4],E=d[7],w=d[2],t=d[5];d=d[8];b[0]=a*p+e*q+f*w;b[3]=a*n+e*v+f*t;b[6]=a*r+e*E+f*d;b[1]=g*p+h*q+l*w;b[4]=g*n+h*v+l*t;b[7]=g*r+h*E+l*d;b[2]=m*p+k*q+c*w;b[5]=m*n+k*v+c*t;b[8]=m*r+k*E+c*d;return this},multiplyScalar:function(a){var b=this.elements;b[0]*=a;b[3]*=a;b[6]*=a;b[1]*=a;b[4]*=a;b[7]*=a;b[2]*=a;b[5]*=a;b[8]*=a;return this},determinant:function(){var a=this.elements,b=a[0],c=a[1],d=a[2],e=a[3],\n",
+       "f=a[4],g=a[5],h=a[6],l=a[7];a=a[8];return b*f*a-b*g*l-c*e*a+c*g*h+d*e*l-d*f*h},getInverse:function(a,b){void 0!==b&&console.warn(&quot;THREE.Matrix3: .getInverse() can no longer be configured to throw on degenerate.&quot;);var c=a.elements;a=this.elements;b=c[0];var d=c[1],e=c[2],f=c[3],g=c[4],h=c[5],l=c[6],m=c[7];c=c[8];var k=c*g-h*m,p=h*l-c*f,n=m*f-g*l,r=b*k+d*p+e*n;if(0===r)return this.set(0,0,0,0,0,0,0,0,0);r=1/r;a[0]=k*r;a[1]=(e*m-c*d)*r;a[2]=(h*d-e*g)*r;a[3]=p*r;a[4]=(c*b-e*l)*r;a[5]=(e*f-h*b)*r;a[6]=\n",
+       "n*r;a[7]=(d*l-m*b)*r;a[8]=(g*b-d*f)*r;return this},transpose:function(){var a=this.elements;var b=a[1];a[1]=a[3];a[3]=b;b=a[2];a[2]=a[6];a[6]=b;b=a[5];a[5]=a[7];a[7]=b;return this},getNormalMatrix:function(a){return this.setFromMatrix4(a).getInverse(this).transpose()},transposeIntoArray:function(a){var b=this.elements;a[0]=b[0];a[1]=b[3];a[2]=b[6];a[3]=b[1];a[4]=b[4];a[5]=b[7];a[6]=b[2];a[7]=b[5];a[8]=b[8];return this},setUvTransform:function(a,b,c,d,e,f,g){var h=Math.cos(e);e=Math.sin(e);this.set(c*\n",
+       "h,c*e,-c*(h*f+e*g)+f+a,-d*e,d*h,-d*(-e*f+h*g)+g+b,0,0,1)},scale:function(a,b){var c=this.elements;c[0]*=a;c[3]*=a;c[6]*=a;c[1]*=b;c[4]*=b;c[7]*=b;return this},rotate:function(a){var b=Math.cos(a);a=Math.sin(a);var c=this.elements,d=c[0],e=c[3],f=c[6],g=c[1],h=c[4],l=c[7];c[0]=b*d+a*g;c[3]=b*e+a*h;c[6]=b*f+a*l;c[1]=-a*d+b*g;c[4]=-a*e+b*h;c[7]=-a*f+b*l;return this},translate:function(a,b){var c=this.elements;c[0]+=a*c[2];c[3]+=a*c[5];c[6]+=a*c[8];c[1]+=b*c[2];c[4]+=b*c[5];c[7]+=b*c[8];return this},\n",
+       "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(&quot;undefined&quot;==typeof HTMLCanvasElement)return a.src;if(!(a instanceof\n",
+       "HTMLCanvasElement)){void 0===nd&&(nd=document.createElementNS(&quot;http://www.w3.org/1999/xhtml&quot;,&quot;canvas&quot;));nd.width=a.width;nd.height=a.height;var b=nd.getContext(&quot;2d&quot;);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(&quot;image/jpeg&quot;,.6):a.toDataURL(&quot;image/png&quot;)}},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||&quot;string&quot;===typeof a;if(!b&&void 0!==a.textures[this.uuid])return a.textures[this.uuid];var c={metadata:{version:4.5,type:&quot;Texture&quot;,generator:&quot;Texture.toJSON&quot;},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:&quot;dispose&quot;})},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,&quot;needsUpdate&quot;,{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(&quot;index is out of range: &quot;+\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(&quot;index is out of range: &quot;+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(&quot;THREE.Vector4: .add() now only accepts one argument. Use .addVectors( a, b ) instead.&quot;),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(&quot;THREE.Vector4: .sub() now only accepts one argument. Use .subVectors( a, b ) instead.&quot;),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(&quot;THREE.Vector4: offset has been removed from .fromBufferAttribute().&quot;);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:&quot;dispose&quot;})}});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(&quot;THREE.Quaternion: .setFromEuler() now expects an Euler rotation rather than a Vector3 and order.&quot;);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);&quot;XYZ&quot;===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):&quot;YXZ&quot;===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):&quot;ZXY&quot;===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):&quot;ZYX&quot;===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):&quot;YZX&quot;===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):&quot;XZY&quot;===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(&quot;THREE.Quaternion: .multiply() now only accepts one argument. Use .multiplyQuaternions( a, b ) instead.&quot;),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(&quot;index is out of range: &quot;+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(&quot;index is out of range: &quot;+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(&quot;THREE.Vector3: .add() now only accepts one argument. Use .addVectors( a, b ) instead.&quot;),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(&quot;THREE.Vector3: .sub() now only accepts one argument. Use .subVectors( a, b ) instead.&quot;),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(&quot;THREE.Vector3: .multiply() now only accepts one argument. Use .multiplyVectors( a, b ) instead.&quot;),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(&quot;THREE.Vector3: .applyEuler() now expects an Euler rotation rather than a Vector3 and order.&quot;);\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(&quot;THREE.Vector3: .cross() now only accepts one argument. Use .crossVectors( a, b ) instead.&quot;),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(&quot;THREE.Vector3: offset has been removed from .fromBufferAttribute().&quot;);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(&quot;THREE.Matrix4: .makeRotationFromEuler() now expects a Euler rotation rather than a Vector3 and order.&quot;);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(&quot;XYZ&quot;===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&quot;YXZ&quot;===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):&quot;ZXY&quot;===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):&quot;ZYX&quot;===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):&quot;YZX&quot;===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):&quot;XZY&quot;===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(&quot;THREE.Matrix4: .multiply() now only accepts one argument. Use .multiplyMatrices( a, b ) instead.&quot;),\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(&quot;THREE.Matrix4: .getInverse() can no longer be configured to throw on degenerate.&quot;);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(&quot;THREE.Matrix4: .makePerspective() has been redefined and has a new signature. Please check the docs.&quot;);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=&quot;XYZ YZX ZXY XZY YXZ ZYX&quot;.split(&quot; &quot;);Tb.DefaultOrder=&quot;XYZ&quot;;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;&quot;XYZ&quot;===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)):&quot;YXZ&quot;===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)):&quot;ZXY&quot;===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))):&quot;ZYX&quot;===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))):&quot;YZX&quot;===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))):&quot;XZY&quot;===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(&quot;THREE.Euler: .setFromRotationMatrix() given unsupported order: &quot;+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:&quot;added&quot;},Wk={type:&quot;removed&quot;};\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(&quot;THREE.Object3D.add: object can't be added as a child of itself.&quot;,\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(&quot;THREE.Object3D.add: object not an instance of THREE.Object3D.&quot;,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(&quot;id&quot;,a)},getObjectByName:function(a){return this.getObjectByProperty(&quot;name&quot;,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(&quot;THREE.Object3D: .getWorldPosition() target is now required&quot;),a=new n);this.updateMatrixWorld(!0);return a.setFromMatrixPosition(this.matrixWorld)},getWorldQuaternion:function(a){void 0===a&&(console.warn(&quot;THREE.Object3D: .getWorldQuaternion() target is now required&quot;),a=new Aa);this.updateMatrixWorld(!0);this.matrixWorld.decompose(ye,a,Tk);return a},getWorldScale:function(a){void 0===a&&(console.warn(&quot;THREE.Object3D: .getWorldScale() target is now required&quot;),a=new n);this.updateMatrixWorld(!0);\n",
+       "this.matrixWorld.decompose(ye,Uk,a);return a},getWorldDirection:function(a){void 0===a&&(console.warn(&quot;THREE.Object3D: .getWorldDirection() target is now required&quot;),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||&quot;string&quot;===typeof a,e={};d&&(a={geometries:{},materials:{},textures:{},images:{},shapes:{}},e.metadata={version:4.5,type:&quot;Object&quot;,generator:&quot;Object3D.toJSON&quot;});var f={};f.uuid=this.uuid;f.type=this.type;&quot;&quot;!==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);&quot;{}&quot;!==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=&quot;InstancedMesh&quot;,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:&quot;dispose&quot;})}});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(&quot;THREE.Box3: .getCenter() target is now required&quot;),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(&quot;THREE.Box3: .getSize() target is now required&quot;),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(&quot;THREE.Box3: .getParameter() target is now required&quot;),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(&quot;THREE.Box3: .clampPoint() target is now required&quot;),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(&quot;THREE.Box3: .getBoundingSphere() target is now required&quot;);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(&quot;THREE.Sphere: .clampPoint() target is now required&quot;),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(&quot;THREE.Sphere: .getBoundingBox() target is now required&quot;),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(&quot;THREE.Ray: .at() target is now required&quot;),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(&quot;THREE.Ray: .closestPointToPoint() target is now required&quot;),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(&quot;THREE.Plane: .projectPoint() target is now required&quot;),b=new n);return b.copy(this.normal).multiplyScalar(-this.distanceToPoint(a)).add(a)},intersectLine:function(a,b){void 0===b&&(console.warn(&quot;THREE.Plane: .intersectLine() target is now required&quot;),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(&quot;THREE.Plane: .coplanarPoint() target is now required&quot;),\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(&quot;THREE.Triangle: .getNormal() target is now required&quot;),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(&quot;THREE.Triangle: .getBarycoord() target is now required&quot;),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(&quot;THREE.Triangle: .getMidpoint() target is now required&quot;),\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(&quot;THREE.Triangle: .getPlane() target is now required&quot;),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(&quot;THREE.Triangle: .closestPointToPoint() target is now required&quot;),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):&quot;number&quot;===typeof a?this.setHex(a):&quot;string&quot;===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(&quot;THREE.Color: Alpha component of &quot;+a+&quot; will be ignored.&quot;)}var c;if(c=\n",
+       "/^((?:rgb|hsl)a?)\\(\\s*([^\\)]*)\\)/.exec(a)){var d=c[2];switch(c[1]){case &quot;rgb&quot;:case &quot;rgba&quot;: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*)?$/.exec(d))return this.r=Math.min(100,parseInt(c[1],10))/100,this.g=Math.min(100,parseInt(c[2],10))/100,this.b=Math.min(100,\n",
+       "parseInt(c[3],10))/100,b(c[5]),this;break;case &quot;hsl&quot;:case &quot;hsla&quot;:if(c=/^([0-9]*\\.?[0-9]+)\\s*,\\s*(\\d+)%\\s*,\\s*(\\d+)%\\s*(,\\s*([0-9]*\\.?[0-9]+)\\s*)?$/.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(&quot;THREE.Color: Unknown color &quot;+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(&quot;000000&quot;+this.getHex().toString(16)).slice(-6)},getHSL:function(a){void 0===a&&(console.warn(&quot;THREE.Color: .getHSL() target is now required&quot;),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&quot;rgb(&quot;+(255*this.r|0)+&quot;,&quot;+(255*this.g|0)+&quot;,&quot;+(255*this.b|0)+&quot;)&quot;},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(&quot;THREE.Material: '&quot;+b+&quot;' parameter is undefined.&quot;);else if(&quot;shading&quot;===b)console.warn(&quot;THREE.&quot;+this.type+&quot;: .shading has been removed. Use the boolean .flatShading instead.&quot;),this.flatShading=1===c?!0:!1;else{var d=this[b];void 0===d?console.warn(&quot;THREE.&quot;+this.type+&quot;: '&quot;+b+&quot;' is not a property of this material.&quot;):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||&quot;string&quot;===typeof a;c&&(a={textures:{},images:{}});var d={metadata:{version:4.5,type:&quot;Material&quot;,generator:&quot;Material.toJSON&quot;}};d.uuid=this.uuid;d.type=this.type;&quot;&quot;!==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);&quot;round&quot;!==this.wireframeLinecap&&(d.wireframeLinecap=this.wireframeLinecap);&quot;round&quot;!==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);&quot;{}&quot;!==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:&quot;dispose&quot;})}});Object.defineProperty(K.prototype,&quot;needsUpdate&quot;,{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,&quot;needsUpdate&quot;,{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(&quot;THREE.BufferAttribute.copyColorsArray(): color is undefined&quot;,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(&quot;THREE.BufferAttribute.copyVector2sArray(): vector is undefined&quot;,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(&quot;THREE.BufferAttribute.copyVector3sArray(): vector is undefined&quot;,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(&quot;THREE.BufferAttribute.copyVector4sArray(): vector is undefined&quot;,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(&quot;THREE.DirectGeometry: Faceless geometries are not supported.&quot;);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(&quot;THREE.DirectGeometry.fromGeometry(): Undefined vertexUv &quot;,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(&quot;THREE.DirectGeometry.fromGeometry(): Undefined vertexUv2 &quot;,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(&quot;position&quot;,a.copyVector3sArray(b.vertices));\n",
