gmm point cloud.ipynb

{
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  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "bfe2516e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import trimesh\n",
    "import igl\n",
    "import numpy as np\n",
    "import random\n",
    "import matplotlib.pyplot as plt\n",
    "import open3d as o3d"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "42a34d21",
   "metadata": {},
   "outputs": [],
   "source": [
    "def split_points(mesh_points):\n",
    "    plane_origin_ = np.mean(mesh_points, 0)\n",
    "    idx1 = random.randint(0, mesh_points.shape[0]-1)\n",
    "    idx2 = random.randint(0, mesh_points.shape[0]-1)\n",
    "    v1 = mesh_points[idx1]\n",
    "    v2 = mesh_points[idx2]\n",
    "    v_1 = (v1 - v2)/ np.linalg.norm(v1 - v2)\n",
    "    idx1 = random.randint(0, mesh_points.shape[0]-1)\n",
    "    idx2 = random.randint(0, mesh_points.shape[0]-1)\n",
    "    v1 = mesh_points[idx1]\n",
    "    v2 = mesh_points[idx2]\n",
    "    v_2 = (v1- v2 )/ np.linalg.norm(v1 - v2)\n",
    "    plane_normal_ = np.cross(v_1, v_2)\n",
    "#             plane_origin_ = mesh.vertices[random.randint(0, len(mesh.vertices)-1)]\n",
    "    pos_points = []\n",
    "    neg_points = []\n",
    "    for vertex in mesh_points:\n",
    "        signed_distance =  np.dot(plane_normal_, np.subtract(vertex, plane_origin_))\n",
    "        if signed_distance < 0:\n",
    "            pos_points.append(vertex)\n",
    "        else:\n",
    "            neg_points.append(vertex)\n",
    "    \n",
    "    return np.array(pos_points), np.array(neg_points)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0eb178d5",
   "metadata": {},
   "outputs": [],
   "source": [
    "mesh = trimesh.load_mesh('./model_manifold.obj')\n",
    "_,v_,f_,_,_ = igl.decimate(mesh.vertices,mesh.faces, 1500)\n",
    "mesh_in = trimesh.Trimesh(v_, f_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4c538d1b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "split done\n",
      "split done\n",
      "split done\n",
      "split done\n"
     ]
    }
   ],
   "source": [
    "num_patches = 5\n",
    "\n",
    "\n",
    "patches = [mesh_in.vertices]\n",
    "\n",
    "\n",
    "while  len(patches)!=num_patches:\n",
    "    mesh = patches.pop()\n",
    "    p_, n_ = split_points(mesh)\n",
    "    print('split done')\n",
    "#     verts, faces  = get_verts_faces(p_)\n",
    "#     p_ = trimesh.Trimesh(verts, faces)\n",
    "#     verts, faces = get_verts_faces(n_)\n",
    "#     n_ = trimesh.Trimesh(verts, faces)\n",
    "\n",
    "    patches.insert(0, p_)\n",
    "    patches.insert(0, n_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e0bbd04e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(99, 3)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "patches[0].shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "fbf40cd7",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/thor/anaconda3/envs/torchenv/lib/python3.7/site-packages/IPython/core/display.py:717: UserWarning: Consider using IPython.display.IFrame instead\n",
      "  warnings.warn(\"Consider using IPython.display.IFrame instead\")\n"
     ]
    },
    {
     "data": {
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       "    <title>trimesh: threejs viewer</title>\n",
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       "  <body>\n",
       "    <div id=&quot;container&quot;></div>\n",
       "    <script src=&quot;https://cdnjs.cloudflare.com/ajax/libs/three.js/109/three.min.js&quot;></script>\n",
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       "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()){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",
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       "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",
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       "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){this.manager=(manager!==undefined)?manager:THREE.DefaultLoadingManager;this.dracoLoader=null;this.ddsLoader=null;}\n",
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       "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);},setCrossOrigin:function(value){this.crossOrigin=value;return this;},setPath:function(value){this.path=value;return this;},setResourcePath:function(value){this.resourcePath=value;return this;},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",
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       "var EXTENSIONS={KHR_BINARY_GLTF:'KHR_binary_glTF',KHR_DRACO_MESH_COMPRESSION:'KHR_draco_mesh_compression',KHR_LIGHTS_PUNCTUAL:'KHR_lights_punctual',KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS:'KHR_materials_pbrSpecularGlossiness',KHR_MATERIALS_UNLIT:'KHR_materials_unlit',KHR_TEXTURE_TRANSFORM:'KHR_texture_transform',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",
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       "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);};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. Use LegacyGLTFLoader instead.');}\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;}\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 GLTFMaterialsPbrSpecularGlossinessExtension(){return{name:EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS,specularGlossinessParams:['color','map','lightMap','lightMapIntensity','aoMap','aoMapIntensity','emissive','emissiveIntensity','emissiveMap','bumpMap','bumpScale','normalMap','displacementMap','displacementScale','displacementBias','specularMap','specular','glossinessMap','glossiness','alphaMap','envMap','envMapIntensity','refractionRatio',],getMaterialType:function(){return THREE.ShaderMaterial;},extendParams:function(materialParams,materialDef,parser){var pbrSpecularGlossiness=materialDef.extensions[this.name];var shader=THREE.ShaderLib['standard'];var uniforms=THREE.UniformsUtils.clone(shader.uniforms);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;','material.specularRoughness = clamp( 1.0 - glossinessFactor, 0.04, 1.0 );','material.specularColor = specularFactor.rgb;',].join('\\n');var fragmentShader=shader.fragmentShader.replace('uniform float roughness;','uniform vec3 specular;').replace('uniform float metalness;','uniform float glossiness;').replace('#include <roughnessmap_pars_fragment>',specularMapParsFragmentChunk).replace('#include <metalnessmap_pars_fragment>',glossinessMapParsFragmentChunk).replace('#include <roughnessmap_fragment>',specularMapFragmentChunk).replace('#include <metalnessmap_fragment>',glossinessMapFragmentChunk).replace('#include <lights_physical_fragment>',lightPhysicalFragmentChunk);delete uniforms.roughness;delete uniforms.metalness;delete uniforms.roughnessMap;delete uniforms.metalnessMap;uniforms.specular={value:new THREE.Color().setHex(0x111111)};uniforms.glossiness={value:0.5};uniforms.specularMap={value:null};uniforms.glossinessMap={value:null};materialParams.vertexShader=shader.vertexShader;materialParams.fragmentShader=fragmentShader;materialParams.uniforms=uniforms;materialParams.defines={'STANDARD':''};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(params){var material=new THREE.ShaderMaterial({defines:params.defines,vertexShader:params.vertexShader,fragmentShader:params.fragmentShader,uniforms:params.uniforms,fog:true,lights:true,opacity:params.opacity,transparent:params.transparent});material.isGLTFSpecularGlossinessMaterial=true;material.color=params.color;material.map=params.map===undefined?null:params.map;material.lightMap=null;material.lightMapIntensity=1.0;material.aoMap=params.aoMap===undefined?null:params.aoMap;material.aoMapIntensity=1.0;material.emissive=params.emissive;material.emissiveIntensity=1.0;material.emissiveMap=params.emissiveMap===undefined?null:params.emissiveMap;material.bumpMap=params.bumpMap===undefined?null:params.bumpMap;material.bumpScale=1;material.normalMap=params.normalMap===undefined?null:params.normalMap;if(params.normalScale)material.normalScale=params.normalScale;material.displacementMap=null;material.displacementScale=1;material.displacementBias=0;material.specularMap=params.specularMap===undefined?null:params.specularMap;material.specular=params.specular;material.glossinessMap=params.glossinessMap===undefined?null:params.glossinessMap;material.glossiness=params.glossiness;material.alphaMap=null;material.envMap=params.envMap===undefined?null:params.envMap;material.envMapIntensity=1.0;material.refractionRatio=0.98;material.extensions.derivatives=true;return material;},cloneMaterial:function(source){var target=source.clone();target.isGLTFSpecularGlossinessMaterial=true;var params=this.specularGlossinessParams;for(var i=0,il=params.length;i<il;i++){var value=source[params[i]];target[params[i]]=(value&&value.isColor)?value.clone():value;}\n",
       "return target;},refreshUniforms:function(renderer,scene,camera,geometry,material){if(material.isGLTFSpecularGlossinessMaterial!==true){return;}\n",
       "var uniforms=material.uniforms;var defines=material.defines;uniforms.opacity.value=material.opacity;uniforms.diffuse.value.copy(material.color);uniforms.emissive.value.copy(material.emissive).multiplyScalar(material.emissiveIntensity);uniforms.map.value=material.map;uniforms.specularMap.value=material.specularMap;uniforms.alphaMap.value=material.alphaMap;uniforms.lightMap.value=material.lightMap;uniforms.lightMapIntensity.value=material.lightMapIntensity;uniforms.aoMap.value=material.aoMap;uniforms.aoMapIntensity.value=material.aoMapIntensity;var uvScaleMap;if(material.map){uvScaleMap=material.map;}else if(material.specularMap){uvScaleMap=material.specularMap;}else if(material.displacementMap){uvScaleMap=material.displacementMap;}else if(material.normalMap){uvScaleMap=material.normalMap;}else if(material.bumpMap){uvScaleMap=material.bumpMap;}else if(material.glossinessMap){uvScaleMap=material.glossinessMap;}else if(material.alphaMap){uvScaleMap=material.alphaMap;}else if(material.emissiveMap){uvScaleMap=material.emissiveMap;}\n",
       "if(uvScaleMap!==undefined){if(uvScaleMap.isWebGLRenderTarget){uvScaleMap=uvScaleMap.texture;}\n",
       "if(uvScaleMap.matrixAutoUpdate===true){uvScaleMap.updateMatrix();}\n",
       "uniforms.uvTransform.value.copy(uvScaleMap.matrix);}\n",
       "if(material.envMap){uniforms.envMap.value=material.envMap;uniforms.envMapIntensity.value=material.envMapIntensity;uniforms.flipEnvMap.value=material.envMap.isCubeTexture?-1:1;uniforms.reflectivity.value=material.reflectivity;uniforms.refractionRatio.value=material.refractionRatio;uniforms.maxMipLevel.value=renderer.properties.get(material.envMap).__maxMipLevel;}\n",
       "uniforms.specular.value.copy(material.specular);uniforms.glossiness.value=material.glossiness;uniforms.glossinessMap.value=material.glossinessMap;uniforms.emissiveMap.value=material.emissiveMap;uniforms.bumpMap.value=material.bumpMap;uniforms.normalMap.value=material.normalMap;uniforms.displacementMap.value=material.displacementMap;uniforms.displacementScale.value=material.displacementScale;uniforms.displacementBias.value=material.displacementBias;if(uniforms.glossinessMap.value!==null&&defines.USE_GLOSSINESSMAP===undefined){defines.USE_GLOSSINESSMAP='';defines.USE_ROUGHNESSMAP='';}\n",
       "if(uniforms.glossinessMap.value===null&&defines.USE_GLOSSINESSMAP!==undefined){delete defines.USE_GLOSSINESSMAP;delete defines.USE_ROUGHNESSMAP;}}};}\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(url))return url;if(/^data:.*,.*$/i.test(url))return url;if(/^blob:.*$/i.test(url))return url;return path+url;}\n",
       "var defaultMaterial;function createDefaultMaterial(){defaultMaterial=defaultMaterial||new THREE.MeshStandardMaterial({color:0xFFFFFF,emissive:0x000000,metalness:1,roughness:1,transparent:false,depthTest:true,side:THREE.FrontSide});return 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];for(var i=0,il=morphPositions.length;i<il;i++){if(geometry.attributes.position===morphPositions[i])continue;morphPositions[i]=cloneBufferAttribute(morphPositions[i]);}\n",
       "for(var i=0,il=morphNormals.length;i<il;i++){if(geometry.attributes.normal===morphNormals[i])continue;morphNormals[i]=cloneBufferAttribute(morphNormals[i]);}\n",
       "for(var i=0,il=targets.length;i<il;i++){var target=targets[i];var attributeName='morphTarget'+i;if(hasMorphPosition){if(target.POSITION!==undefined){var positionAttribute=morphPositions[i];positionAttribute.name=attributeName;var position=geometry.attributes.position;for(var j=0,jl=positionAttribute.count;j<jl;j++){positionAttribute.setXYZ(j,positionAttribute.getX(j)+position.getX(j),positionAttribute.getY(j)+position.getY(j),positionAttribute.getZ(j)+position.getZ(j));}}}\n",