+       "this.setAttribute(&quot;color&quot;,c.copyColorsArray(b.colors));b.lineDistances&&b.lineDistances.length===b.vertices.length&&(a=new y(b.lineDistances.length,1),this.setAttribute(&quot;lineDistance&quot;,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(&quot;position&quot;,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(&quot;position&quot;,(new M(b,3)).copyVector3sArray(a.vertices));0<a.normals.length&&(b=new Float32Array(3*a.normals.length),this.setAttribute(&quot;normal&quot;,(new M(b,3)).copyVector3sArray(a.normals)));0<a.colors.length&&(b=new Float32Array(3*a.colors.length),this.setAttribute(&quot;color&quot;,(new M(b,3)).copyColorsArray(a.colors)));0<a.uvs.length&&(b=new Float32Array(2*a.uvs.length),this.setAttribute(&quot;uv&quot;,(new M(b,2)).copyVector2sArray(a.uvs)));0<a.uvs2.length&&(b=new Float32Array(2*\n",
+       "a.uvs2.length),this.setAttribute(&quot;uv2&quot;,(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(&quot;skinIndex&quot;,c.copyVector4sArray(a.skinIndices)));0<a.skinWeights.length&&(c=new y(4*a.skinWeights.length,4),this.setAttribute(&quot;skinWeight&quot;,\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 &quot;position&quot; 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 &quot;position&quot; 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(&quot;normal&quot;,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(&quot;THREE.BufferGeometry.merge(): Overwriting original geometry, starting at offset=0. Use BufferGeometryUtils.mergeBufferGeometries() for lossless merge.&quot;));\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(&quot;THREE.BufferGeometry.merge(): geometry not an instance of THREE.BufferGeometry.&quot;,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(&quot;THREE.BufferGeometry.toNonIndexed(): Geometry is already non-indexed.&quot;),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:&quot;BufferGeometry&quot;,generator:&quot;BufferGeometry.toJSON&quot;}};a.uuid=this.uuid;a.type=this.type;&quot;&quot;!==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();&quot;&quot;!==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(),&quot;&quot;!==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:&quot;dispose&quot;})}});\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(&quot;THREE.Mesh.updateMorphTargets() no longer supports THREE.Geometry. Use THREE.BufferGeometry instead.&quot;)},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(&quot;THREE.Geometry.fromBufferGeometry(): Position attribute required for conversion.&quot;),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(&quot;THREE.Geometry.merge(): geometry not an instance of THREE.Geometry.&quot;,a)},mergeMesh:function(a){a&&a.isMesh?(a.matrixAutoUpdate&&a.updateMatrix(),this.merge(a.geometry,a.matrix)):console.error(&quot;THREE.Geometry.mergeMesh(): mesh not an instance of THREE.Mesh.&quot;,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)+&quot;_&quot;+Math.round(g.y*d)+&quot;_&quot;+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:&quot;Geometry&quot;,generator:&quot;Geometry.toJSON&quot;}};\n",
+       "e.uuid=this.uuid;e.type=this.type;&quot;&quot;!==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:&quot;dispose&quot;})}});var nh=function(a){function b(b,d,e,f,g,h){a.call(this);this.type=&quot;BoxGeometry&quot;;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=&quot;BoxBufferGeometry&quot;;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(&quot;z&quot;,&quot;y&quot;,&quot;x&quot;,-1,-1,e,d,b,h,g,0);c(&quot;z&quot;,&quot;y&quot;,&quot;x&quot;,1,-1,e,d,-b,h,g,1);c(&quot;x&quot;,&quot;z&quot;,&quot;y&quot;,1,1,b,e,d,f,h,2);c(&quot;x&quot;,&quot;z&quot;,&quot;y&quot;,1,-1,b,e,-d,f,h,3);c(&quot;x&quot;,&quot;y&quot;,&quot;z&quot;,1,-1,b,d,e,f,g,4);c(&quot;x&quot;,&quot;y&quot;,&quot;z&quot;,-1,-1,b,d,-e,f,g,5);this.setIndex(k);this.setAttribute(&quot;position&quot;,new y(p,3));this.setAttribute(&quot;normal&quot;,new y(x,3));this.setAttribute(&quot;uv&quot;,\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:&quot;t&quot;,value:d.toJSON(a).uuid}:d&&d.isColor?{type:&quot;c&quot;,value:d.getHex()}:d&&d.isVector2?{type:&quot;v2&quot;,value:d.toArray()}:d&&d.isVector3?{type:&quot;v3&quot;,value:d.toArray()}:\n",
+       "d&&d.isVector4?{type:&quot;v4&quot;,value:d.toArray()}:d&&d.isMatrix3?{type:&quot;m3&quot;,value:d.toArray()}:d&&d.isMatrix4?{type:&quot;m4&quot;,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(&quot;THREE.Camera: .getWorldDirection() target is now required&quot;),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:&quot;CubemapFromEquirect&quot;,uniforms:Fc({tEquirect:{value:null}}),vertexShader:&quot;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}&quot;,fragmentShader:&quot;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}&quot;,\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=&quot;CubeCameraTexture&quot;;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:&quot;#ifdef USE_ALPHAMAP\\n\\tdiffuseColor.a *= texture2D( alphaMap, vUv ).g;\\n#endif&quot;,alphamap_pars_fragment:&quot;#ifdef USE_ALPHAMAP\\n\\tuniform sampler2D alphaMap;\\n#endif&quot;,alphatest_fragment:&quot;#ifdef ALPHATEST\\n\\tif ( diffuseColor.a < ALPHATEST ) discard;\\n#endif&quot;,\n",
+       "aomap_fragment:&quot;#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&quot;,aomap_pars_fragment:&quot;#ifdef USE_AOMAP\\n\\tuniform sampler2D aoMap;\\n\\tuniform float aoMapIntensity;\\n#endif&quot;,\n",
+       "begin_vertex:&quot;vec3 transformed = vec3( position );&quot;,beginnormal_vertex:&quot;vec3 objectNormal = vec3( normal );\\n#ifdef USE_TANGENT\\n\\tvec3 objectTangent = vec3( tangent.xyz );\\n#endif&quot;,bsdfs:&quot;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&quot;,\n",
+       "bumpmap_pars_fragment:&quot;#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&quot;,\n",
+       "clipping_planes_fragment:&quot;#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&quot;,\n",
+       "clipping_planes_pars_fragment:&quot;#if NUM_CLIPPING_PLANES > 0\\n\\tvarying vec3 vClipPosition;\\n\\tuniform vec4 clippingPlanes[ NUM_CLIPPING_PLANES ];\\n#endif&quot;,clipping_planes_pars_vertex:&quot;#if NUM_CLIPPING_PLANES > 0\\n\\tvarying vec3 vClipPosition;\\n#endif&quot;,clipping_planes_vertex:&quot;#if NUM_CLIPPING_PLANES > 0\\n\\tvClipPosition = - mvPosition.xyz;\\n#endif&quot;,color_fragment:&quot;#ifdef USE_COLOR\\n\\tdiffuseColor.rgb *= vColor;\\n#endif&quot;,color_pars_fragment:&quot;#ifdef USE_COLOR\\n\\tvarying vec3 vColor;\\n#endif&quot;,color_pars_vertex:&quot;#ifdef USE_COLOR\\n\\tvarying vec3 vColor;\\n#endif&quot;,\n",
+       "color_vertex:&quot;#ifdef USE_COLOR\\n\\tvColor.xyz = color.xyz;\\n#endif&quot;,common:&quot;#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}&quot;,\n",
+       "cube_uv_reflection_fragment:&quot;#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&quot;,\n",
+       "defaultnormal_vertex:&quot;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&quot;,\n",
+       "displacementmap_pars_vertex:&quot;#ifdef USE_DISPLACEMENTMAP\\n\\tuniform sampler2D displacementMap;\\n\\tuniform float displacementScale;\\n\\tuniform float displacementBias;\\n#endif&quot;,displacementmap_vertex:&quot;#ifdef USE_DISPLACEMENTMAP\\n\\ttransformed += normalize( objectNormal ) * ( texture2D( displacementMap, vUv ).x * displacementScale + displacementBias );\\n#endif&quot;,emissivemap_fragment:&quot;#ifdef USE_EMISSIVEMAP\\n\\tvec4 emissiveColor = texture2D( emissiveMap, vUv );\\n\\temissiveColor.rgb = emissiveMapTexelToLinear( emissiveColor ).rgb;\\n\\ttotalEmissiveRadiance *= emissiveColor.rgb;\\n#endif&quot;,\n",
+       "emissivemap_pars_fragment:&quot;#ifdef USE_EMISSIVEMAP\\n\\tuniform sampler2D emissiveMap;\\n#endif&quot;,encodings_fragment:&quot;gl_FragColor = linearToOutputTexel( gl_FragColor );&quot;,encodings_pars_fragment:&quot;\\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}&quot;,\n",
+       "envmap_fragment:&quot;#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&quot;,\n",
+       "envmap_common_pars_fragment:&quot;#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&quot;,envmap_pars_fragment:&quot;#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&quot;,\n",
+       "envmap_pars_vertex:&quot;#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&quot;,envmap_physical_pars_fragment:&quot;#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&quot;,\n",
+       "envmap_vertex:&quot;#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&quot;,\n",
+       "fog_vertex:&quot;#ifdef USE_FOG\\n\\tfogDepth = -mvPosition.z;\\n#endif&quot;,fog_pars_vertex:&quot;#ifdef USE_FOG\\n\\tvarying float fogDepth;\\n#endif&quot;,fog_fragment:&quot;#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&quot;,fog_pars_fragment:&quot;#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&quot;,\n",
+       "gradientmap_pars_fragment:&quot;#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}&quot;,lightmap_fragment:&quot;#ifdef USE_LIGHTMAP\\n\\tvec4 lightMapTexel= texture2D( lightMap, vUv2 );\\n\\treflectedLight.indirectDiffuse += PI * lightMapTexelToLinear( lightMapTexel ).rgb * lightMapIntensity;\\n#endif&quot;,\n",
+       "lightmap_pars_fragment:&quot;#ifdef USE_LIGHTMAP\\n\\tuniform sampler2D lightMap;\\n\\tuniform float lightMapIntensity;\\n#endif&quot;,lights_lambert_vertex:&quot;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&quot;,\n",
+       "lights_pars_begin:&quot;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&quot;,\n",
+       "lights_toon_fragment:&quot;ToonMaterial material;\\nmaterial.diffuseColor = diffuseColor.rgb;\\nmaterial.specularColor = specular;\\nmaterial.specularShininess = shininess;\\nmaterial.specularStrength = specularStrength;&quot;,lights_toon_pars_fragment:&quot;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)&quot;,\n",
+       "lights_phong_fragment:&quot;BlinnPhongMaterial material;\\nmaterial.diffuseColor = diffuseColor.rgb;\\nmaterial.specularColor = specular;\\nmaterial.specularShininess = shininess;\\nmaterial.specularStrength = specularStrength;&quot;,lights_phong_pars_fragment:&quot;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)&quot;,\n",
+       "lights_physical_fragment:&quot;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&quot;,\n",
+       "lights_physical_pars_fragment:&quot;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}&quot;,\n",
+       "lights_fragment_begin:&quot;\\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&quot;,\n",
+       "lights_fragment_maps:&quot;#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&quot;,\n",
+       "lights_fragment_end:&quot;#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&quot;,logdepthbuf_fragment:&quot;#if defined( USE_LOGDEPTHBUF ) && defined( USE_LOGDEPTHBUF_EXT )\\n\\tgl_FragDepthEXT = vIsPerspective == 0.0 ? gl_FragCoord.z : log2( vFragDepth ) * logDepthBufFC * 0.5;\\n#endif&quot;,logdepthbuf_pars_fragment:&quot;#if defined( USE_LOGDEPTHBUF ) && defined( USE_LOGDEPTHBUF_EXT )\\n\\tuniform float logDepthBufFC;\\n\\tvarying float vFragDepth;\\n\\tvarying float vIsPerspective;\\n#endif&quot;,\n",
+       "logdepthbuf_pars_vertex:&quot;#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&quot;,logdepthbuf_vertex:&quot;#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&quot;,\n",
+       "map_fragment:&quot;#ifdef USE_MAP\\n\\tvec4 texelColor = texture2D( map, vUv );\\n\\ttexelColor = mapTexelToLinear( texelColor );\\n\\tdiffuseColor *= texelColor;\\n#endif&quot;,map_pars_fragment:&quot;#ifdef USE_MAP\\n\\tuniform sampler2D map;\\n#endif&quot;,map_particle_fragment:&quot;#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&quot;,\n",
+       "map_particle_pars_fragment:&quot;#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&quot;,metalnessmap_fragment:&quot;float metalnessFactor = metalness;\\n#ifdef USE_METALNESSMAP\\n\\tvec4 texelMetalness = texture2D( metalnessMap, vUv );\\n\\tmetalnessFactor *= texelMetalness.b;\\n#endif&quot;,metalnessmap_pars_fragment:&quot;#ifdef USE_METALNESSMAP\\n\\tuniform sampler2D metalnessMap;\\n#endif&quot;,\n",
+       "morphnormal_vertex:&quot;#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&quot;,morphtarget_pars_vertex:&quot;#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&quot;,\n",
+       "morphtarget_vertex:&quot;#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&quot;,\n",
+       "normal_fragment_begin:&quot;#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;&quot;,\n",
+       "normal_fragment_maps:&quot;#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&quot;,\n",
+       "normalmap_pars_fragment:&quot;#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&quot;,\n",
+       "clearcoat_normal_fragment_begin:&quot;#ifdef CLEARCOAT\\n\\tvec3 clearcoatNormal = geometryNormal;\\n#endif&quot;,clearcoat_normal_fragment_maps:&quot;#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&quot;,clearcoat_pars_fragment:&quot;#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&quot;,\n",
+       "packing:&quot;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}&quot;,\n",
+       "premultiplied_alpha_fragment:&quot;#ifdef PREMULTIPLIED_ALPHA\\n\\tgl_FragColor.rgb *= gl_FragColor.a;\\n#endif&quot;,project_vertex:&quot;vec4 mvPosition = vec4( transformed, 1.0 );\\n#ifdef USE_INSTANCING\\n\\tmvPosition = instanceMatrix * mvPosition;\\n#endif\\nmvPosition = modelViewMatrix * mvPosition;\\ngl_Position = projectionMatrix * mvPosition;&quot;,dithering_fragment:&quot;#ifdef DITHERING\\n\\tgl_FragColor.rgb = dithering( gl_FragColor.rgb );\\n#endif&quot;,dithering_pars_fragment:&quot;#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&quot;,\n",
+       "roughnessmap_fragment:&quot;float roughnessFactor = roughness;\\n#ifdef USE_ROUGHNESSMAP\\n\\tvec4 texelRoughness = texture2D( roughnessMap, vUv );\\n\\troughnessFactor *= texelRoughness.g;\\n#endif&quot;,roughnessmap_pars_fragment:&quot;#ifdef USE_ROUGHNESSMAP\\n\\tuniform sampler2D roughnessMap;\\n#endif&quot;,shadowmap_pars_fragment:&quot;#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&quot;,\n",
+       "shadowmap_pars_vertex:&quot;#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&quot;,\n",
+       "shadowmap_vertex:&quot;#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&quot;,\n",
+       "shadowmask_pars_fragment:&quot;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}&quot;,\n",
+       "skinbase_vertex:&quot;#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&quot;,skinning_pars_vertex:&quot;#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&quot;,\n",
+       "skinning_vertex:&quot;#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&quot;,skinnormal_vertex:&quot;#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&quot;,\n",
+       "specularmap_fragment:&quot;float specularStrength;\\n#ifdef USE_SPECULARMAP\\n\\tvec4 texelSpecular = texture2D( specularMap, vUv );\\n\\tspecularStrength = texelSpecular.r;\\n#else\\n\\tspecularStrength = 1.0;\\n#endif&quot;,specularmap_pars_fragment:&quot;#ifdef USE_SPECULARMAP\\n\\tuniform sampler2D specularMap;\\n#endif&quot;,tonemapping_fragment:&quot;#if defined( TONE_MAPPING )\\n\\tgl_FragColor.rgb = toneMapping( gl_FragColor.rgb );\\n#endif&quot;,tonemapping_pars_fragment:&quot;#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}&quot;,\n",