       "if(hasMorphNormal){if(target.NORMAL!==undefined){var normalAttribute=morphNormals[i];normalAttribute.name=attributeName;var normal=geometry.attributes.normal;for(var j=0,jl=normalAttribute.count;j<jl;j++){normalAttribute.setXYZ(j,normalAttribute.getX(j)+normal.getX(j),normalAttribute.getY(j)+normal.getY(j),normalAttribute.getZ(j)+normal.getZ(j));}}}}\n",
       "if(hasMorphPosition)geometry.morphAttributes.position=morphPositions;if(hasMorphNormal)geometry.morphAttributes.normal=morphNormals;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 cloneBufferAttribute(attribute){if(attribute.isInterleavedBufferAttribute){var count=attribute.count;var itemSize=attribute.itemSize;var array=attribute.array.slice(0,count*itemSize);for(var i=0,j=0;i<count;++i){array[j++]=attribute.getX(i);if(itemSize>=2)array[j++]=attribute.getY(i);if(itemSize>=3)array[j++]=attribute.getZ(i);if(itemSize>=4)array[j++]=attribute.getW(i);}\n",
       "return new THREE.BufferAttribute(array,itemSize,attribute.normalized);}\n",
       "return attribute.clone();}\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 ibCacheKey='InterleavedBuffer:'+accessorDef.bufferView+':'+accessorDef.componentType;var ib=parser.cache.get(ibCacheKey);if(!ib){array=new TypedArray(bufferView);ib=new THREE.InterleavedBuffer(array,byteStride/elementBytes);parser.cache.add(ibCacheKey,ib);}\n",
       "bufferAttribute=new THREE.InterleavedBufferAttribute(ib,itemSize,byteOffset/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.setArray(bufferAttribute.array.slice());}\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=window.URL||window.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=THREE.Loader.Handlers.get(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!==undefined)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(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 extensions=this.extensions;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.lights=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);lineMaterial.lights=false;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.isGLTFSpecularGlossinessMaterial?extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].cloneMaterial(material):material.clone();if(useSkinning)cachedMaterial.skinning=true;if(useVertexTangents)cachedMaterial.vertexTangents=true;if(useVertexColors)cachedMaterial.vertexColors=THREE.VertexColors;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){console.log('THREE.GLTFLoader: Duplicating UVs to support aoMap.');geometry.addAttribute('uv2',new THREE.BufferAttribute(geometry.attributes.uv.array,2));}\n",
       "if(material.isGLTFSpecularGlossinessMaterial){mesh.onBeforeRender=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].refreshUniforms;}\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;}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",
       "return Promise.all(pending).then(function(){var material;if(materialType===THREE.ShaderMaterial){material=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].createMaterial(materialParams);}else{material=new materialType(materialParams);}\n",
       "if(materialDef.name!==undefined)material.name=materialDef.name;if(material.map)material.map.encoding=THREE.sRGBEncoding;if(material.emissiveMap)material.emissiveMap.encoding=THREE.sRGBEncoding;if(material.specularMap)material.specularMap.encoding=THREE.sRGBEncoding;assignExtrasToUserData(material,materialDef);if(materialDef.extensions)addUnknownExtensionsToUserData(extensions,material,materialDef);return material;});};function addPrimitiveAttributes(geometry,primitiveDef,parser){var attributes=primitiveDef.attributes;var pending=[];function assignAttributeAccessor(accessorIndex,attributeName){return parser.getDependency('accessor',accessorIndex).then(function(accessor){geometry.addAttribute(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);return Promise.all(pending).then(function(){return primitiveDef.targets!==undefined?addMorphTargets(geometry,primitiveDef.targets,parser):geometry;});}\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.getDependency('material',primitives[i].material);pending.push(material);}\n",
       "return Promise.all(pending).then(function(originalMaterials){return parser.loadGeometries(primitives).then(function(geometries){var meshes=[];for(var i=0,il=geometries.length;i<il;i++){var geometry=geometries[i];var primitive=primitives[i];var mesh;var material=originalMaterials[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.drawMode=THREE.TriangleStripDrawMode;}else if(primitive.mode===WEBGL_CONSTANTS.TRIANGLE_FAN){mesh.drawMode=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.Math.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!==undefined)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!==undefined?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(){if(nodeDef.isBone===true){return Promise.resolve(new THREE.Bone());}else if(nodeDef.mesh!==undefined){return 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;node.onBeforeRender=mesh.onBeforeRender;for(var i=0,il=node.children.length;i<il;i++){node.children[i].name+='_instance_'+instanceNum;node.children[i].onBeforeRender=mesh.children[i].onBeforeRender;}}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;});}else if(nodeDef.camera!==undefined){return parser.getDependency('camera',nodeDef.camera);}else if(nodeDef.extensions&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL]&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light!==undefined){return parser.getDependency('light',nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light);}else{return Promise.resolve(new THREE.Object3D());}}()).then(function(node){if(nodeDef.name!==undefined){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.applyMatrix(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){var meshes=node.isGroup===true?node.children:[node];for(var i=0,il=meshes.length;i<il;i++){var mesh=meshes[i];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);}\n",
       "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.Scene();if(sceneDef.name!==undefined)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);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>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mesh_in.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "31fc2040",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(99, 3)\n",
      "(90, 3)\n",
      "(187, 3)\n",
      "(160, 3)\n",
      "(192, 3)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sum_ = 0\n",
    "fig = plt.figure(figsize = (10, 7))\n",
    "ax = plt.axes(projection =\"3d\")\n",
    "\n",
    "for patch in patches:\n",
    "    \n",
    "# Creating plot\n",
    "    print(patch.shape)\n",
    "   \n",
    "    ax.scatter3D(patch[:,0], patch[:,1], patch[:,2])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ee799e5a",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.mixture import GaussianMixture"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8d0279f7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "gmm_models = []\n",
    "for patch in patches:\n",
    "    model = GaussianMixture(n_components=20, random_state=0).fit(patch) # 20 optimal 5 so so \n",
    "#     print(model.means_.shape)\n",
    "    gmm_models.append(model)\n",
    "\n",
    "vertices = []\n",
    "for i in range(len(gmm_models)):\n",
    "    vertices.append(gmm_models[i].sample(100)[0])\n",
    "\n",
    "fig = plt.figure(figsize = (10, 7))\n",
    "ax = plt.axes(projection =\"3d\")\n",
    "\n",
    "for vertex_set in vertices:\n",
    "#     print(vertex_set.shape)\n",
    "    ax.scatter3D(vertex_set[:,0], vertex_set[:,1], vertex_set[:,2])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "8639a059",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(500, 3)\n"
     ]
    }
   ],
   "source": [
    "new_v = np.array(vertices)\n",
    "new_v = new_v.reshape(-1, 3)\n",
    "print(new_v.shape)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "35683b52",
   "metadata": {},
   "outputs": [],
   "source": [
    "mesh = trimesh.Trimesh(np.array(new_v))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "89f03c44",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(500, 3)"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mesh.vertices.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "0b7f75ae",
   "metadata": {},
   "outputs": [],
   "source": [
    "pcd  = o3d.geometry.PointCloud()\n",
    "pcd.points = o3d.utility.Vector3dVector(new_v)\n",
    "pcd.estimate_normals(search_param=o3d.geometry.KDTreeSearchParamHybrid(\n",
    "        radius=0.1, max_nn=30))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "eccf9580",
   "metadata": {},
   "outputs": [],
   "source": [
    "distances = pcd.compute_nearest_neighbor_distance()\n",
    "avg_dist = np.mean(distances)\n",
    "radius = 3 * avg_dist"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "0edea86a",
   "metadata": {},
   "outputs": [],
   "source": [
    "bpa_mesh = o3d.geometry.TriangleMesh.create_from_point_cloud_ball_pivoting(pcd,o3d.utility.DoubleVector([radius, radius * 2]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "777768b7",
   "metadata": {},
   "outputs": [],
   "source": [
    "poisson_mesh = o3d.geometry.TriangleMesh.create_from_point_cloud_poisson(pcd, depth=8, width=0, scale=1.1, linear_fit=False)[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "c77331dc",
   "metadata": {},
   "outputs": [],
   "source": [
    "bpa_tri_mesh = trimesh.Trimesh()\n",
    "bpa_tri_mesh.vertices = bpa_mesh.vertices\n",
    "bpa_tri_mesh.faces = bpa_mesh.triangles\n",
    "\n",
    "poisson_tri_mesh = trimesh.Trimesh()\n",
    "poisson_tri_mesh.vertices = poisson_mesh.vertices\n",
    "poisson_tri_mesh.faces = poisson_mesh.triangles"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "d571d686",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "74752782",
   "metadata": {},
   "outputs": [],
   "source": [
    "import meshplot as mp\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "059048ee",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/home/thor/IIITDPHD/graphics/SummerSchool2021/code\n"
     ]
    }
   ],
   "source": [
    "!pwd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "8fbb73a1",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/thor/anaconda3/envs/torchenv/lib/python3.7/site-packages/IPython/core/display.py:717: UserWarning: Consider using IPython.display.IFrame instead\n",
      "  warnings.warn(\"Consider using IPython.display.IFrame instead\")\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<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 src=&quot;https://cdnjs.cloudflare.com/ajax/libs/three.js/109/three.min.js&quot;></script>\n",
       "    <script>THREE.TrackballControls=function(object,domElement){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!==undefined)?domElement:document;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.target=new THREE.Vector3();var EPS=0.000001;var lastPosition=new THREE.Vector3();var _state=STATE.NONE,_prevState=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();var changeEvent={type:'change'};var startEvent={type:'start'};var endEvent={type:'end'};this.handleResize=function(){if(this.domElement===document){this.screen.left=0;this.screen.top=0;this.screen.width=window.innerWidth;this.screen.height=window.innerHeight;}else{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;_eye.multiplyScalar(factor);}else{factor=1.0+(_zoomEnd.y-_zoomStart.y)*_this.zoomSpeed;if(factor!==1.0&&factor>0.0){_eye.multiplyScalar(factor);}\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()){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);_this.checkDistances();_this.object.lookAt(_this.target);if(lastPosition.distanceToSquared(_this.object.position)>EPS){_this.dispatchEvent(changeEvent);lastPosition.copy(_this.object.position);}};this.reset=function(){_state=STATE.NONE;_prevState=STATE.NONE;_this.target.copy(_this.target0);_this.object.position.copy(_this.position0);_this.object.up.copy(_this.up0);_eye.subVectors(_this.object.position,_this.target);_this.object.lookAt(_this.target);_this.dispatchEvent(changeEvent);lastPosition.copy(_this.object.position);};function keydown(event){if(_this.enabled===false)return;window.removeEventListener('keydown',keydown);_prevState=_state;if(_state!==STATE.NONE){return;}else if(event.keyCode===_this.keys[STATE.ROTATE]&&!_this.noRotate){_state=STATE.ROTATE;}else if(event.keyCode===_this.keys[STATE.ZOOM]&&!_this.noZoom){_state=STATE.ZOOM;}else if(event.keyCode===_this.keys[STATE.PAN]&&!_this.noPan){_state=STATE.PAN;}}\n",
       "function keyup(event){if(_this.enabled===false)return;_state=_prevState;window.addEventListener('keydown',keydown,false);}\n",
       "function mousedown(event){if(_this.enabled===false)return;event.preventDefault();event.stopPropagation();if(_state===STATE.NONE){_state=event.button;}\n",