+       "uv_pars_fragment:&quot;#if ( defined( USE_UV ) && ! defined( UVS_VERTEX_ONLY ) )\\n\\tvarying vec2 vUv;\\n#endif&quot;,uv_pars_vertex:&quot;#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&quot;,uv_vertex:&quot;#ifdef USE_UV\\n\\tvUv = ( uvTransform * vec3( uv, 1 ) ).xy;\\n#endif&quot;,uv2_pars_fragment:&quot;#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP )\\n\\tvarying vec2 vUv2;\\n#endif&quot;,uv2_pars_vertex:&quot;#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP )\\n\\tattribute vec2 uv2;\\n\\tvarying vec2 vUv2;\\n\\tuniform mat3 uv2Transform;\\n#endif&quot;,\n",
+       "uv2_vertex:&quot;#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP )\\n\\tvUv2 = ( uv2Transform * vec3( uv2, 1 ) ).xy;\\n#endif&quot;,worldpos_vertex:&quot;#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&quot;,background_frag:&quot;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}&quot;,\n",
+       "background_vert:&quot;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}&quot;,cube_frag:&quot;#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}&quot;,\n",
+       "cube_vert:&quot;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}&quot;,depth_frag:&quot;#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}&quot;,\n",
+       "depth_vert:&quot;#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}&quot;,\n",
+       "distanceRGBA_frag:&quot;#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}&quot;,\n",
+       "distanceRGBA_vert:&quot;#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}&quot;,\n",
+       "equirect_frag:&quot;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}&quot;,\n",
+       "equirect_vert:&quot;varying vec3 vWorldDirection;\\n#include <common>\\nvoid main() {\\n\\tvWorldDirection = transformDirection( position, modelMatrix );\\n\\t#include <begin_vertex>\\n\\t#include <project_vertex>\\n}&quot;,linedashed_frag:&quot;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}&quot;,\n",
+       "linedashed_vert:&quot;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}&quot;,meshbasic_frag:&quot;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}&quot;,\n",
+       "meshbasic_vert:&quot;#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}&quot;,\n",
+       "meshlambert_frag:&quot;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}&quot;,\n",
+       "meshlambert_vert:&quot;#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}&quot;,\n",
+       "meshmatcap_frag:&quot;#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}&quot;,\n",
+       "meshmatcap_vert:&quot;#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}&quot;,\n",
+       "meshtoon_frag:&quot;#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}&quot;,\n",
+       "meshtoon_vert:&quot;#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}&quot;,\n",
+       "meshphong_frag:&quot;#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}&quot;,\n",
+       "meshphong_vert:&quot;#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}&quot;,\n",
+       "meshphysical_frag:&quot;#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}&quot;,\n",
+       "meshphysical_vert:&quot;#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}&quot;,\n",
+       "normal_frag:&quot;#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}&quot;,\n",
+       "normal_vert:&quot;#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}&quot;,\n",
+       "points_frag:&quot;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}&quot;,\n",
+       "points_vert:&quot;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}&quot;,\n",
+       "shadow_frag:&quot;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}&quot;,shadow_vert:&quot;#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}&quot;,\n",
+       "sprite_frag:&quot;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}&quot;,\n",
+       "sprite_vert:&quot;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}&quot;},\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,&quot;images&quot;,{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:&quot;FogExp2&quot;,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:&quot;Fog&quot;,color:this.color.getHex(),\n",
+       "near:this.near,far:this.far}}});Object.defineProperty(rb.prototype,&quot;needsUpdate&quot;,{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: &quot;Raycaster.camera&quot; 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);&quot;attached&quot;===this.bindMode?this.bindMatrixInverse.getInverse(this.matrixWorld):&quot;detached&quot;===this.bindMode?this.bindMatrixInverse.getInverse(this.bindMatrix):console.warn(&quot;THREE.SkinnedMesh: Unrecognized bindMode: &quot;+\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(&quot;lineDistance&quot;,\n",
+       "new y(c,1))}else console.warn(&quot;THREE.Line.computeLineDistances(): Computation only possible with non-indexed BufferGeometry.&quot;);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(&quot;lineDistance&quot;,new y(c,1))}else console.warn(&quot;THREE.LineSegments.computeLineDistances(): Computation only possible with non-indexed BufferGeometry.&quot;);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(&quot;THREE.Points.updateMorphTargets() does not support THREE.Geometry. Use THREE.BufferGeometry instead.&quot;)},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:&quot;&quot;};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:&quot;&quot;,PHYSICAL:&quot;&quot;};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:&quot;&quot;};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:&quot;number&quot;===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(&quot;call to abstract method&quot;);},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=&quot;unsupported interpolation for &quot;+this.ValueTypeName+&quot; keyframe track named &quot;+this.name;if(void 0===this.createInterpolant)if(a!==this.DefaultInterpolation)this.setInterpolation(this.DefaultInterpolation);else throw Error(b);console.warn(&quot;THREE.KeyframeTrack:&quot;,\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(&quot;THREE.KeyframeTrack: Invalid value size in track.&quot;,this),a=!1);var c=this.times;b=this.values;var d=c.length;0===d&&(console.error(&quot;THREE.KeyframeTrack: Track is empty.&quot;,\n",
+       "this),a=!1);for(var e=null,f=0;f!==d;f++){var g=c[f];if(&quot;number&quot;===typeof g&&isNaN(g)){console.error(&quot;THREE.KeyframeTrack: Time is not a valid number.&quot;,this,f,g);a=!1;break}if(null!==e&&e>g){console.error(&quot;THREE.KeyframeTrack: Out of order keys.&quot;,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(&quot;THREE.KeyframeTrack: Value is not a valid number.&quot;,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:&quot;bool&quot;,ValueBufferType:Array,DefaultInterpolation:2300,InterpolantFactoryMethodLinear:void 0,InterpolantFactoryMethodSmooth:void 0});$e.prototype=Object.assign(Object.create(sa.prototype),{constructor:$e,ValueTypeName:&quot;color&quot;});\n",
+       "dd.prototype=Object.assign(Object.create(sa.prototype),{constructor:dd,ValueTypeName:&quot;number&quot;});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:&quot;quaternion&quot;,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:&quot;string&quot;,ValueBufferType:Array,DefaultInterpolation:2300,InterpolantFactoryMethodLinear:void 0,InterpolantFactoryMethodSmooth:void 0});ed.prototype=Object.assign(Object.create(sa.prototype),{constructor:ed,ValueTypeName:&quot;vector&quot;});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(&quot;.morphTargetInfluences[&quot;+b[g].name+\n",
+       "&quot;]&quot;,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(&quot;THREE.AnimationClip: No animation in JSONLoader data.&quot;),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||&quot;default&quot;,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(&quot;.morphTargetInfluence[&quot;+p+&quot;]&quot;,x,r))}f=f.length*(g||1)}else k=&quot;.bones[&quot;+b[h].name+&quot;]&quot;,c(ed,k+&quot;.position&quot;,l,&quot;pos&quot;,d),c(oe,k+&quot;.quaternion&quot;,l,&quot;rot&quot;,d),c(ed,k+&quot;.scale&quot;,l,&quot;scl&quot;,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=&quot;&quot;);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||&quot;&quot;).toLowerCase();switch(l){case &quot;arraybuffer&quot;:case &quot;blob&quot;:var k=new Uint8Array(g.length);\n",
+       "for(h=0;h<g.length;h++)k[h]=g.charCodeAt(h);var n=&quot;blob&quot;===l?new Blob([k.buffer],{type:c}):k.buffer;break;case &quot;document&quot;:n=(new DOMParser).parseFromString(g,c);break;case &quot;json&quot;: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(&quot;GET&quot;,a,!0);p.addEventListener(&quot;load&quot;,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(&quot;THREE.FileLoader: HTTP Status 0 received.&quot;);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(&quot;progress&quot;,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(&quot;error&quot;,\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(&quot;abort&quot;,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:&quot;text/plain&quot;);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(&quot;arraybuffer&quot;);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(&quot;arraybuffer&quot;);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(&quot;load&quot;,\n",
+       "e,!1);l.removeEventListener(&quot;error&quot;,f,!1);vc.add(a,this);b&&b(this);g.manager.itemEnd(a)}function f(b){l.removeEventListener(&quot;load&quot;,e,!1);l.removeEventListener(&quot;error&quot;,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(&quot;http://www.w3.org/1999/xhtml&quot;,&quot;img&quot;);l.addEventListener(&quot;load&quot;,\n",
+       "e,!1);l.addEventListener(&quot;error&quot;,f,!1);&quot;data:&quot;!==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(&quot;THREE.Curve: .getPoint() not implemented.&quot;);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:&quot;Curve&quot;,generator:&quot;Curve.toJSON&quot;}};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(&quot;centripetal&quot;===this.curveType||&quot;chordal&quot;===this.curveType){var l=&quot;chordal&quot;===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&quot;catmullrom&quot;===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(&quot;THREE.MaterialLoader: Undefined texture&quot;,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=&quot;number&quot;===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 &quot;t&quot;:d.uniforms[e].value=b(f.value);break;case &quot;c&quot;:d.uniforms[e].value=(new A).setHex(f.value);break;case &quot;v2&quot;:d.uniforms[e].value=(new t).fromArray(f.value);break;case &quot;v3&quot;:d.uniforms[e].value=(new n).fromArray(f.value);break;case &quot;v4&quot;:d.uniforms[e].value=(new ka).fromArray(f.value);break;case &quot;m3&quot;:d.uniforms[e].value=(new wa).fromArray(f.value);case &quot;m4&quot;: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(&quot;undefined&quot;!==typeof TextDecoder)return(new TextDecoder).decode(a);for(var b=&quot;&quot;,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(&quot;/&quot;);return-1===b?&quot;./&quot;: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:&quot;undefined&quot;!==\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=&quot;&quot;===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(&quot;THREE:ObjectLoader: Can't parse &quot;+a+&quot;.&quot;,l.message);return}c=f.metadata;void 0===c||void 0===c.type||&quot;geometry&quot;===c.type.toLowerCase()?console.error(&quot;THREE.ObjectLoader: Can't load &quot;+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 &quot;PlaneGeometry&quot;:case &quot;PlaneBufferGeometry&quot;:var h=new ua[g.type](g.width,g.height,g.widthSegments,g.heightSegments);break;case &quot;BoxGeometry&quot;:case &quot;BoxBufferGeometry&quot;:case &quot;CubeGeometry&quot;:h=\n",
+       "new ua[g.type](g.width,g.height,g.depth,g.widthSegments,g.heightSegments,g.depthSegments);break;case &quot;CircleGeometry&quot;:case &quot;CircleBufferGeometry&quot;:h=new ua[g.type](g.radius,g.segments,g.thetaStart,g.thetaLength);break;case &quot;CylinderGeometry&quot;:case &quot;CylinderBufferGeometry&quot;:h=new ua[g.type](g.radiusTop,g.radiusBottom,g.height,g.radialSegments,g.heightSegments,g.openEnded,g.thetaStart,g.thetaLength);break;case &quot;ConeGeometry&quot;:case &quot;ConeBufferGeometry&quot;:h=new ua[g.type](g.radius,g.height,g.radialSegments,\n",
+       "g.heightSegments,g.openEnded,g.thetaStart,g.thetaLength);break;case &quot;SphereGeometry&quot;:case &quot;SphereBufferGeometry&quot;:h=new ua[g.type](g.radius,g.widthSegments,g.heightSegments,g.phiStart,g.phiLength,g.thetaStart,g.thetaLength);break;case &quot;DodecahedronGeometry&quot;:case &quot;DodecahedronBufferGeometry&quot;:case &quot;IcosahedronGeometry&quot;:case &quot;IcosahedronBufferGeometry&quot;:case &quot;OctahedronGeometry&quot;:case &quot;OctahedronBufferGeometry&quot;:case &quot;TetrahedronGeometry&quot;:case &quot;TetrahedronBufferGeometry&quot;:h=new ua[g.type](g.radius,g.detail);\n",
+       "break;case &quot;RingGeometry&quot;:case &quot;RingBufferGeometry&quot;:h=new ua[g.type](g.innerRadius,g.outerRadius,g.thetaSegments,g.phiSegments,g.thetaStart,g.thetaLength);break;case &quot;TorusGeometry&quot;:case &quot;TorusBufferGeometry&quot;:h=new ua[g.type](g.radius,g.tube,g.radialSegments,g.tubularSegments,g.arc);break;case &quot;TorusKnotGeometry&quot;:case &quot;TorusKnotBufferGeometry&quot;:h=new ua[g.type](g.radius,g.tube,g.tubularSegments,g.radialSegments,g.p,g.q);break;case &quot;TubeGeometry&quot;:case &quot;TubeBufferGeometry&quot;:h=new ua[g.type]((new sh[g.path.type]).fromJSON(g.path),\n",
+       "g.tubularSegments,g.radius,g.radialSegments,g.closed);break;case &quot;LatheGeometry&quot;:case &quot;LatheBufferGeometry&quot;:h=new ua[g.type](g.points,g.segments,g.phiStart,g.phiLength);break;case &quot;PolyhedronGeometry&quot;:case &quot;PolyhedronBufferGeometry&quot;:h=new ua[g.type](g.vertices,g.indices,g.radius,g.details);break;case &quot;ShapeGeometry&quot;:case &quot;ShapeBufferGeometry&quot;: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 &quot;ExtrudeGeometry&quot;:case &quot;ExtrudeBufferGeometry&quot;: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 &quot;BufferGeometry&quot;:case &quot;InstancedBufferGeometry&quot;:h=d.parse(g);break;case &quot;Geometry&quot;:console.error('THREE.ObjectLoader: Loading &quot;Geometry&quot; is not supported anymore.');break;default:console.warn('THREE.ObjectLoader: Unsupported geometry type &quot;'+g.type+'&quot;');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(&quot;MultiMaterial&quot;===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(&quot;number&quot;===typeof a)return a;console.warn(&quot;THREE.ObjectLoader.parseTexture: Constant should be in numeric form.&quot;,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 &quot;image&quot; specified for',\n",
+       "g.uuid);void 0===b[g.image]&&console.warn(&quot;THREE.ObjectLoader: Undefined image&quot;,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(&quot;THREE.ObjectLoader: Undefined geometry&quot;,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(&quot;THREE.ObjectLoader: Undefined material&quot;,f);b.push(c[f])}return b}void 0===c[a]&&console.warn(&quot;THREE.ObjectLoader: Undefined material&quot;,a);return c[a]}}switch(a.type){case &quot;Scene&quot;:var f=new ob;void 0!==a.background&&Number.isInteger(a.background)&&(f.background=new A(a.background));\n",
+       "void 0!==a.fog&&(&quot;Fog&quot;===a.fog.type?f.fog=new Re(a.fog.color,a.fog.near,a.fog.far):&quot;FogExp2&quot;===a.fog.type&&(f.fog=new Qe(a.fog.color,a.fog.density)));break;case &quot;PerspectiveCamera&quot;: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 &quot;OrthographicCamera&quot;: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 &quot;AmbientLight&quot;:f=new mf(a.color,a.intensity);break;case &quot;DirectionalLight&quot;:f=new lf(a.color,a.intensity);break;case &quot;PointLight&quot;:f=new jf(a.color,a.intensity,a.distance,a.decay);break;case &quot;RectAreaLight&quot;:f=new nf(a.color,a.intensity,a.width,a.height);break;case &quot;SpotLight&quot;:f=new hf(a.color,a.intensity,a.distance,a.angle,a.penumbra,a.decay);break;case &quot;HemisphereLight&quot;:f=new ff(a.color,a.groundColor,\n",
+       "a.intensity);break;case &quot;SkinnedMesh&quot;:console.warn(&quot;THREE.ObjectLoader.parseObject() does not support SkinnedMesh yet.&quot;);case &quot;Mesh&quot;:f=d(a.geometry);var g=e(a.material);f=new S(f,g);break;case &quot;InstancedMesh&quot;: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 &quot;LOD&quot;:f=new Rd;break;case &quot;Line&quot;:f=new Ka(d(a.geometry),e(a.material),a.mode);break;case &quot;LineLoop&quot;:f=new We(d(a.geometry),e(a.material));break;case &quot;LineSegments&quot;:f=\n",
+       "new ma(d(a.geometry),e(a.material));break;case &quot;PointCloud&quot;:case &quot;Points&quot;:f=new Pc(d(a.geometry),e(a.material));break;case &quot;Sprite&quot;:f=new Pd(e(a.material));break;case &quot;Group&quot;: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(&quot;LOD&quot;===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(&quot;uuid&quot;,\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=&quot;&quot;);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(&quot;&quot;);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(&quot;\\n&quot;===k)g=0,h-=f;else{var n=k;k=d;var p=g,t=h,r=b,q=r.glyphs[n]||r.glyphs[&quot;?&quot;];if(q){n=new Bg;if(q.o){r=q._cachedOutline||(q._cachedOutline=q.o.split(&quot; &quot;));for(var v=0,y=r.length;v<y;)switch(r[v++]){case &quot;m&quot;:var w=r[v++]*k+p;var z=r[v++]*k+t;n.moveTo(w,z);break;\n",
+       "case &quot;l&quot;:w=r[v++]*k+p;z=r[v++]*k+t;n.lineTo(w,z);break;case &quot;q&quot;: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 &quot;b&quot;: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 &quot;'+n+'&quot; does not exists in font family '+r.familyName+&quot;.&quot;),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(&quot;THREE.FontLoader: typeface.js support is being deprecated. Use typeface.json instead.&quot;),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(&quot;arraybuffer&quot;);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=(&quot;undefined&quot;===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=(&quot;undefined&quot;===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=&quot;audioNode&quot;;this.source=a;this.connect();return this},setMediaElementSource:function(a){this.hasPlaybackControl=!1;this.sourceType=&quot;mediaNode&quot;;this.source=this.context.createMediaElementSource(a);this.connect();return this},setMediaStreamSource:function(a){this.hasPlaybackControl=!1;this.sourceType=\n",
+       "&quot;mediaStreamNode&quot;;this.source=this.context.createMediaStreamSource(a);this.connect();return this},setBuffer:function(a){this.buffer=a;this.sourceType=&quot;buffer&quot;;this.autoplay&&this.play();return this},play:function(a){void 0===a&&(a=0);if(!0===this.isPlaying)console.warn(&quot;THREE.Audio: Audio is already playing.&quot;);else if(!1===this.hasPlaybackControl)console.warn(&quot;THREE.Audio: this Audio has no playback control.&quot;);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(&quot;THREE.Audio: this Audio has no playback control.&quot;);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(&quot;THREE.Audio: this Audio has no playback control.&quot;);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(&quot;THREE.Audio: this Audio has no playback control.&quot;);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(&quot;THREE.Audio: this Audio has no playback control.&quot;),!1):this.loop},setLoop:function(a){if(!1===this.hasPlaybackControl)console.warn(&quot;THREE.Audio: this Audio has no playback control.&quot;);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=&quot;[^&quot;+&quot;\\\\[\\\\]\\\\.:\\\\/&quot;.replace(&quot;\\\\.&quot;,&quot;&quot;)+&quot;]&quot;,hl=/((?:WC+[\\/:])*)/.source.replace(&quot;WC&quot;,&quot;[^\\\\[\\\\]\\\\.:\\\\/]&quot;),il=/(WCOD+)?/.source.replace(&quot;WCOD&quot;,gl),\n",
+       "jl=/(?:\\.(WC+)(?:\\[(.+)\\])?)?/.source.replace(&quot;WC&quot;,&quot;[^\\\\[\\\\]\\\\.:\\\\/]&quot;),kl=/\\.(WC+)(?:\\[(.+)\\])?/.source.replace(&quot;WC&quot;,&quot;[^\\\\[\\\\]\\\\.:\\\\/]&quot;),ll=new RegExp(&quot;^&quot;+hl+il+jl+kl+&quot;$&quot;),ml=[&quot;material&quot;,&quot;materials&quot;,&quot;bones&quot;];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,&quot;_&quot;).replace(fl,&quot;&quot;)},parseTrackName:function(a){var b=ll.exec(a);if(!b)throw Error(&quot;PropertyBinding: Cannot parse trackName: &quot;+\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(&quot;.&quot;);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(&quot;PropertyBinding: can not parse propertyName from trackName: &quot;+a);return b},findNode:function(a,b){if(!b||&quot;&quot;===b||&quot;.&quot;===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 &quot;materials&quot;:if(!a.material){console.error(&quot;THREE.PropertyBinding: Can not bind to material as node does not have a material.&quot;,this);return}if(!a.material.materials){console.error(&quot;THREE.PropertyBinding: Can not bind to material.materials as node.material does not have a materials array.&quot;,this);return}a=a.material.materials;\n",
+       "break;case &quot;bones&quot;:if(!a.skeleton){console.error(&quot;THREE.PropertyBinding: Can not bind to bones as node does not have a skeleton.&quot;,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(&quot;THREE.PropertyBinding: Can not bind to objectName of node undefined.&quot;,this);return}a=a[c]}if(void 0!==f){if(void 0===a[f]){console.error(&quot;THREE.PropertyBinding: Trying to bind to objectIndex of objectName, but is undefined.&quot;,this,a);return}a=\n",
+       "a[f]}}f=a[d];if(void 0===f)console.error(&quot;THREE.PropertyBinding: Trying to update property for track: &quot;+b.nodeName+&quot;.&quot;+d+&quot; but it wasn't found.&quot;,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(&quot;morphTargetInfluences&quot;===d){if(!a.geometry){console.error(&quot;THREE.PropertyBinding: Can not bind to morphTargetInfluences because node does not have a geometry.&quot;,\n",
+       "this);return}if(a.geometry.isBufferGeometry){if(!a.geometry.morphAttributes){console.error(&quot;THREE.PropertyBinding: Can not bind to morphTargetInfluences because node does not have a geometry.morphAttributes.&quot;,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(&quot;THREE.PropertyBinding: Can not bind to morphTargetInfluences because node does not have a geometry.morphTargets.&quot;,\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(&quot;THREE.PropertyBinding: Trying to update node for track: &quot;+\n",
+       "this.path+&quot; but it wasn't found.&quot;)},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(&quot;THREE.AnimationObjectGroup: Different objects with the same UUID detected. Clean the caches or recreate your infrastructure when reloading scenes.&quot;)}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:&quot;finished&quot;,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:&quot;finished&quot;,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:&quot;loop&quot;,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=&quot;string&quot;===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=&quot;string&quot;===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(&quot;THREE.Raycaster: Unsupported camera type.&quot;)},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(&quot;THREE.Raycaster.intersectObjects: objects is not an Array.&quot;),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(&quot;THREE.Box2: .getCenter() target is now required&quot;),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(&quot;THREE.Box2: .getSize() target is now required&quot;),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(&quot;THREE.Box2: .getParameter() target is now required&quot;),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(&quot;THREE.Box2: .clampPoint() target is now required&quot;),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(&quot;THREE.Line3: .getCenter() target is now required&quot;),a=new n);return a.addVectors(this.start,this.end).multiplyScalar(.5)},\n",
+       "delta:function(a){void 0===a&&(console.warn(&quot;THREE.Line3: .delta() target is now required&quot;),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(&quot;THREE.Line3: .at() target is now required&quot;),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(&quot;THREE.Line3: .closestPointToPoint() target is now required&quot;),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(&quot;position&quot;);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(&quot;position&quot;).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(&quot;color&quot;);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(&quot;c&quot;,b,a,ja,0,0,-1);na(&quot;t&quot;,b,a,ja,0,0,1);na(&quot;n1&quot;,b,a,ja,-1,-1,-1);na(&quot;n2&quot;,b,a,ja,1,-1,-1);na(&quot;n3&quot;,b,a,ja,-1,1,-1);na(&quot;n4&quot;,b,a,ja,1,1,-1);na(&quot;f1&quot;,b,a,ja,\n",
+       "-1,-1,1);na(&quot;f2&quot;,b,a,ja,1,-1,1);na(&quot;f3&quot;,b,a,ja,-1,1,1);na(&quot;f4&quot;,b,a,ja,1,1,1);na(&quot;u1&quot;,b,a,ja,.7,1.1,-1);na(&quot;u2&quot;,b,a,ja,-.7,1.1,-1);na(&quot;u3&quot;,b,a,ja,0,2,-1);na(&quot;cf1&quot;,b,a,ja,-1,0,1);na(&quot;cf2&quot;,b,a,ja,1,0,1);na(&quot;cf3&quot;,b,a,ja,0,-1,1);na(&quot;cf4&quot;,b,a,ja,0,1,1);na(&quot;cn1&quot;,b,a,ja,-1,0,-1);na(&quot;cn2&quot;,b,a,ja,1,0,-1);na(&quot;cn3&quot;,b,a,ja,0,-1,-1);na(&quot;cn4&quot;,b,a,ja,0,1,-1);a.getAttribute(&quot;position&quot;).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(&quot;THREE.BoxHelper: .update() has no longer arguments.&quot;);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:&quot;\\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&quot;+Zg()+&quot;\\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&quot;,\n",
+       "blending:0,depthTest:!1,depthWrite:!1});a.type=&quot;SphericalGaussianBlur&quot;;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(&quot;position&quot;,new M(f,3));h.setAttribute(&quot;uv&quot;,new M(g,2));h.setAttribute(&quot;faceIndex&quot;,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(&quot;THREE.Curve.create() has been deprecated&quot;);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(&quot;THREE.CurvePath: .createPointsGeometry() has been removed. Use new THREE.Geometry().setFromPoints( points ) instead.&quot;);\n",
+       "a=this.getPoints(a);return this.createGeometry(a)},createSpacedPointsGeometry:function(a){console.warn(&quot;THREE.CurvePath: .createSpacedPointsGeometry() has been removed. Use new THREE.Geometry().setFromPoints( points ) instead.&quot;);a=this.getSpacedPoints(a);return this.createGeometry(a)},createGeometry:function(a){console.warn(&quot;THREE.CurvePath: .createGeometry() has been removed. Use new THREE.Geometry().setFromPoints( points ) instead.&quot;);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($a.prototype,{fromPoints:function(a){console.warn(&quot;THREE.Path: .fromPoints() has been renamed to .setFromPoints().&quot;);return this.setFromPoints(a)}});Fi.prototype=Object.create(pa.prototype);Gi.prototype=Object.create(pa.prototype);$g.prototype=Object.create(pa.prototype);Object.assign($g.prototype,{initFromArray:function(){console.error(&quot;THREE.Spline: .initFromArray() has been removed.&quot;)},getControlPointsArray:function(){console.error(&quot;THREE.Spline: .getControlPointsArray() has been removed.&quot;)},\n",
+       "reparametrizeByArcLength:function(){console.error(&quot;THREE.Spline: .reparametrizeByArcLength() has been removed.&quot;)}});wf.prototype.setColors=function(){console.error(&quot;THREE.GridHelper: setColors() has been deprecated, pass them in the constructor instead.&quot;)};rc.prototype.update=function(){console.error(&quot;THREE.SkeletonHelper: update() no longer needs to be called.&quot;)};Object.assign(W.prototype,{extractUrlBase:function(a){console.warn(&quot;THREE.Loader: .extractUrlBase() has been deprecated. Use THREE.LoaderUtils.extractUrlBase() instead.&quot;);\n",
+       "return th.extractUrlBase(a)}});W.Handlers={add:function(){console.error(&quot;THREE.Loader: Handlers.add() has been removed. Use LoadingManager.addHandler() instead.&quot;)},get:function(){console.error(&quot;THREE.Loader: Handlers.get() has been removed. Use LoadingManager.getHandler() instead.&quot;)}};Object.assign(sf.prototype,{setTexturePath:function(a){console.warn(&quot;THREE.ObjectLoader: .setTexturePath() has been renamed to .setResourcePath().&quot;);return this.setResourcePath(a)}});Object.assign(Qg.prototype,{center:function(a){console.warn(&quot;THREE.Box2: .center() has been renamed to .getCenter().&quot;);\n",
+       "return this.getCenter(a)},empty:function(){console.warn(&quot;THREE.Box2: .empty() has been renamed to .isEmpty().&quot;);return this.isEmpty()},isIntersectionBox:function(a){console.warn(&quot;THREE.Box2: .isIntersectionBox() has been renamed to .intersectsBox().&quot;);return this.intersectsBox(a)},size:function(a){console.warn(&quot;THREE.Box2: .size() has been renamed to .getSize().&quot;);return this.getSize(a)}});Object.assign(Sa.prototype,{center:function(a){console.warn(&quot;THREE.Box3: .center() has been renamed to .getCenter().&quot;);\n",
+       "return this.getCenter(a)},empty:function(){console.warn(&quot;THREE.Box3: .empty() has been renamed to .isEmpty().&quot;);return this.isEmpty()},isIntersectionBox:function(a){console.warn(&quot;THREE.Box3: .isIntersectionBox() has been renamed to .intersectsBox().&quot;);return this.intersectsBox(a)},isIntersectionSphere:function(a){console.warn(&quot;THREE.Box3: .isIntersectionSphere() has been renamed to .intersectsSphere().&quot;);return this.intersectsSphere(a)},size:function(a){console.warn(&quot;THREE.Box3: .size() has been renamed to .getSize().&quot;);\n",