       "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();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){this.manager=(manager!==undefined)?manager:THREE.DefaultLoadingManager;this.dracoLoader=null;this.ddsLoader=null;}\n",
       "GLTFLoader.prototype={constructor:GLTFLoader,crossOrigin:'anonymous',load:function(url,onLoad,onProgress,onError){var scope=this;var resourcePath;if(this.resourcePath!==undefined){resourcePath=this.resourcePath;}else if(this.path!==undefined){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);},setCrossOrigin:function(value){this.crossOrigin=value;return this;},setPath:function(value){this.path=value;return this;},setResourcePath:function(value){this.resourcePath=value;return this;},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. Use LegacyGLTFLoader instead.'));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_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[EXTENSIONS.MSFT_TEXTURE_DDS]=new GLTFTextureDDSExtension(this.ddsLoader);break;case EXTENSIONS.KHR_TEXTURE_TRANSFORM:extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM]=new GLTFTextureTransformExtension();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_PBR_SPECULAR_GLOSSINESS:'KHR_materials_pbrSpecularGlossiness',KHR_MATERIALS_UNLIT:'KHR_materials_unlit',KHR_TEXTURE_TRANSFORM:'KHR_texture_transform',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);};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. Use LegacyGLTFLoader instead.');}\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;}\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 GLTFMaterialsPbrSpecularGlossinessExtension(){return{name:EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS,specularGlossinessParams:['color','map','lightMap','lightMapIntensity','aoMap','aoMapIntensity','emissive','emissiveIntensity','emissiveMap','bumpMap','bumpScale','normalMap','displacementMap','displacementScale','displacementBias','specularMap','specular','glossinessMap','glossiness','alphaMap','envMap','envMapIntensity','refractionRatio',],getMaterialType:function(){return THREE.ShaderMaterial;},extendParams:function(materialParams,materialDef,parser){var pbrSpecularGlossiness=materialDef.extensions[this.name];var shader=THREE.ShaderLib['standard'];var uniforms=THREE.UniformsUtils.clone(shader.uniforms);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;','material.specularRoughness = clamp( 1.0 - glossinessFactor, 0.04, 1.0 );','material.specularColor = specularFactor.rgb;',].join('\\n');var fragmentShader=shader.fragmentShader.replace('uniform float roughness;','uniform vec3 specular;').replace('uniform float metalness;','uniform float glossiness;').replace('#include <roughnessmap_pars_fragment>',specularMapParsFragmentChunk).replace('#include <metalnessmap_pars_fragment>',glossinessMapParsFragmentChunk).replace('#include <roughnessmap_fragment>',specularMapFragmentChunk).replace('#include <metalnessmap_fragment>',glossinessMapFragmentChunk).replace('#include <lights_physical_fragment>',lightPhysicalFragmentChunk);delete uniforms.roughness;delete uniforms.metalness;delete uniforms.roughnessMap;delete uniforms.metalnessMap;uniforms.specular={value:new THREE.Color().setHex(0x111111)};uniforms.glossiness={value:0.5};uniforms.specularMap={value:null};uniforms.glossinessMap={value:null};materialParams.vertexShader=shader.vertexShader;materialParams.fragmentShader=fragmentShader;materialParams.uniforms=uniforms;materialParams.defines={'STANDARD':''};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(params){var material=new THREE.ShaderMaterial({defines:params.defines,vertexShader:params.vertexShader,fragmentShader:params.fragmentShader,uniforms:params.uniforms,fog:true,lights:true,opacity:params.opacity,transparent:params.transparent});material.isGLTFSpecularGlossinessMaterial=true;material.color=params.color;material.map=params.map===undefined?null:params.map;material.lightMap=null;material.lightMapIntensity=1.0;material.aoMap=params.aoMap===undefined?null:params.aoMap;material.aoMapIntensity=1.0;material.emissive=params.emissive;material.emissiveIntensity=1.0;material.emissiveMap=params.emissiveMap===undefined?null:params.emissiveMap;material.bumpMap=params.bumpMap===undefined?null:params.bumpMap;material.bumpScale=1;material.normalMap=params.normalMap===undefined?null:params.normalMap;if(params.normalScale)material.normalScale=params.normalScale;material.displacementMap=null;material.displacementScale=1;material.displacementBias=0;material.specularMap=params.specularMap===undefined?null:params.specularMap;material.specular=params.specular;material.glossinessMap=params.glossinessMap===undefined?null:params.glossinessMap;material.glossiness=params.glossiness;material.alphaMap=null;material.envMap=params.envMap===undefined?null:params.envMap;material.envMapIntensity=1.0;material.refractionRatio=0.98;material.extensions.derivatives=true;return material;},cloneMaterial:function(source){var target=source.clone();target.isGLTFSpecularGlossinessMaterial=true;var params=this.specularGlossinessParams;for(var i=0,il=params.length;i<il;i++){var value=source[params[i]];target[params[i]]=(value&&value.isColor)?value.clone():value;}\n",
       "return target;},refreshUniforms:function(renderer,scene,camera,geometry,material){if(material.isGLTFSpecularGlossinessMaterial!==true){return;}\n",
       "var uniforms=material.uniforms;var defines=material.defines;uniforms.opacity.value=material.opacity;uniforms.diffuse.value.copy(material.color);uniforms.emissive.value.copy(material.emissive).multiplyScalar(material.emissiveIntensity);uniforms.map.value=material.map;uniforms.specularMap.value=material.specularMap;uniforms.alphaMap.value=material.alphaMap;uniforms.lightMap.value=material.lightMap;uniforms.lightMapIntensity.value=material.lightMapIntensity;uniforms.aoMap.value=material.aoMap;uniforms.aoMapIntensity.value=material.aoMapIntensity;var uvScaleMap;if(material.map){uvScaleMap=material.map;}else if(material.specularMap){uvScaleMap=material.specularMap;}else if(material.displacementMap){uvScaleMap=material.displacementMap;}else if(material.normalMap){uvScaleMap=material.normalMap;}else if(material.bumpMap){uvScaleMap=material.bumpMap;}else if(material.glossinessMap){uvScaleMap=material.glossinessMap;}else if(material.alphaMap){uvScaleMap=material.alphaMap;}else if(material.emissiveMap){uvScaleMap=material.emissiveMap;}\n",