+       "return this.getSize(a)}});Hc.prototype.setFromMatrix=function(a){console.warn(&quot;THREE.Frustum: .setFromMatrix() has been renamed to .setFromProjectionMatrix().&quot;);return this.setFromProjectionMatrix(a)};Rg.prototype.center=function(a){console.warn(&quot;THREE.Line3: .center() has been renamed to .getCenter().&quot;);return this.getCenter(a)};Object.assign(L,{random16:function(){console.warn(&quot;THREE.Math: .random16() has been deprecated. Use Math.random() instead.&quot;);return Math.random()},nearestPowerOfTwo:function(a){console.warn(&quot;THREE.Math: .nearestPowerOfTwo() has been renamed to .floorPowerOfTwo().&quot;);\n",
+       "return L.floorPowerOfTwo(a)},nextPowerOfTwo:function(a){console.warn(&quot;THREE.Math: .nextPowerOfTwo() has been renamed to .ceilPowerOfTwo().&quot;);return L.ceilPowerOfTwo(a)}});Object.assign(wa.prototype,{flattenToArrayOffset:function(a,b){console.warn(&quot;THREE.Matrix3: .flattenToArrayOffset() has been deprecated. Use .toArray() instead.&quot;);return this.toArray(a,b)},multiplyVector3:function(a){console.warn(&quot;THREE.Matrix3: .multiplyVector3() has been removed. Use vector.applyMatrix3( matrix ) instead.&quot;);return a.applyMatrix3(this)},\n",
+       "multiplyVector3Array:function(){console.error(&quot;THREE.Matrix3: .multiplyVector3Array() has been removed.&quot;)},applyToBufferAttribute:function(a){console.warn(&quot;THREE.Matrix3: .applyToBufferAttribute() has been removed. Use attribute.applyMatrix3( matrix ) instead.&quot;);return a.applyMatrix3(this)},applyToVector3Array:function(){console.error(&quot;THREE.Matrix3: .applyToVector3Array() has been removed.&quot;)}});Object.assign(P.prototype,{extractPosition:function(a){console.warn(&quot;THREE.Matrix4: .extractPosition() has been renamed to .copyPosition().&quot;);\n",
+       "return this.copyPosition(a)},flattenToArrayOffset:function(a,b){console.warn(&quot;THREE.Matrix4: .flattenToArrayOffset() has been deprecated. Use .toArray() instead.&quot;);return this.toArray(a,b)},getPosition:function(){console.warn(&quot;THREE.Matrix4: .getPosition() has been removed. Use Vector3.setFromMatrixPosition( matrix ) instead.&quot;);return(new n).setFromMatrixColumn(this,3)},setRotationFromQuaternion:function(a){console.warn(&quot;THREE.Matrix4: .setRotationFromQuaternion() has been renamed to .makeRotationFromQuaternion().&quot;);\n",
+       "return this.makeRotationFromQuaternion(a)},multiplyToArray:function(){console.warn(&quot;THREE.Matrix4: .multiplyToArray() has been removed.&quot;)},multiplyVector3:function(a){console.warn(&quot;THREE.Matrix4: .multiplyVector3() has been removed. Use vector.applyMatrix4( matrix ) instead.&quot;);return a.applyMatrix4(this)},multiplyVector4:function(a){console.warn(&quot;THREE.Matrix4: .multiplyVector4() has been removed. Use vector.applyMatrix4( matrix ) instead.&quot;);return a.applyMatrix4(this)},multiplyVector3Array:function(){console.error(&quot;THREE.Matrix4: .multiplyVector3Array() has been removed.&quot;)},\n",
+       "rotateAxis:function(a){console.warn(&quot;THREE.Matrix4: .rotateAxis() has been removed. Use Vector3.transformDirection( matrix ) instead.&quot;);a.transformDirection(this)},crossVector:function(a){console.warn(&quot;THREE.Matrix4: .crossVector() has been removed. Use vector.applyMatrix4( matrix ) instead.&quot;);return a.applyMatrix4(this)},translate:function(){console.error(&quot;THREE.Matrix4: .translate() has been removed.&quot;)},rotateX:function(){console.error(&quot;THREE.Matrix4: .rotateX() has been removed.&quot;)},rotateY:function(){console.error(&quot;THREE.Matrix4: .rotateY() has been removed.&quot;)},\n",
+       "rotateZ:function(){console.error(&quot;THREE.Matrix4: .rotateZ() has been removed.&quot;)},rotateByAxis:function(){console.error(&quot;THREE.Matrix4: .rotateByAxis() has been removed.&quot;)},applyToBufferAttribute:function(a){console.warn(&quot;THREE.Matrix4: .applyToBufferAttribute() has been removed. Use attribute.applyMatrix4( matrix ) instead.&quot;);return a.applyMatrix4(this)},applyToVector3Array:function(){console.error(&quot;THREE.Matrix4: .applyToVector3Array() has been removed.&quot;)},makeFrustum:function(a,b,c,d,e,f){console.warn(&quot;THREE.Matrix4: .makeFrustum() has been removed. Use .makePerspective( left, right, top, bottom, near, far ) instead.&quot;);\n",
+       "return this.makePerspective(a,b,d,c,e,f)}});Ta.prototype.isIntersectionLine=function(a){console.warn(&quot;THREE.Plane: .isIntersectionLine() has been renamed to .intersectsLine().&quot;);return this.intersectsLine(a)};Aa.prototype.multiplyVector3=function(a){console.warn(&quot;THREE.Quaternion: .multiplyVector3() has been removed. Use is now vector.applyQuaternion( quaternion ) instead.&quot;);return a.applyQuaternion(this)};Object.assign(Vb.prototype,{isIntersectionBox:function(a){console.warn(&quot;THREE.Ray: .isIntersectionBox() has been renamed to .intersectsBox().&quot;);\n",
+       "return this.intersectsBox(a)},isIntersectionPlane:function(a){console.warn(&quot;THREE.Ray: .isIntersectionPlane() has been renamed to .intersectsPlane().&quot;);return this.intersectsPlane(a)},isIntersectionSphere:function(a){console.warn(&quot;THREE.Ray: .isIntersectionSphere() has been renamed to .intersectsSphere().&quot;);return this.intersectsSphere(a)}});Object.assign(oa.prototype,{area:function(){console.warn(&quot;THREE.Triangle: .area() has been renamed to .getArea().&quot;);return this.getArea()},barycoordFromPoint:function(a,\n",
+       "b){console.warn(&quot;THREE.Triangle: .barycoordFromPoint() has been renamed to .getBarycoord().&quot;);return this.getBarycoord(a,b)},midpoint:function(a){console.warn(&quot;THREE.Triangle: .midpoint() has been renamed to .getMidpoint().&quot;);return this.getMidpoint(a)},normal:function(a){console.warn(&quot;THREE.Triangle: .normal() has been renamed to .getNormal().&quot;);return this.getNormal(a)},plane:function(a){console.warn(&quot;THREE.Triangle: .plane() has been renamed to .getPlane().&quot;);return this.getPlane(a)}});Object.assign(oa,\n",
+       "{barycoordFromPoint:function(a,b,c,d,e){console.warn(&quot;THREE.Triangle: .barycoordFromPoint() has been renamed to .getBarycoord().&quot;);return oa.getBarycoord(a,b,c,d,e)},normal:function(a,b,c,d){console.warn(&quot;THREE.Triangle: .normal() has been renamed to .getNormal().&quot;);return oa.getNormal(a,b,c,d)}});Object.assign(Kb.prototype,{extractAllPoints:function(a){console.warn(&quot;THREE.Shape: .extractAllPoints() has been removed. Use .extractPoints() instead.&quot;);return this.extractPoints(a)},extrude:function(a){console.warn(&quot;THREE.Shape: .extrude() has been removed. Use ExtrudeGeometry() instead.&quot;);\n",
+       "return new fc(this,a)},makeGeometry:function(a){console.warn(&quot;THREE.Shape: .makeGeometry() has been removed. Use ShapeGeometry() instead.&quot;);return new hc(this,a)}});Object.assign(t.prototype,{fromAttribute:function(a,b,c){console.warn(&quot;THREE.Vector2: .fromAttribute() has been renamed to .fromBufferAttribute().&quot;);return this.fromBufferAttribute(a,b,c)},distanceToManhattan:function(a){console.warn(&quot;THREE.Vector2: .distanceToManhattan() has been renamed to .manhattanDistanceTo().&quot;);return this.manhattanDistanceTo(a)},\n",
+       "lengthManhattan:function(){console.warn(&quot;THREE.Vector2: .lengthManhattan() has been renamed to .manhattanLength().&quot;);return this.manhattanLength()}});Object.assign(n.prototype,{setEulerFromRotationMatrix:function(){console.error(&quot;THREE.Vector3: .setEulerFromRotationMatrix() has been removed. Use Euler.setFromRotationMatrix() instead.&quot;)},setEulerFromQuaternion:function(){console.error(&quot;THREE.Vector3: .setEulerFromQuaternion() has been removed. Use Euler.setFromQuaternion() instead.&quot;)},getPositionFromMatrix:function(a){console.warn(&quot;THREE.Vector3: .getPositionFromMatrix() has been renamed to .setFromMatrixPosition().&quot;);\n",
+       "return this.setFromMatrixPosition(a)},getScaleFromMatrix:function(a){console.warn(&quot;THREE.Vector3: .getScaleFromMatrix() has been renamed to .setFromMatrixScale().&quot;);return this.setFromMatrixScale(a)},getColumnFromMatrix:function(a,b){console.warn(&quot;THREE.Vector3: .getColumnFromMatrix() has been renamed to .setFromMatrixColumn().&quot;);return this.setFromMatrixColumn(b,a)},applyProjection:function(a){console.warn(&quot;THREE.Vector3: .applyProjection() has been removed. Use .applyMatrix4( m ) instead.&quot;);return this.applyMatrix4(a)},\n",
+       "fromAttribute:function(a,b,c){console.warn(&quot;THREE.Vector3: .fromAttribute() has been renamed to .fromBufferAttribute().&quot;);return this.fromBufferAttribute(a,b,c)},distanceToManhattan:function(a){console.warn(&quot;THREE.Vector3: .distanceToManhattan() has been renamed to .manhattanDistanceTo().&quot;);return this.manhattanDistanceTo(a)},lengthManhattan:function(){console.warn(&quot;THREE.Vector3: .lengthManhattan() has been renamed to .manhattanLength().&quot;);return this.manhattanLength()}});Object.assign(ka.prototype,\n",
+       "{fromAttribute:function(a,b,c){console.warn(&quot;THREE.Vector4: .fromAttribute() has been renamed to .fromBufferAttribute().&quot;);return this.fromBufferAttribute(a,b,c)},lengthManhattan:function(){console.warn(&quot;THREE.Vector4: .lengthManhattan() has been renamed to .manhattanLength().&quot;);return this.manhattanLength()}});Object.assign(N.prototype,{computeTangents:function(){console.error(&quot;THREE.Geometry: .computeTangents() has been removed.&quot;)},computeLineDistances:function(){console.error(&quot;THREE.Geometry: .computeLineDistances() has been removed. Use THREE.Line.computeLineDistances() instead.&quot;)},\n",
+       "applyMatrix:function(a){console.warn(&quot;THREE.Geometry: .applyMatrix() has been renamed to .applyMatrix4().&quot;);return this.applyMatrix4(a)}});Object.assign(F.prototype,{getChildByName:function(a){console.warn(&quot;THREE.Object3D: .getChildByName() has been renamed to .getObjectByName().&quot;);return this.getObjectByName(a)},renderDepth:function(){console.warn(&quot;THREE.Object3D: .renderDepth has been removed. Use .renderOrder, instead.&quot;)},translate:function(a,b){console.warn(&quot;THREE.Object3D: .translate() has been removed. Use .translateOnAxis( axis, distance ) instead.&quot;);\n",
+       "return this.translateOnAxis(b,a)},getWorldRotation:function(){console.error(&quot;THREE.Object3D: .getWorldRotation() has been removed. Use THREE.Object3D.getWorldQuaternion( target ) instead.&quot;)},applyMatrix:function(a){console.warn(&quot;THREE.Object3D: .applyMatrix() has been renamed to .applyMatrix4().&quot;);return this.applyMatrix4(a)}});Object.defineProperties(F.prototype,{eulerOrder:{get:function(){console.warn(&quot;THREE.Object3D: .eulerOrder is now .rotation.order.&quot;);return this.rotation.order},set:function(a){console.warn(&quot;THREE.Object3D: .eulerOrder is now .rotation.order.&quot;);\n",
+       "this.rotation.order=a}},useQuaternion:{get:function(){console.warn(&quot;THREE.Object3D: .useQuaternion has been removed. The library now uses quaternions by default.&quot;)},set:function(){console.warn(&quot;THREE.Object3D: .useQuaternion has been removed. The library now uses quaternions by default.&quot;)}}});Object.assign(S.prototype,{setDrawMode:function(){console.error(&quot;THREE.Mesh: .setDrawMode() has been removed. The renderer now always assumes THREE.TrianglesDrawMode. Transform your geometry via BufferGeometryUtils.toTrianglesDrawMode() if necessary.&quot;)}});\n",
+       "Object.defineProperties(S.prototype,{drawMode:{get:function(){console.error(&quot;THREE.Mesh: .drawMode has been removed. The renderer now always assumes THREE.TrianglesDrawMode.&quot;);return 0},set:function(){console.error(&quot;THREE.Mesh: .drawMode has been removed. The renderer now always assumes THREE.TrianglesDrawMode. Transform your geometry via BufferGeometryUtils.toTrianglesDrawMode() if necessary.&quot;)}}});Object.defineProperties(Rd.prototype,{objects:{get:function(){console.warn(&quot;THREE.LOD: .objects has been renamed to .levels.&quot;);\n",
+       "return this.levels}}});Object.defineProperty(Ue.prototype,&quot;useVertexTexture&quot;,{get:function(){console.warn(&quot;THREE.Skeleton: useVertexTexture has been removed.&quot;)},set:function(){console.warn(&quot;THREE.Skeleton: useVertexTexture has been removed.&quot;)}});Te.prototype.initBones=function(){console.error(&quot;THREE.SkinnedMesh: initBones() has been removed.&quot;)};Object.defineProperty(G.prototype,&quot;__arcLengthDivisions&quot;,{get:function(){console.warn(&quot;THREE.Curve: .__arcLengthDivisions is now .arcLengthDivisions.&quot;);return this.arcLengthDivisions},\n",
+       "set:function(a){console.warn(&quot;THREE.Curve: .__arcLengthDivisions is now .arcLengthDivisions.&quot;);this.arcLengthDivisions=a}});aa.prototype.setLens=function(a,b){console.warn(&quot;THREE.PerspectiveCamera.setLens is deprecated. Use .setFocalLength and .filmGauge for a photographic setup.&quot;);void 0!==b&&(this.filmGauge=b);this.setFocalLength(a)};Object.defineProperties(da.prototype,{onlyShadow:{set:function(){console.warn(&quot;THREE.Light: .onlyShadow has been removed.&quot;)}},shadowCameraFov:{set:function(a){console.warn(&quot;THREE.Light: .shadowCameraFov is now .shadow.camera.fov.&quot;);\n",
+       "this.shadow.camera.fov=a}},shadowCameraLeft:{set:function(a){console.warn(&quot;THREE.Light: .shadowCameraLeft is now .shadow.camera.left.&quot;);this.shadow.camera.left=a}},shadowCameraRight:{set:function(a){console.warn(&quot;THREE.Light: .shadowCameraRight is now .shadow.camera.right.&quot;);this.shadow.camera.right=a}},shadowCameraTop:{set:function(a){console.warn(&quot;THREE.Light: .shadowCameraTop is now .shadow.camera.top.&quot;);this.shadow.camera.top=a}},shadowCameraBottom:{set:function(a){console.warn(&quot;THREE.Light: .shadowCameraBottom is now .shadow.camera.bottom.&quot;);\n",
+       "this.shadow.camera.bottom=a}},shadowCameraNear:{set:function(a){console.warn(&quot;THREE.Light: .shadowCameraNear is now .shadow.camera.near.&quot;);this.shadow.camera.near=a}},shadowCameraFar:{set:function(a){console.warn(&quot;THREE.Light: .shadowCameraFar is now .shadow.camera.far.&quot;);this.shadow.camera.far=a}},shadowCameraVisible:{set:function(){console.warn(&quot;THREE.Light: .shadowCameraVisible has been removed. Use new THREE.CameraHelper( light.shadow.camera ) instead.&quot;)}},shadowBias:{set:function(a){console.warn(&quot;THREE.Light: .shadowBias is now .shadow.bias.&quot;);\n",