       "if(uvScaleMap!==undefined){if(uvScaleMap.isWebGLRenderTarget){uvScaleMap=uvScaleMap.texture;}\n",
       "if(uvScaleMap.matrixAutoUpdate===true){uvScaleMap.updateMatrix();}\n",
       "uniforms.uvTransform.value.copy(uvScaleMap.matrix);}\n",
       "if(material.envMap){uniforms.envMap.value=material.envMap;uniforms.envMapIntensity.value=material.envMapIntensity;uniforms.flipEnvMap.value=material.envMap.isCubeTexture?-1:1;uniforms.reflectivity.value=material.reflectivity;uniforms.refractionRatio.value=material.refractionRatio;uniforms.maxMipLevel.value=renderer.properties.get(material.envMap).__maxMipLevel;}\n",
       "uniforms.specular.value.copy(material.specular);uniforms.glossiness.value=material.glossiness;uniforms.glossinessMap.value=material.glossinessMap;uniforms.emissiveMap.value=material.emissiveMap;uniforms.bumpMap.value=material.bumpMap;uniforms.normalMap.value=material.normalMap;uniforms.displacementMap.value=material.displacementMap;uniforms.displacementScale.value=material.displacementScale;uniforms.displacementBias.value=material.displacementBias;if(uniforms.glossinessMap.value!==null&&defines.USE_GLOSSINESSMAP===undefined){defines.USE_GLOSSINESSMAP='';defines.USE_ROUGHNESSMAP='';}\n",
       "if(uniforms.glossinessMap.value===null&&defines.USE_GLOSSINESSMAP!==undefined){delete defines.USE_GLOSSINESSMAP;delete defines.USE_ROUGHNESSMAP;}}};}\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(url))return url;if(/^data:.*,.*$/i.test(url))return url;if(/^blob:.*$/i.test(url))return url;return path+url;}\n",
       "var defaultMaterial;function createDefaultMaterial(){defaultMaterial=defaultMaterial||new THREE.MeshStandardMaterial({color:0xFFFFFF,emissive:0x000000,metalness:1,roughness:1,transparent:false,depthTest:true,side:THREE.FrontSide});return 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];for(var i=0,il=morphPositions.length;i<il;i++){if(geometry.attributes.position===morphPositions[i])continue;morphPositions[i]=cloneBufferAttribute(morphPositions[i]);}\n",
       "for(var i=0,il=morphNormals.length;i<il;i++){if(geometry.attributes.normal===morphNormals[i])continue;morphNormals[i]=cloneBufferAttribute(morphNormals[i]);}\n",
       "for(var i=0,il=targets.length;i<il;i++){var target=targets[i];var attributeName='morphTarget'+i;if(hasMorphPosition){if(target.POSITION!==undefined){var positionAttribute=morphPositions[i];positionAttribute.name=attributeName;var position=geometry.attributes.position;for(var j=0,jl=positionAttribute.count;j<jl;j++){positionAttribute.setXYZ(j,positionAttribute.getX(j)+position.getX(j),positionAttribute.getY(j)+position.getY(j),positionAttribute.getZ(j)+position.getZ(j));}}}\n",
       "if(hasMorphNormal){if(target.NORMAL!==undefined){var normalAttribute=morphNormals[i];normalAttribute.name=attributeName;var normal=geometry.attributes.normal;for(var j=0,jl=normalAttribute.count;j<jl;j++){normalAttribute.setXYZ(j,normalAttribute.getX(j)+normal.getX(j),normalAttribute.getY(j)+normal.getY(j),normalAttribute.getZ(j)+normal.getZ(j));}}}}\n",
       "if(hasMorphPosition)geometry.morphAttributes.position=morphPositions;if(hasMorphNormal)geometry.morphAttributes.normal=morphNormals;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 cloneBufferAttribute(attribute){if(attribute.isInterleavedBufferAttribute){var count=attribute.count;var itemSize=attribute.itemSize;var array=attribute.array.slice(0,count*itemSize);for(var i=0,j=0;i<count;++i){array[j++]=attribute.getX(i);if(itemSize>=2)array[j++]=attribute.getY(i);if(itemSize>=3)array[j++]=attribute.getZ(i);if(itemSize>=4)array[j++]=attribute.getW(i);}\n",
       "return new THREE.BufferAttribute(array,itemSize,attribute.normalized);}\n",
       "return attribute.clone();}\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 ibCacheKey='InterleavedBuffer:'+accessorDef.bufferView+':'+accessorDef.componentType;var ib=parser.cache.get(ibCacheKey);if(!ib){array=new TypedArray(bufferView);ib=new THREE.InterleavedBuffer(array,byteStride/elementBytes);parser.cache.add(ibCacheKey,ib);}\n",
       "bufferAttribute=new THREE.InterleavedBufferAttribute(ib,itemSize,byteOffset/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.setArray(bufferAttribute.array.slice());}\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=window.URL||window.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=THREE.Loader.Handlers.get(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!==undefined)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(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 extensions=this.extensions;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.lights=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);lineMaterial.lights=false;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.isGLTFSpecularGlossinessMaterial?extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].cloneMaterial(material):material.clone();if(useSkinning)cachedMaterial.skinning=true;if(useVertexTangents)cachedMaterial.vertexTangents=true;if(useVertexColors)cachedMaterial.vertexColors=THREE.VertexColors;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){console.log('THREE.GLTFLoader: Duplicating UVs to support aoMap.');geometry.addAttribute('uv2',new THREE.BufferAttribute(geometry.attributes.uv.array,2));}\n",
       "if(material.isGLTFSpecularGlossinessMaterial){mesh.onBeforeRender=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].refreshUniforms;}\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;}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",
       "return Promise.all(pending).then(function(){var material;if(materialType===THREE.ShaderMaterial){material=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].createMaterial(materialParams);}else{material=new materialType(materialParams);}\n",
       "if(materialDef.name!==undefined)material.name=materialDef.name;if(material.map)material.map.encoding=THREE.sRGBEncoding;if(material.emissiveMap)material.emissiveMap.encoding=THREE.sRGBEncoding;if(material.specularMap)material.specularMap.encoding=THREE.sRGBEncoding;assignExtrasToUserData(material,materialDef);if(materialDef.extensions)addUnknownExtensionsToUserData(extensions,material,materialDef);return material;});};function addPrimitiveAttributes(geometry,primitiveDef,parser){var attributes=primitiveDef.attributes;var pending=[];function assignAttributeAccessor(accessorIndex,attributeName){return parser.getDependency('accessor',accessorIndex).then(function(accessor){geometry.addAttribute(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);return Promise.all(pending).then(function(){return primitiveDef.targets!==undefined?addMorphTargets(geometry,primitiveDef.targets,parser):geometry;});}\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.getDependency('material',primitives[i].material);pending.push(material);}\n",