+       "this.shadow.bias=a}},shadowDarkness:{set:function(){console.warn(&quot;THREE.Light: .shadowDarkness has been removed.&quot;)}},shadowMapWidth:{set:function(a){console.warn(&quot;THREE.Light: .shadowMapWidth is now .shadow.mapSize.width.&quot;);this.shadow.mapSize.width=a}},shadowMapHeight:{set:function(a){console.warn(&quot;THREE.Light: .shadowMapHeight is now .shadow.mapSize.height.&quot;);this.shadow.mapSize.height=a}}});Object.defineProperties(M.prototype,{length:{get:function(){console.warn(&quot;THREE.BufferAttribute: .length has been deprecated. Use .count instead.&quot;);\n",
+       "return this.array.length}},dynamic:{get:function(){console.warn(&quot;THREE.BufferAttribute: .dynamic has been deprecated. Use .usage instead.&quot;);return 35048===this.usage},set:function(){console.warn(&quot;THREE.BufferAttribute: .dynamic has been deprecated. Use .usage instead.&quot;);this.setUsage(35048)}}});Object.assign(M.prototype,{setDynamic:function(a){console.warn(&quot;THREE.BufferAttribute: .setDynamic() has been deprecated. Use .setUsage() instead.&quot;);this.setUsage(!0===a?35048:35044);return this},copyIndicesArray:function(){console.error(&quot;THREE.BufferAttribute: .copyIndicesArray() has been removed.&quot;)},\n",
+       "setArray:function(){console.error(&quot;THREE.BufferAttribute: .setArray has been removed. Use BufferGeometry .setAttribute to replace/resize attribute buffers&quot;)}});Object.assign(C.prototype,{addIndex:function(a){console.warn(&quot;THREE.BufferGeometry: .addIndex() has been renamed to .setIndex().&quot;);this.setIndex(a)},addAttribute:function(a,b,c){console.warn(&quot;THREE.BufferGeometry: .addAttribute() has been renamed to .setAttribute().&quot;);return b&&b.isBufferAttribute||b&&b.isInterleavedBufferAttribute?&quot;index&quot;===\n",
+       "a?(console.warn(&quot;THREE.BufferGeometry.addAttribute: Use .setIndex() for index attribute.&quot;),this.setIndex(b),this):this.setAttribute(a,b):(console.warn(&quot;THREE.BufferGeometry: .addAttribute() now expects ( name, attribute ).&quot;),this.setAttribute(a,new M(b,c)))},addDrawCall:function(a,b,c){void 0!==c&&console.warn(&quot;THREE.BufferGeometry: .addDrawCall() no longer supports indexOffset.&quot;);console.warn(&quot;THREE.BufferGeometry: .addDrawCall() is now .addGroup().&quot;);this.addGroup(a,b)},clearDrawCalls:function(){console.warn(&quot;THREE.BufferGeometry: .clearDrawCalls() is now .clearGroups().&quot;);\n",
+       "this.clearGroups()},computeTangents:function(){console.warn(&quot;THREE.BufferGeometry: .computeTangents() has been removed.&quot;)},computeOffsets:function(){console.warn(&quot;THREE.BufferGeometry: .computeOffsets() has been removed.&quot;)},removeAttribute:function(a){console.warn(&quot;THREE.BufferGeometry: .removeAttribute() has been renamed to .deleteAttribute().&quot;);return this.deleteAttribute(a)},applyMatrix:function(a){console.warn(&quot;THREE.BufferGeometry: .applyMatrix() has been renamed to .applyMatrix4().&quot;);return this.applyMatrix4(a)}});\n",
+       "Object.defineProperties(C.prototype,{drawcalls:{get:function(){console.error(&quot;THREE.BufferGeometry: .drawcalls has been renamed to .groups.&quot;);return this.groups}},offsets:{get:function(){console.warn(&quot;THREE.BufferGeometry: .offsets has been renamed to .groups.&quot;);return this.groups}}});Object.defineProperties(Og.prototype,{linePrecision:{get:function(){console.warn(&quot;THREE.Raycaster: .linePrecision has been deprecated. Use .params.Line.threshold instead.&quot;);return this.params.Line.threshold},set:function(a){console.warn(&quot;THREE.Raycaster: .linePrecision has been deprecated. Use .params.Line.threshold instead.&quot;);\n",
+       "this.params.Line.threshold=a}}});Object.defineProperties(rb.prototype,{dynamic:{get:function(){console.warn(&quot;THREE.InterleavedBuffer: .length has been deprecated. Use .usage instead.&quot;);return 35048===this.usage},set:function(a){console.warn(&quot;THREE.InterleavedBuffer: .length has been deprecated. Use .usage instead.&quot;);this.setUsage(a)}}});Object.assign(rb.prototype,{setDynamic:function(a){console.warn(&quot;THREE.InterleavedBuffer: .setDynamic() has been deprecated. Use .setUsage() instead.&quot;);this.setUsage(!0===\n",
+       "a?35048:35044);return this},setArray:function(){console.error(&quot;THREE.InterleavedBuffer: .setArray has been removed. Use BufferGeometry .setAttribute to replace/resize attribute buffers&quot;)}});Object.assign(fb.prototype,{getArrays:function(){console.error(&quot;THREE.ExtrudeBufferGeometry: .getArrays() has been removed.&quot;)},addShapeList:function(){console.error(&quot;THREE.ExtrudeBufferGeometry: .addShapeList() has been removed.&quot;)},addShape:function(){console.error(&quot;THREE.ExtrudeBufferGeometry: .addShape() has been removed.&quot;)}});\n",
+       "Object.defineProperties(vf.prototype,{dynamic:{set:function(){console.warn(&quot;THREE.Uniform: .dynamic has been removed. Use object.onBeforeRender() instead.&quot;)}},onUpdate:{value:function(){console.warn(&quot;THREE.Uniform: .onUpdate() has been removed. Use object.onBeforeRender() instead.&quot;);return this}}});Object.defineProperties(K.prototype,{wrapAround:{get:function(){console.warn(&quot;THREE.Material: .wrapAround has been removed.&quot;)},set:function(){console.warn(&quot;THREE.Material: .wrapAround has been removed.&quot;)}},\n",
+       "overdraw:{get:function(){console.warn(&quot;THREE.Material: .overdraw has been removed.&quot;)},set:function(){console.warn(&quot;THREE.Material: .overdraw has been removed.&quot;)}},wrapRGB:{get:function(){console.warn(&quot;THREE.Material: .wrapRGB has been removed.&quot;);return new A}},shading:{get:function(){console.error(&quot;THREE.&quot;+this.type+&quot;: .shading has been removed. Use the boolean .flatShading instead.&quot;)},set:function(a){console.warn(&quot;THREE.&quot;+this.type+&quot;: .shading has been removed. Use the boolean .flatShading instead.&quot;);\n",
+       "this.flatShading=1===a}},stencilMask:{get:function(){console.warn(&quot;THREE.&quot;+this.type+&quot;: .stencilMask has been removed. Use .stencilFuncMask instead.&quot;);return this.stencilFuncMask},set:function(a){console.warn(&quot;THREE.&quot;+this.type+&quot;: .stencilMask has been removed. Use .stencilFuncMask instead.&quot;);this.stencilFuncMask=a}}});Object.defineProperties(Jb.prototype,{metal:{get:function(){console.warn(&quot;THREE.MeshPhongMaterial: .metal has been removed. Use THREE.MeshStandardMaterial instead.&quot;);return!1},set:function(){console.warn(&quot;THREE.MeshPhongMaterial: .metal has been removed. Use THREE.MeshStandardMaterial instead&quot;)}}});\n",
+       "Object.defineProperties(Ba.prototype,{derivatives:{get:function(){console.warn(&quot;THREE.ShaderMaterial: .derivatives has been moved to .extensions.derivatives.&quot;);return this.extensions.derivatives},set:function(a){console.warn(&quot;THREE. ShaderMaterial: .derivatives has been moved to .extensions.derivatives.&quot;);this.extensions.derivatives=a}}});Object.assign(og.prototype,{clearTarget:function(a,b,c,d){console.warn(&quot;THREE.WebGLRenderer: .clearTarget() has been deprecated. Use .setRenderTarget() and .clear() instead.&quot;);\n",
+       "this.setRenderTarget(a);this.clear(b,c,d)},animate:function(a){console.warn(&quot;THREE.WebGLRenderer: .animate() is now .setAnimationLoop().&quot;);this.setAnimationLoop(a)},getCurrentRenderTarget:function(){console.warn(&quot;THREE.WebGLRenderer: .getCurrentRenderTarget() is now .getRenderTarget().&quot;);return this.getRenderTarget()},getMaxAnisotropy:function(){console.warn(&quot;THREE.WebGLRenderer: .getMaxAnisotropy() is now .capabilities.getMaxAnisotropy().&quot;);return this.capabilities.getMaxAnisotropy()},getPrecision:function(){console.warn(&quot;THREE.WebGLRenderer: .getPrecision() is now .capabilities.precision.&quot;);\n",
+       "return this.capabilities.precision},resetGLState:function(){console.warn(&quot;THREE.WebGLRenderer: .resetGLState() is now .state.reset().&quot;);return this.state.reset()},supportsFloatTextures:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsFloatTextures() is now .extensions.get( 'OES_texture_float' ).&quot;);return this.extensions.get(&quot;OES_texture_float&quot;)},supportsHalfFloatTextures:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsHalfFloatTextures() is now .extensions.get( 'OES_texture_half_float' ).&quot;);\n",
+       "return this.extensions.get(&quot;OES_texture_half_float&quot;)},supportsStandardDerivatives:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsStandardDerivatives() is now .extensions.get( 'OES_standard_derivatives' ).&quot;);return this.extensions.get(&quot;OES_standard_derivatives&quot;)},supportsCompressedTextureS3TC:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsCompressedTextureS3TC() is now .extensions.get( 'WEBGL_compressed_texture_s3tc' ).&quot;);return this.extensions.get(&quot;WEBGL_compressed_texture_s3tc&quot;)},\n",
+       "supportsCompressedTexturePVRTC:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsCompressedTexturePVRTC() is now .extensions.get( 'WEBGL_compressed_texture_pvrtc' ).&quot;);return this.extensions.get(&quot;WEBGL_compressed_texture_pvrtc&quot;)},supportsBlendMinMax:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsBlendMinMax() is now .extensions.get( 'EXT_blend_minmax' ).&quot;);return this.extensions.get(&quot;EXT_blend_minmax&quot;)},supportsVertexTextures:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsVertexTextures() is now .capabilities.vertexTextures.&quot;);\n",
+       "return this.capabilities.vertexTextures},supportsInstancedArrays:function(){console.warn(&quot;THREE.WebGLRenderer: .supportsInstancedArrays() is now .extensions.get( 'ANGLE_instanced_arrays' ).&quot;);return this.extensions.get(&quot;ANGLE_instanced_arrays&quot;)},enableScissorTest:function(a){console.warn(&quot;THREE.WebGLRenderer: .enableScissorTest() is now .setScissorTest().&quot;);this.setScissorTest(a)},initMaterial:function(){console.warn(&quot;THREE.WebGLRenderer: .initMaterial() has been removed.&quot;)},addPrePlugin:function(){console.warn(&quot;THREE.WebGLRenderer: .addPrePlugin() has been removed.&quot;)},\n",
+       "addPostPlugin:function(){console.warn(&quot;THREE.WebGLRenderer: .addPostPlugin() has been removed.&quot;)},updateShadowMap:function(){console.warn(&quot;THREE.WebGLRenderer: .updateShadowMap() has been removed.&quot;)},setFaceCulling:function(){console.warn(&quot;THREE.WebGLRenderer: .setFaceCulling() has been removed.&quot;)},allocTextureUnit:function(){console.warn(&quot;THREE.WebGLRenderer: .allocTextureUnit() has been removed.&quot;)},setTexture:function(){console.warn(&quot;THREE.WebGLRenderer: .setTexture() has been removed.&quot;)},setTexture2D:function(){console.warn(&quot;THREE.WebGLRenderer: .setTexture2D() has been removed.&quot;)},\n",
+       "setTextureCube:function(){console.warn(&quot;THREE.WebGLRenderer: .setTextureCube() has been removed.&quot;)},getActiveMipMapLevel:function(){console.warn(&quot;THREE.WebGLRenderer: .getActiveMipMapLevel() is now .getActiveMipmapLevel().&quot;);return this.getActiveMipmapLevel()}});Object.defineProperties(og.prototype,{shadowMapEnabled:{get:function(){return this.shadowMap.enabled},set:function(a){console.warn(&quot;THREE.WebGLRenderer: .shadowMapEnabled is now .shadowMap.enabled.&quot;);this.shadowMap.enabled=a}},shadowMapType:{get:function(){return this.shadowMap.type},\n",
+       "set:function(a){console.warn(&quot;THREE.WebGLRenderer: .shadowMapType is now .shadowMap.type.&quot;);this.shadowMap.type=a}},shadowMapCullFace:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMapCullFace has been removed. Set Material.shadowSide instead.&quot;)},set:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMapCullFace has been removed. Set Material.shadowSide instead.&quot;)}},context:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .context has been removed. Use .getContext() instead.&quot;);return this.getContext()}},\n",
+       "vr:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .vr has been renamed to .xr&quot;);return this.xr}},gammaInput:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .gammaInput has been removed. Set the encoding for textures via Texture.encoding instead.&quot;);return!1},set:function(){console.warn(&quot;THREE.WebGLRenderer: .gammaInput has been removed. Set the encoding for textures via Texture.encoding instead.&quot;)}},gammaOutput:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .gammaOutput has been removed. Set WebGLRenderer.outputEncoding instead.&quot;);\n",
+       "return!1},set:function(a){console.warn(&quot;THREE.WebGLRenderer: .gammaOutput has been removed. Set WebGLRenderer.outputEncoding instead.&quot;);this.outputEncoding=!0===a?3001:3E3}}});Object.defineProperties(Xh.prototype,{cullFace:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMap.cullFace has been removed. Set Material.shadowSide instead.&quot;)},set:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMap.cullFace has been removed. Set Material.shadowSide instead.&quot;)}},renderReverseSided:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMap.renderReverseSided has been removed. Set Material.shadowSide instead.&quot;)},\n",
+       "set:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMap.renderReverseSided has been removed. Set Material.shadowSide instead.&quot;)}},renderSingleSided:{get:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMap.renderSingleSided has been removed. Set Material.shadowSide instead.&quot;)},set:function(){console.warn(&quot;THREE.WebGLRenderer: .shadowMap.renderSingleSided has been removed. Set Material.shadowSide instead.&quot;)}}});Object.defineProperties(Ha.prototype,{wrapS:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .wrapS is now .texture.wrapS.&quot;);\n",
+       "return this.texture.wrapS},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .wrapS is now .texture.wrapS.&quot;);this.texture.wrapS=a}},wrapT:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .wrapT is now .texture.wrapT.&quot;);return this.texture.wrapT},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .wrapT is now .texture.wrapT.&quot;);this.texture.wrapT=a}},magFilter:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .magFilter is now .texture.magFilter.&quot;);return this.texture.magFilter},\n",
+       "set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .magFilter is now .texture.magFilter.&quot;);this.texture.magFilter=a}},minFilter:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .minFilter is now .texture.minFilter.&quot;);return this.texture.minFilter},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .minFilter is now .texture.minFilter.&quot;);this.texture.minFilter=a}},anisotropy:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .anisotropy is now .texture.anisotropy.&quot;);return this.texture.anisotropy},\n",
+       "set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .anisotropy is now .texture.anisotropy.&quot;);this.texture.anisotropy=a}},offset:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .offset is now .texture.offset.&quot;);return this.texture.offset},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .offset is now .texture.offset.&quot;);this.texture.offset=a}},repeat:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .repeat is now .texture.repeat.&quot;);return this.texture.repeat},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .repeat is now .texture.repeat.&quot;);\n",
+       "this.texture.repeat=a}},format:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .format is now .texture.format.&quot;);return this.texture.format},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .format is now .texture.format.&quot;);this.texture.format=a}},type:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .type is now .texture.type.&quot;);return this.texture.type},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .type is now .texture.type.&quot;);this.texture.type=a}},generateMipmaps:{get:function(){console.warn(&quot;THREE.WebGLRenderTarget: .generateMipmaps is now .texture.generateMipmaps.&quot;);\n",
+       "return this.texture.generateMipmaps},set:function(a){console.warn(&quot;THREE.WebGLRenderTarget: .generateMipmaps is now .texture.generateMipmaps.&quot;);this.texture.generateMipmaps=a}}});Object.defineProperties(id.prototype,{load:{value:function(a){console.warn(&quot;THREE.Audio: .load has been deprecated. Use THREE.AudioLoader instead.&quot;);var b=this;(new tf).load(a,function(a){b.setBuffer(a)});return this}},startTime:{set:function(){console.warn(&quot;THREE.Audio: .startTime is now .play( delay ).&quot;)}}});Kg.prototype.getData=\n",
+       "function(){console.warn(&quot;THREE.AudioAnalyser: .getData() is now .getFrequencyData().&quot;);return this.getFrequencyData()};Gc.prototype.updateCubeMap=function(a,b){console.warn(&quot;THREE.CubeCamera: .updateCubeMap() is now .update().&quot;);return this.update(a,b)};Lb.crossOrigin=void 0;Lb.loadTexture=function(a,b,c,d){console.warn(&quot;THREE.ImageUtils.loadTexture has been deprecated. Use THREE.TextureLoader() instead.&quot;);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(&quot;THREE.ImageUtils.loadTextureCube has been deprecated. Use THREE.CubeTextureLoader() instead.&quot;);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(&quot;THREE.ImageUtils.loadCompressedTexture has been removed. Use THREE.DDSLoader instead.&quot;)};Lb.loadCompressedTextureCube=function(){console.error(&quot;THREE.ImageUtils.loadCompressedTextureCube has been removed. Use THREE.DDSLoader instead.&quot;)};\n",
+       "&quot;undefined&quot;!==typeof __THREE_DEVTOOLS__&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent(&quot;register&quot;,{detail:{revision:&quot;115&quot;}}));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(&quot;THREE.AxisHelper has been renamed to THREE.AxesHelper.&quot;);return new ve(a)};k.BackSide=1;k.BasicDepthPacking=3200;k.BasicShadowMap=0;k.BinaryTextureLoader=function(a){console.warn(&quot;THREE.BinaryTextureLoader has been renamed to THREE.DataTextureLoader.&quot;);return new cf(a)};k.Bone=pg;k.BooleanKeyframeTrack=Ze;k.BoundingBoxHelper=function(a,b){console.warn(&quot;THREE.BoundingBoxHelper has been deprecated. Creating a THREE.BoxHelper instead.&quot;);\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(&quot;THREE.CanvasRenderer has been removed&quot;)};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(&quot;THREE.DynamicBufferAttribute has been removed. Use new THREE.BufferAttribute().setUsage( THREE.DynamicDrawUsage ) instead.&quot;);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(&quot;THREE.EdgesHelper has been removed. Use THREE.EdgesGeometry instead.&quot;);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(&quot;THREE.Face4 has been removed. A THREE.Face3 will be created instead.&quot;);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(&quot;THREE.Float32Attribute has been removed. Use new THREE.Float32BufferAttribute() instead.&quot;);\n",
+       "return new y(a,b)};k.Float32BufferAttribute=y;k.Float64Attribute=function(a,b){console.warn(&quot;THREE.Float64Attribute has been removed. Use new THREE.Float64BufferAttribute() instead.&quot;);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(&quot;THREE.GeometryUtils: .merge() has been moved to Geometry. Use geometry.merge( geometry2, matrix, materialIndexOffset ) instead.&quot;);\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(&quot;THREE.GeometryUtils: .center() has been moved to Geometry. Use geometry.center() instead.&quot;);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(&quot;THREE.Int16Attribute has been removed. Use new THREE.Int16BufferAttribute() instead.&quot;);return new Ed(a,b)};k.Int16BufferAttribute=Ed;k.Int32Attribute=function(a,b){console.warn(&quot;THREE.Int32Attribute has been removed. Use new THREE.Int32BufferAttribute() instead.&quot;);\n",
+       "return new Fd(a,b)};k.Int32BufferAttribute=Fd;k.Int8Attribute=function(a,b){console.warn(&quot;THREE.Int8Attribute has been removed. Use new THREE.Int8BufferAttribute() instead.&quot;);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(&quot;THREE.JSONLoader has been removed.&quot;)};k.KeepStencilOp=7680;\n",
+       "k.KeyframeTrack=sa;k.LOD=Rd;k.LatheBufferGeometry=ad;k.LatheGeometry=je;k.Layers=He;k.LensFlare=function(){console.error(&quot;THREE.LensFlare has been moved to /examples/jsm/objects/Lensflare.js&quot;)};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(&quot;THREE.MeshFaceMaterial has been removed. Use an Array instead.&quot;);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(&quot;THREE.MultiMaterial has been removed. Use an Array instead.&quot;);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(&quot;THREE.Particle has been renamed to THREE.Sprite.&quot;);return new Pd(a)};\n",
+       "k.ParticleBasicMaterial=function(a){console.warn(&quot;THREE.ParticleBasicMaterial has been renamed to THREE.PointsMaterial.&quot;);return new Va(a)};k.ParticleSystem=function(a,b){console.warn(&quot;THREE.ParticleSystem has been renamed to THREE.Points.&quot;);return new Pc(a,b)};k.ParticleSystemMaterial=function(a){console.warn(&quot;THREE.ParticleSystemMaterial has been renamed to THREE.PointsMaterial.&quot;);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(&quot;THREE.PointCloud has been renamed to THREE.Points.&quot;);return new Pc(a,b)};k.PointCloudMaterial=function(a){console.warn(&quot;THREE.PointCloudMaterial has been renamed to THREE.PointsMaterial.&quot;);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=&quot;115&quot;;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(&quot;THREE.SceneUtils has been moved to /examples/jsm/utils/SceneUtils.js&quot;)},detach:function(){console.error(&quot;THREE.SceneUtils has been moved to /examples/jsm/utils/SceneUtils.js&quot;)},\n",
+       "attach:function(){console.error(&quot;THREE.SceneUtils has been moved to /examples/jsm/utils/SceneUtils.js&quot;)}};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(&quot;THREE.Uint16Attribute has been removed. Use new THREE.Uint16BufferAttribute() instead.&quot;);return new Wb(a,b)};k.Uint16BufferAttribute=\n",
+       "Wb;k.Uint32Attribute=function(a,b){console.warn(&quot;THREE.Uint32Attribute has been removed. Use new THREE.Uint32BufferAttribute() instead.&quot;);return new Xb(a,b)};k.Uint32BufferAttribute=Xb;k.Uint8Attribute=function(a,b){console.warn(&quot;THREE.Uint8Attribute has been removed. Use new THREE.Uint8BufferAttribute() instead.&quot;);return new Cd(a,b)};k.Uint8BufferAttribute=Cd;k.Uint8ClampedAttribute=function(a,b){console.warn(&quot;THREE.Uint8ClampedAttribute has been removed. Use new THREE.Uint8ClampedBufferAttribute() instead.&quot;);\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(&quot;THREE.Vertex has been removed. Use THREE.Vector3 instead.&quot;);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(&quot;THREE.WebGLRenderTargetCube( width, height, options ) is now WebGLCubeRenderTarget( size, options ).&quot;);return new Db(a,c)};k.WebGLRenderer=og;k.WebGLUtils=Zh;k.WireframeGeometry=Rc;k.WireframeHelper=function(a,b){console.warn(&quot;THREE.WireframeHelper has been removed. Use THREE.WireframeGeometry instead.&quot;);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(&quot;THREE.XHRLoader has been renamed to THREE.FileLoader.&quot;);return new Ra(a)};k.ZeroCurvatureEnding=2400;k.ZeroFactor=200;k.ZeroSlopeEnding=2401;k.ZeroStencilOp=0;k.sRGBEncoding=3001;Object.defineProperty(k,&quot;__esModule&quot;,{value:!0})});\n",
+       "THREE.TrackballControls=function(object,domElement){if(domElement===undefined)console.warn('THREE.TrackballControls: The second parameter &quot;domElement&quot; is now mandatory.');if(domElement===document)console.error('THREE.TrackballControls: &quot;document&quot; should not be used as the target &quot;domElement&quot;. Please use &quot;renderer.domElement&quot; 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 &quot;'+extensionName+'&quot;.');}}}}\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, &quot;'+lightDef.type+'&quot;.');}\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 &quot;'+this.name+'&quot; 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 &quot;'+bufferDef.uri+'&quot;.'));});});};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 &quot;%s&quot; 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=&quot;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&quot;;;renderer=new 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(&quot;data:text/plain;base64,&quot;+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(&quot;change&quot;,render);centerControls(scene,camera,controls);render();window.addEventListener(&quot;resize&quot;,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": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import trimesh\n",
+    "scene = trimesh.Scene()\n",
+    "for mesh in model.objects[0].meshes:\n",
+    "    scene.add_geometry(trimesh.Trimesh(vertices=mesh.vertices, faces=mesh.indices))\n",
+    "scene.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([525.01641846, 968.3092041 ,  -4.66856098])"
+      ]
+     },
+     "execution_count": 11,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "model.objects[0].meshes[0].vertices[1]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([-2.15655327, -0.33435941, -4.25762367])"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "model.objects[0].meshes[0].normals[0]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Render using Blender/MolecularNodes"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/elferich/Documents/imodmodel/.venv/lib64/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
+      "  from .autonotebook import tqdm as notebook_tqdm\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Fra:1 Mem:61.75M (Peak 70.29M) | Time:00:01.37 | Rendering 1 / 64 samples\n",
+      "Fra:1 Mem:61.75M (Peak 70.29M) | Time:00:06.23 | Rendering 25 / 64 samples\n",
+      "Fra:1 Mem:61.75M (Peak 70.29M) | Time:00:11.66 | Rendering 50 / 64 samples\n",
+      "Fra:1 Mem:61.75M (Peak 70.29M) | Time:00:14.72 | Rendering 64 / 64 samples\n",
+      "Saved: '/tmp/tmpr0kdw5w1/snapshot.png'\n",
+      "Time: 00:14.91 (Saving: 00:00.17)\n",
+      "\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<IPython.core.display.Image object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import molecularnodes as mn\n",
+    "import databpy\n",
+    "import bpy\n",
+    "mn.register()\n",
+    "mn.template.install()\n",
+    "can = mn.Canvas()\n",
+    "can.scene_reset()\n",
+    "\n",
+    "obj = databpy.create_object(vertices=model.objects[0].meshes[0].vertices/10,faces=model.objects[0].meshes[0].indices)\n",
+    "bpy.ops.object.select_all(action='SELECT')\n",
+    "bpy.ops.object.shade_smooth()\n",
+    "can.frame_object(obj)\n",
+    "can.render_engine = \"EEVEE\"\n",
+    "can.resolution = (960, 540)\n",
+    "can.snapshot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": ".venv",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.11"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/docs/examples/smiley.ipynb b/docs/examples/smiley.ipynb
new file mode 100644
index 0000000..e6b7875
--- /dev/null
+++ b/docs/examples/smiley.ipynb
@@ -0,0 +1,111 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from imodmodel.models import ImodModel, Object, Contour, ObjectFlags, ObjectHeader\n",
+    "import numpy as np"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "model = ImodModel(\n",
+    "    objects=[\n",
+    "        Object(\n",
+    "            color=(0.0,1.0,0.0),\n",
+    "            header = ObjectHeader(\n",
+    "                flags=ObjectFlags(\n",
+    "                    scattered=True\n",
+    "                    )\n",
+    "                ),\n",
+    "            contours = [\n",
+    "                Contour(\n",
+    "                    points= [\n",
+    "                            [4.5,8.0,0.0],\n",
+    "                            [9.0,8.0,0.0]\n",
+    "                           ]\n",
+    "                    \n",
+    "                )\n",
+    "            ]\n",
+    "        ),\n",
+    "        Object(\n",
+    "            color=(0.0,0.0,1.0),\n",
+    "            header=ObjectHeader(\n",
+    "                pdrawsize=0\n",
+    "            ),\n",
+    "            contours=[\n",
+    "                Contour(\n",
+    "                    points = np.column_stack((6.75 + 6.75 * np.cos(np.linspace(0, 2 * np.pi, 200, endpoint=False)), 6.75 + 6.75 * np.sin(np.linspace(0, 2 * np.pi, 200, endpoint=False)), np.zeros(200)))\n",
+    "                )\n",
+    "            ]\n",
+    "        ),\n",
+    "        Object(\n",
+    "            color=(1.0,0.0,0.0),\n",
+    "            header=ObjectHeader(\n",
+    "                pdrawsize=0,\n",
+    "                flags=ObjectFlags(\n",
+    "                    open=True\n",
+    "                    )\n",
+    "            ),\n",
+    "            \n",
+    "            contours=[\n",
+    "                Contour(\n",
+    "                    points = np.column_stack((6.75 + 4.75 * np.cos(np.linspace(1 * np.pi, 2 * np.pi, 100, endpoint=False)), 6.75 + 4.75 * np.sin(np.linspace( 1 * np.pi, 2 * np.pi, 100, endpoint=False)), np.zeros(100)))\n",
+    "                )\n",
+    "            ]\n",
+    "        )\n",
+    "    ]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "model.to_file(\"smiley.mod\")"
+   ]
+  },
+  {
+   "attachments": {
+    "image.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "![image.png](attachment:image.png)"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": ".venv",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.11"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/mkdocs.yml b/mkdocs.yml
index 62066f5..141e0c4 100644
--- a/mkdocs.yml
+++ b/mkdocs.yml
@@ -50,3 +50,4 @@ markdown_extensions:
 
 plugins:
   - search
+  - mkdocs-jupyter
diff --git a/pyproject.toml b/pyproject.toml
index be96255..a25ee4b 100644
--- a/pyproject.toml
+++ b/pyproject.toml
@@ -27,7 +27,7 @@ dynamic = ["version"]
 dependencies = [
     "numpy",
     "pandas",
-    "pydantic>=2",
+    "pydantic>=2"
 ]
 
 # extras
@@ -45,6 +45,7 @@ dev = [
     "rich",
     "ruff",
     "mkdocs-material",
+    "mkdocs-jupyter",
 ]
 
 [project.urls]
diff --git a/src/imodmodel/binary_specification.py b/src/imodmodel/binary_specification.py
index f90a2c0..a3fdaa7 100644
--- a/src/imodmodel/binary_specification.py
+++ b/src/imodmodel/binary_specification.py
@@ -64,7 +64,7 @@ class ModFileSpecification:
     MESH_HEADER = {
         'vsize': 'i',
         'lsize': 'i',
-        'flag': 'I',
+        'flags': 'I',
         'time': 'h',
         'surf': 'h',
     }
diff --git a/src/imodmodel/models.py b/src/imodmodel/models.py
index dc45f00..c2fbe7c 100644
--- a/src/imodmodel/models.py
+++ b/src/imodmodel/models.py
@@ -5,7 +5,6 @@
 import numpy as np
 from pydantic import BaseModel, ConfigDict, field_validator, model_validator
 
-
 class ID(BaseModel):
     """https://bio3d.colorado.edu/imod/doc/binspec.html"""
     IMOD_file_id: str
@@ -90,36 +89,87 @@ def set_flags(cls, value: Union[int,ContourFlags]):
 class Contour(BaseModel):
     """https://bio3d.colorado.edu/imod/doc/binspec.html"""
     header: ContourHeader = ContourHeader()
-    points: np.ndarray  # pt
+    points: np.ndarray 
     point_sizes: Optional[np.ndarray]  = None
     extra: List[GeneralStorage] = []
 
     model_config = ConfigDict(arbitrary_types_allowed=True,
                               validate_assignment=True)
-        
+    
+    @field_validator('points')
+    @classmethod
+    def validate_points(cls, points: Union[np.ndarray, List[List[float]]]):
+        if not isinstance(points, np.ndarray):
+            points = np.array(points)
+        if points.ndim != 2:
+            raise ValueError('points must be 2D')
+        if points.shape[1] != 3:
+            raise ValueError(f'Invalid points shape: {points.shape}')
+        return points
+
     @model_validator(mode='after')
     def update_sizes(self):
         self.header.psize = len(self.points)
         return(self)
 
-
+class MeshFlags(IntFlagModel):
+    flag0: bool = False
+    flag1: bool = False
+    flag2: bool = False
+    flag3: bool = False
+    flag4: bool = False
+    flag5: bool = False
+    flag6: bool = False
+    flag7: bool = False
+    flag8: bool = False
+    flag9: bool = False
+    flag10: bool = False
+    flag11: bool = False
+    flag12: bool = False
+    flag13: bool = False
+    flag14: bool = False
+    flag15: bool = False
+    normals_have_magnitude: bool = False
+    flag17: bool = False
+    flag18: bool = False
+    flag19: bool = False
+    resolution1: bool = False
+    resolution2: bool = False
+    resolution3: bool = False
+    resolution4: bool = False
 class MeshHeader(BaseModel):
     """https://bio3d.colorado.edu/imod/doc/binspec.html"""
-    vsize: int
-    lsize: int
-    flag: int
-    time: int
-    surf: int
+    vsize: int = 0
+    lsize: int = 0
+    flags: MeshFlags = MeshFlags(0)
+    time: int = 0
+    surf: int = 0
+
+    @field_validator('flags', mode="before")
+    @classmethod
+    def set_flags(cls, value: Union[int,MeshFlags]):
+        if isinstance(value,int):
+            flags = MeshFlags(value)
+        else:
+            flags = value        
+        return flags
 
 class Mesh(BaseModel):
     """https://bio3d.colorado.edu/imod/doc/binspec.html"""
-    header: MeshHeader
-    raw_vertices: np.ndarray
-    raw_indices: np.ndarray
+    header: MeshHeader = MeshHeader()
+    raw_vertices: np.ndarray = np.zeros((0,))
+    raw_indices: np.ndarray = np.zeros((0,))
     extra: List[GeneralStorage] = []
 
-    model_config = ConfigDict(arbitrary_types_allowed=True)
+    model_config = ConfigDict(arbitrary_types_allowed=True,
+                              validate_assignment=True)
 
+    @model_validator(mode='after')
+    def update_sizes(self):
+        self.header.vsize = len(self.raw_vertices) // 3
+        self.header.lsize = len(self.raw_indices) 
+        return(self)
+    
     @field_validator('raw_indices')
     @classmethod
     def validate_indices(cls, indices: np.ndarray):
@@ -145,11 +195,35 @@ def validate_vertices(cls, vertices: np.ndarray):
 
     @property
     def vertices(self) -> np.ndarray:
-        return self.raw_vertices.reshape((-1, 3))
+        return self.raw_vertices.reshape((-1, 3))[::2]
+    
+    @vertices.setter
+    def vertices(self, value: np.ndarray):
+        if value.ndim != 2 or value.shape[1] != 3:
+            raise ValueError('vertices must be 2D with shape (n, 3)')
+
+        raw_vertices = np.zeros((value.shape[0] * 2, value.shape[1]))
+        raw_vertices[::2] = value
+        self.raw_vertices = raw_vertices.flatten()
+    
+    @property
+    def normals(self) -> np.ndarray:
+        return self.raw_vertices.reshape((-1, 3))[1::2]
 
     @property
     def indices(self) -> np.ndarray:
-        return self.raw_indices[np.where(self.raw_indices >= 0)].reshape((-1, 3))
+        return self.raw_indices[np.where(self.raw_indices >= 0)].reshape((-1, 3))//2
+
+    @indices.setter
+    def indices(self, value: np.ndarray):
+        if value.ndim != 2 or value.shape[1] != 3:
+            raise ValueError('indices must be 2D with shape (n, 3)')
+        self.raw_indices = np.concatenate([
+            np.array([-25]),
+            value.flatten() * 2,
+            np.array([-22]),
+            np.array([-1]),
+        ], dtype=np.int32)
 
     @property
     def face_values(self) -> Optional[np.ndarray]:
diff --git a/src/imodmodel/writers.py b/src/imodmodel/writers.py
index 2872f47..fc06667 100644
--- a/src/imodmodel/writers.py
+++ b/src/imodmodel/writers.py
@@ -61,7 +61,7 @@ def _write_contour_header(file: BinaryIO, header: ContourHeader):
 
 
 def _write_mesh_header(file: BinaryIO, header: MeshHeader):
-    _write_to_specification(file, ModFileSpecification.MESH_HEADER, header.dict())
+    _write_to_specification(file, ModFileSpecification.MESH_HEADER, dict(header))
 
 
 def _write_imat(file: BinaryIO, imat: IMAT):
diff --git a/tests/test_model_api.py b/tests/test_model_api.py
index e44f416..61f8356 100644
--- a/tests/test_model_api.py
+++ b/tests/test_model_api.py
@@ -108,6 +108,20 @@ def test_read_write_read_roundtrip(two_contour_model_file, tmp_path):
     assert np.allclose(model.objects[0].contours[1].points, model2.objects[0].contours[1].points)
 
 
+def test_read_write_read_roundtrip_mesh(meshed_contour_model_file, tmp_path):
+    """Check that reading and writing a model file results in the same data."""
+    import numpy as np
+
+    model = ImodModel.from_file(meshed_contour_model_file)
+    model.to_file(tmp_path / "test_model.imod")
+    model2 = ImodModel.from_file(tmp_path / "test_model.imod")
+    assert model.header == model2.header
+    assert model.objects[0].header == model2.objects[0].header
+    assert model.objects[0].meshes[0].header == model2.objects[0].meshes[0].header
+    assert np.allclose(model.objects[0].meshes[0].vertices, model2.objects[0].meshes[0].vertices)
+    assert np.allclose(model.objects[0].meshes[0].indices, model2.objects[0].meshes[0].indices)
+
+
 def test_read_write_read_roundtrip_slicer_angles(slicer_angle_model_file, tmp_path):
     """Check that reading and writing a model file results in the same data."""
     model = ImodModel.from_file(slicer_angle_model_file)
@@ -223,3 +237,25 @@ def test_contour_flags(two_contour_model_file, tmp_path):
     # Verify the flags after reading back
     assert read_back_contour.header.flags.flag0 is True
     assert int(read_back_contour.header.flags) == 1
+
+def test_mesh_flags(meshed_contour_model_file, tmp_path):
+    """Check the mesh flags property."""
+    model = ImodModel.from_file(meshed_contour_model_file)
+    initial_mesh = model.objects[0].meshes[0]
+
+    # Check the initial flags
+    assert initial_mesh.header.flags.flag0 is False
+    assert int(initial_mesh.header.flags) == 0
+
+    # Modify the flags
+    initial_mesh.header.flags.flag0 = True
+    assert int(initial_mesh.header.flags) == 1
+
+    # Write the model to a file and read it back
+    model.to_file(tmp_path / "test_mesh_flags.imod")
+    read_back_model = ImodModel.from_file(tmp_path / "test_mesh_flags.imod")
+    read_back_mesh = read_back_model.objects[0].meshes[0]
+
+    # Verify the flags after reading back
+    assert read_back_mesh.header.flags.flag0 is True
+    assert int(read_back_mesh.header.flags) == 1
\ No newline at end of file