       "return Promise.all(pending).then(function(originalMaterials){return parser.loadGeometries(primitives).then(function(geometries){var meshes=[];for(var i=0,il=geometries.length;i<il;i++){var geometry=geometries[i];var primitive=primitives[i];var mesh;var material=originalMaterials[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.drawMode=THREE.TriangleStripDrawMode;}else if(primitive.mode===WEBGL_CONSTANTS.TRIANGLE_FAN){mesh.drawMode=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.Math.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!==undefined)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!==undefined?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(){if(nodeDef.isBone===true){return Promise.resolve(new THREE.Bone());}else if(nodeDef.mesh!==undefined){return 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;node.onBeforeRender=mesh.onBeforeRender;for(var i=0,il=node.children.length;i<il;i++){node.children[i].name+='_instance_'+instanceNum;node.children[i].onBeforeRender=mesh.children[i].onBeforeRender;}}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;});}else if(nodeDef.camera!==undefined){return parser.getDependency('camera',nodeDef.camera);}else if(nodeDef.extensions&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL]&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light!==undefined){return parser.getDependency('light',nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light);}else{return Promise.resolve(new THREE.Object3D());}}()).then(function(node){if(nodeDef.name!==undefined){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.applyMatrix(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){var meshes=node.isGroup===true?node.children:[node];for(var i=0,il=meshes.length;i<il;i++){var mesh=meshes[i];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);}\n",
       "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.Scene();if(sceneDef.name!==undefined)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;Z2xURgIAAAD8JgAAPAQAAEpTT057InNjZW5lIjowLCJzY2VuZXMiOlt7Im5vZGVzIjpbMF19XSwiYXNzZXQiOnsidmVyc2lvbiI6IjIuMCIsImdlbmVyYXRvciI6Imh0dHBzOi8vZ2l0aHViLmNvbS9taWtlZGgvdHJpbWVzaCJ9LCJhY2Nlc3NvcnMiOlt7ImJ1ZmZlclZpZXciOjAsImNvbXBvbmVudFR5cGUiOjUxMjUsImNvdW50Ijo3MTcsIm1heCI6WzQ5OV0sIm1pbiI6WzBdLCJ0eXBlIjoiU0NBTEFSIn0seyJidWZmZXJWaWV3IjoxLCJjb21wb25lbnRUeXBlIjo1MTI2LCJjb3VudCI6NTAwLCJ0eXBlIjoiVkVDMyIsImJ5dGVPZmZzZXQiOjAsIm1heCI6WzAuMjc1Nzk1OTQ2Nzg4NTQwMSwwLjEyMjgzMjk1MDcwOTQxMzQxLDAuMjk0Mjg3MDc3Nzg2MTA0NF0sIm1pbiI6Wy0wLjI2NzQzNzk2MzIzNTk3ODA3LC0wLjA2ODIzMDE2OTc4MDc3NDI3LC0wLjQ4MTgwMjE2MDQyNTAyNTY2XX1dLCJtZXNoZXMiOlt7Im5hbWUiOiJnZW9tZXRyeV8wIiwicHJpbWl0aXZlcyI6W3siYXR0cmlidXRlcyI6eyJQT1NJVElPTiI6MX0sImluZGljZXMiOjAsIm1vZGUiOjR9XX1dLCJzYW1wbGVycyI6W3t9XSwiY2FtZXJhcyI6W3sibmFtZSI6ImNhbWVyYV9SSTJHOEwiLCJ0eXBlIjoicGVyc3BlY3RpdmUiLCJwZXJzcGVjdGl2ZSI6eyJhc3BlY3RSYXRpbyI6MS4zMzMzMzMzMzMzMzMzMzMzLCJ5Zm92IjowLjc4NTM5ODE2MzM5NzQ0ODMsInpuZWFyIjowLjAxfX1dLCJub2RlcyI6W3sibmFtZSI6IndvcmxkIiwiY2hpbGRyZW4iOlsxLDJdfSx7Im5hbWUiOiJnZW9tZXRyeV8wX1E0MVlETVRPSFhGWSIsIm1lc2giOjB9LHsibmFtZSI6ImNhbWVyYV9SSTJHOEwiLCJjYW1lcmEiOjAsIm1hdHJpeCI6WzEuMCwwLjAsLTAuMCwwLjAsMC4wLDEuMCwwLjAsMC4wLDAuMCwwLjAsMS4wLDAuMCwtMC4wMDUyNzc4MDY2MDQ1ODQ5MzQsMC4wMzQ3MDkwMjQ5MjM2Nzg5OSwwLjc0ODM2MTc4ODc5MTg5MjMsMS4wXX1dLCJidWZmZXJzIjpbeyJieXRlTGVuZ3RoIjo4ODY4fV0sImJ1ZmZlclZpZXdzIjpbeyJidWZmZXIiOjAsImJ5dGVPZmZzZXQiOjAsImJ5dGVMZW5ndGgiOjI4Njh9LHsiYnVmZmVyIjowLCJieXRlT2Zmc2V0IjoyODY4LCJieXRlTGVuZ3RoIjo2MDAwfV19ICAgpCIAAEJJTgADAAAAMwAAAC4AAAAzAAAALQAAAC4AAAAtAAAArAAAAC4AAACsAAAAXgAAAC4AAACsAAAAVwAAAF4AAAAEAAAATgAAAFAAAABOAAAA2AEAAFAAAADYAQAA8wEAAFAAAADzAQAA7wEAAFAAAADvAQAAUQAAAFAAAADzAQAA8QEAAO8BAADzAQAA8gEAAPEBAADzAQAA2QEAAPIBAADZAQAA1wEAAPIBAADZAQAA1gEAANcBAADWAQAA2wEAANcBAADZAQAA2AEAANYBAADZAQAA8wEAANgBAAAGAAAAYgAAAJUBAABiAAAAGAAAAJUBAABiAAAAYwAAABgAAABjAAAAHQAAABgAAABiAAAAqwAAAGMAAACrAAAAqQAAAGMAAABiAAAAsgAAAKsAAACyAAAAtAAAAKsAAAC0AAAAbQAAAKsAAABtAAAAbAAAAKsAAABsAAAAdwAAAKsAAAC0AAAAbwAAAG0AAABvAAAAcQAAAG0AAAC0AAAAbgAAAG8AAAC0AAAAaQAAAG4AAABpAAAAIQEAAG4AAACyAAAAYgAAALQAAAAHAAAAVgAAAAgAAAAIAAAAiwAAAAcAAACLAAAAigAAAAcAAACKAAAAIQAAAAcAAACKAAAAiwAAACEAAACLAAAAJAAAACEAAACLAAAA+QAAACQAAAD5AAAAwwAAACQAAAD5AAAAzgAAAMMAAADOAAAAyAAAAMMAAADOAAAAzAAAAMgAAADMAAAA0gAAAMgAAADSAAAAzQAAAMgAAADSAAAAyQAAAM0AAADSAAAAzAAAAMkAAADMAAAAywAAAMkAAADLAAAA1AAAAMkAAADLAAAACQEAANQAAADLAAAAtgAAAAkBAAC2AAAAtQAAAAkBAAC2AAAAdQAAALUAAAC2AAAAewAAAHUAAAC2AAAAjQAAAHsAAAC2AAAAiwAAAI0AAAC2AAAAywAAAIsAAADLAAAA+QAAAIsAAADLAAAAzAAAAPkAAADMAAAAzgAAAPkAAAAKAAAADgAAAAwAAAAKAAAAlQAAAA4AAACVAAAAkAAAAA4AAACQAAAADAAAAA4AAACQAAAASwAAAAwAAACVAAAAkQAAAJAAAACRAAAAlgAAAJAAAACWAAAAjwAAAJAAAACPAAAASQAAAJAAAACPAAAAlgAAAEkAAACWAAAASgAAAEkAAACWAAAAlwAAAEoAAACRAAAAkgAAAJYAAACRAAAAmQAAAJIAAACZAAAAuQAAAJIAAAC5AAAAvgAAAJIAAAC5AAAAJgEAAL4AAAAmAQAAvAAAAL4AAAAmAQAA6AAAALwAAAAmAQAAIwEAAOgAAAAjAQAAJQEAAOgAAAAlAQAADQEAAOgAAAAjAQAAIgEAACUBAAAiAQAAJAEAACUBAAAiAQAAJwEAACQBAAAiAQAAJgEAACcBAAAmAQAAuQAAACcBAAAiAQAAIwEAACYBAACRAAAAmAAAAJkAAACRAAAAlQAAAJgAAAAMAAAAxQAAAAoAAAATAAAAywEAAHwAAAAWAAAAGwAAABcAAAA1AAAAmwAAAJoAAACaAAAA7gEAADUAAAA2AAAApwEAAJ4AAACeAAAAmwAAADYAAACnAQAAoQAAAJ4AAACnAQAAnwAAAKEAAACnAQAAoAAAAJ8AAACgAAAAnAAAAJ8AAACnAQAA5wEAAKAAAACnAQAA6QEAAOcBAAA3AAAAOQAAAAMBAAA4AAAAUwAAAD8AAAA+AAAA/QAAAP8AAAD9AAAA/wAAAPIAAABDAAAAKgEAAH4AAAAqAQAAgQAAAH4AAABNAAAAWAAAAFUAAABdAAAAlgEAAJgBAACWAQAAmQEAAJgBAACWAQAAWAAAAJkBAABfAAAAxAAAALgAAADEAAAAowAAALgAAABzAAAA3wEAAKYBAADfAQAApgEAAL8AAACmAQAAwQAAAL8AAADBAAAAwAAAAL8AAADAAAAA2QAAAL8AAADZAAAA1gAAAL8AAADWAAAAwgAAAL8AAADCAAAA3wEAAL8AAADCAAAA6wEAAN8BAADrAQAA4AEAAN8BAADrAQAA4wEAAOABAADrAQAA6gEAAOMBAADrAQAAwgAAAOoBAADZAAAA1wAAANYAAACmAQAAoQEAAMEAAAChAQAApgAAAMEAAACmAQAAogEAAKEBAACiAQAApAEAAKEBAACCAAAAGwEAABoBAAAbAQAAHAEAABoBAAAbAQAAHQEAABwBAADaAAAA3AAAABYBAADaAAAA9QAAANwAAAD1AAAAEgEAANwAAAASAQAAFgEAANwAAAASAQAAFwEAABYBAAAXAQAAEwEAABYBAAATAQAAGAEAABYBAAATAQAAGQEAABgBAAATAQAAFwEAABkBAAAXAQAA6gAAABkBAAAXAQAAEgEAAOoAAAASAQAAFAEAAOoAAAAUAQAA6wAAAOoAAAAUAQAAFQEAAOsAAAAVAQAA7QAAAOsAAADtAAAABQEAAOsAAAAVAQAA/QAAAO0AAAAVAQAAFAEAAP0AAAAUAQAA9QAAAP0AAAAUAQAAEgEAAPUAAADaAAAA+wAAAPUAAAD7AAAAAAEAAPUAAAAAAQAA/wAAAPUAAADgAAAAhgEAAIgBAACIAQAAeAEAAOAAAADhAAAA6AEAAAoBAADhAAAAIQEAAOgBAADvAAAAQwEAAAIBAAACAQAA7QAAAO8AAABDAQAA8AAAAAIBAAAeAQAAPQEAAEIBAAA9AQAAPgEAAEIBAAA+AQAAOgEAAEIBAAA6AQAADQEAAEIBAAA+AQAAPQEAADoBAAA9AQAAQAEAADoBAABAAQAAQQEAADoBAABBAQAAOwEAADoBAABBAQAAPAEAADsBAABBAQAAPwEAADwBAAAtAQAALwEAAG0BAAAtAQAAVgEAAC8BAABWAQAAWQEAAC8BAABZAQAAWAEAAC8BAABYAQAAbQEAAC8BAABYAQAAbAEAAG0BAABsAQAAcgEAAG0BAAByAQAAQwEAAG0BAABDAQAARwEAAG0BAABsAQAAWAEAAHIBAABYAQAAVwEAAHIBAABYAQAAWQEAAFcBAABZAQAAWgEAAFcBAABZAQAAVgEAAFoBAABWAQAAgAEAAFoBAACAAQAAgQEAAFoBAACAAQAAgwEAAIEBAACAAQAAggEAAIMBAACAAQAAVgEAAIIBAABWAQAAdAEAAIIBAABWAQAASQEAAHQBAABWAQAALQEAAEkBAAAtAQAAMQEAAEkBAAAtAQAAjgEAADEBAACOAQAATwEAADEBAABPAQAATAEAADEBAABLAQAAdQEAAHYBAAB1AQAAcwEAAHYBAABzAQAAhAEAAHYBAAB1AQAAhQEAAHMBAABQAQAAUwEAAFEBAABQAQAATAEAAFMBAABMAQAAUQEAAFMBAABMAQAAjgEAAFEBAAB6AQAAewEAAH4BAAB6AQAAfQEAAHsBAACaAQAAngEAAJsBAACeAQAAnQEAAJsBAACdAQAAmQEAAJsBAACjAQAAqwEAALIBAAClAQAA0gEAAM8BAADSAQAA0QEAAM8BAADSAQAA3gEAANEBAAClAQAApAEAANIBAACoAQAA0wEAAL4BAAC4AQAAuQEAAL8BAAC5AQAAugEAAL8BAAC6AQAAxAEAAL8BAAC5AQAAAwAAALoBAABpAAAAmwAAACEBAABpAAAAmgAAAJsAAAANAQAAPAEAAOgAAAAlAQAAFgEAAA0BAAAWAQAAGAEAAA0BAAAWAAAAlQEAABsAAACZAQAAqAEAAJgBAACZAQAA0wEAAKgBAADqAQAApwEAAOMBAACZAQAA1wEAAJsBAADXAQAA2AEAAJsBAABpJEI+i5kTPGEplz3Afjc+SbFsPH41qT02tz0+s4M/PIsLmj21sUQ+dJ9nPJg2qj2Zfpg9+CcHPF8IjL3bkyk99gptu2EvPL3YOLg9ilBXPMWclr1NyDU9ozI1vCA+9z3+pj49MHz/u7qb8T2RdOU9S9NJvCMFfj5RiMk9kYvcu5y8ZT5DAtU9kRgavC+EcD7FpPM9334Ru7n9Wz5DXOI9ezUIvGpUcz7RpeM9Cs05uxG+aj5DYt89Ucvuu61wdD4ASwq9uf3MvEphh7uX1x69aYzIvK5YNr2Gexy9LjeivCxoNL155RS9TV/6vNijnDqJXzG97ALLvGwR7rwEgTO9tGC/vCouu7yUUTA+wmKxPMSUuLwTmDU+no+6PFNvrbyjP+89OjTPPGf577xdnhU+rBi5PNFlcLuyPhM+B0G1PIR+lrxITyg+ItG4POLHq7xHkQk+iLe3PAaiAbyKEQo+fOe/PCatbrxuvQs+vVFJO6IWHj133wA+mLmKO8CDzDxhO+I9MUeyOz6dljwnLiQ9kGSavO0iMT4Q8s88bocKvd4nND7xuvM8db3pvG4COT4Nm2c9pT0HvLGnPT7/0zM9vmSVvPlROz4M/Nq8brLeu3SlCL6P4+685zrOu/cGDb4D6d28vNAWvP8gBr7j2we943pIvPC8372fgxS9rrBDvHbb0705Pba8Sj1/u5xXHr6HMUI+Sf+yPMcH3zznmCo+9Vu+PAFMkj3YKyU+NB+5PI3QuT0SCh8+EQ+rPO32Gz1zs0E+hh2iPOMvHD3IPS8+uc6yPKrDoDyWSFE+xualPGJWjz0fNEU+kr+SPHlmnj0dDTw9wrSNPI/fKL7IlzY9gHSgPL/9Ir7QWD49RZqgPFSjK76vaKS8iRL8vNeFhj027Li7OBXsvBrPtT1tT5C8YxXuvElrWT3Bajc8hvC+vGxDQT5jc9M7Cqr5vAAl2T1YgoG8I7/vvDeQwj2Prmc8zeHdvM2l/j0zm4C7nizUvMnD4z3EpA+6yer1vKEU0j0Fi3S82vnyvNjxuz0U7oK8nIbjvM/wvT0I4is9ikoCvNowL7wGtPk8HoVjvAfQqLzlsBs9qSoivFCZXLzSgg494p5svHy+qbxRZEw92oCju7hy5bmdKQA+lMGruw5fij76HiE+4+sUOiTsjT5uMA8+15YNu/gTjj4eHQ4+zmY3u5jrjj5wcwE+XVgGvMV5iT66s6M9cXg9Ow0WQTyhV6Q9DFKwOyCbhTzzXZA9EGqQO3MyLL2HGoA9mQCTO3pICr1sgEg9jQOvu3BLb70wOzA9Swm2upmxor1aZIM9l1qqO5aGmL1bKpI8n7X0vHyksT0GNFM9U0bsuotuiT2VcTw9tCaju4yYQT3n7Ss95WdSvGr1yz135AA+c4cYPChEmD1SLdo98hAEuwRLIj1jmvQ9gUkSPDQwjD1LDwk+60aXO2EYmD0evBA+FIZDO5bplD2IU/Y9Y/flO4FMkD1yCgI+slgdO5gjfD0E+BQ+90MnPMZauT1wV8w84trUvGbWZT7dUq08i4PovNLKUz7Dtsk8vaXivNvWYD5QSOI9OKzMPLWWAL0mv+c9PerKPBPvx7x9aSQ877bBvMWzdz6B/JI8aZggvD62Zz6pkVQ84bmovIk3cT5Nx6A8SgYvvK4reT4xfoc8PG5avOAKdj7NtUg96MD0PGkMu708nZI9Ndq/PI+LL72Jo2E9xlr4PNmSSL1HdYE9+03nPPhUJb0x4Ic9yaLrPGsNQ718S0Y93EUAPV2mg70S02c9/CH3PK2Rar3eMAE9sy8YPfIQTL2JzWY9YZD3PDKeUb123z89wIH8PBo2Vr2mPfe8iejDPC9unr7bmwi9vWvxPOVxkr67u4U9UteFPMUyij0XHoM9L502PPoChz1oyFM9cD0nPTfSGLv2sVw9wbzLPMBvOz1RrE09C5bVPI7DFD1ekJo9WJKEO7DTkD0GvaI9aXjAO5uAoT2O0828bmmjvGfqcjxb9Rq9Hdk8vOfWqrzIl/u8Edo4vI1jl7yiAPW88PU2vG63N73fnRG90KxEvGTJxbtP1wS9eHlrvO966btqG/a8N/blvBeyBT7G4ga9ba7JvEwz4D1kVhm93ZinvEW0wD2YpAO92VfHvE9B6z2JKfG8Ko3Vu6m4+r1sYAm9sqBAu+nFBb4R/Ae9pmmsPPNvWr6wxwW9oychPIYHMr7wJEo90AU8uWPuCD4PrWU9faRWOzkXDT6nDkw9rIMlupz8BD7pYDY9CJsJPDVT1z3BcTY9tbtcPDBpyj2PYu49LpG8uJ+Zhz47Tuk92xC/O9FWgT53K7k99pBCOh3NjD4mc6s95gFbuyr4kT7kYLY94ZCRuoISgT6n+OU9VOoMOt4ZhD4gQdI9bLCXOxt/ej4cx+89qGImuvlOjz7QHN49fRrvu5LWjz6furQ9rEmUOpLkfz67e549tNMGvNvaiz68swY94iQFPc2iFr4cZQE99F8RPfC6Gb7N69k85FEpPfpRZ76JM9o8XvEoPQOLeL4FxwI9x8rpPIhLOr7Lscg8QJY9Pb/IXb6r0gk9EeAMPUCFZr7lRq08ENU4PQbKVL5CbuI8pg0UPTimXb7/j249Z1cBu/82cz6WHns97DaMOzT8bj4Ern49RbCCO0iVbT63CUO8oaAqPUDltL6TaTy8p/k8PSBVrb65dTK8qiA0PXYBsr6RhsQ9qWjCPGkQpLyyeN09KwrFPEJUzjzi1qg9rirzPCOr1byUWwA+4kq/PE5udD1FDss9mn7YPAn3tTy5JsU9XDLTPOVivDx+ja09r+XYPACO97ySXsQ9zlnKPFAOBT3n/cM95MzaPNvIGj3w9LY98M/YPEvx9byxKpo9omzdPAaPorycwpg9/xngPNJ2cr1GoF89lYjsPNrIcz2YD1s9A2XzPOHqsz0nAm27bRDavD3ZRj4zMCc9XJ+cvNP4gD6zP0M9wQI6vFH0hD5bV808JHngvEUygj5rPO88BP+jvOdYhz5hEcY6k7D6vPMgjz4yO8E8TozGvL3Hhz7aPP08ETJWvHqUiT60euQ8SZIhPUS/m7726I88PVNCPYCppL7aMqs8lnk9PfLxp74Mrvw8JSoWPeOgjr7n6W49GCWuOwNJRj5OFVM9IYOZuxTVWz7GNYk9uPfguQPaTz4G4Dg9wp30u189Sj71FTQ9F88juxqlQT6IsFQ9HHpnPeCyNz5E75E97rKyPb8MCT5+cFA9GxeSPRNKKj51voU9reFuPYZuDj5Sv4c9bjh6PbO4Fz4UnJ09EqfRPYNkOj6r7109P1j6PHs0LD4tiVc92W1zPZWjFz5rNzo9/2IwPaJ4Gz4P0R490hpQPewyJz44SYM9nlSiPe07HT6Ef1c9ggaJPXRhIj5Dn4E99+CtPaYR5z2vDVI9avZ5PUDDGz6lo9w7hvWBPfjtlb6TqoQ6L5+IPdQhmL7+Ec26oUCaPbbrgL6XV/47e36EPTKgmr5wrm69rOFHPaEkMD6Yw4u9sK+JPSoA6T3MzIS9UUmBPSOuHz4oyoq9cEiFPfIDGD6lRoi8FrZSPTmMMr4NO2+8gn9oPUqiQL5dHVi9/rLbPHBasLxdc6e87Jw2PQUFx72bn++8IcYcPUZYwb34aqq8g31KPau7G77+/em8K3YWPXJDhr3TCwi9EMAXPfb0i73FlL+8F7GbvIKzaj6Hu/28TmWOuy1Oej79gK28ewejOyOeij6mgM+8u7fZOcUXeD67RIe9MLamPfq78j2iH4i9jT2RPVEX2z2qhDu90LE+u1NErD3l7WC9WTgFPZ0rwz2FCm291HgfPfeN3j1vK129LFTxPJk4uj29UIG9PF8qPbZI2z27/2C8d596PeVlZb4OSYs8QVwPPeMHkD39NrE7Z8GKPEnyRz7WThc9jEasPGaFQD6kRLa8w/3uPEeRCj4JCkq94bHzPM6N9j26/PI8N+/APIYwAD6/pas8giSRPLkVPD62ZVg9O0q4PETzIT41HfS87TCcPGyaTT6yYRq937mEPHsbNj6qVxM9RAvRPKTD/D25ntG80YvOPN0JzT0+x5+8cwfKPJmUCT7Eoa883ankPN8R/z0YkZE6aha2PMVzGT5R6hC9UiQRPdkOyzwqg269t0UNPRj/yj0mqJe8pHgRPXqTZT1IVmG9ggbxPKTmPj06YX68WS8mPciGiD0T0y+9Y7gVPdTdaD37Cfa8NAoKPdVxWT02glK958vzPMrBOD1x10M9IC9cPT2JyT3pl0O81WAPPbf6/b2GQcK8mO8YPRrNFr6OenG8EQ8VPRl2CL4mP4O9NG8EPNhlgT7w0l+9F+L6O3MKaj4w7Iq9OUHHvOTzgD5cYiW99hRXPPm3WD7s/3W9U9+5u1J6aT43k3y9oRGVPUNhBT7kz6S94OfSPUGnLz5iWmm9MMaSPe3a9z2o8Hu9Kn+IPdRZ7T3Ns5+9tYDIPQ4RMz6r2a29a8LePTg5Hj6kzcC92I/7PVihQz4NBK69CE/lPT2kHj6Iphi9VeezvL2bNj7uDwO9LlPFvD6/OT7ULFi91fk5vCymXT6RsSK9Dg6fvB38aD5wQmy9ePQPvCHZPj57PiY8dOJJPTB7Qb3JUoQ8Vfd9PRZmPL6N6Oo7S19ePTncmr2htQG8xAJIPBNtgT6XUj28yFAfPATohT6/iCa8jnyGPCUccj4vHre80aSTPK0Uez4ZFws8z+3XurUehz6f81s7PheIO4oMgD4mD4S9CvtOuwDaKj5JLFS9saO3Ow1SGz5RLJG8tQQPPf4yjzmFRj07Z0IVPZXphDy4fz6+glgavJUpLj0r4zO+6uurPH7h2Ty3pTa+negFuznpDT1+3zq+zjZPPBNgbD3Nlzy+rA4bPLBpSD2HIj2+Dw+NO5LIqbyRmkS+kM/1uyXYmz0wxDa+X6yZO1fwaj2W5Au9F2qzPM6mHr621ia9dcJ5POkUFb5IrXm9iCCEPJ6N3r2VAVa9Cwt8PN4a/702ZHa9Azb6PJHjAb4dfkG9R6iaPGuzCb7HB+a9SMRkO18RdT702tC9z1Fvuylbdj6yiAW+OyzNu8F7lD6W7dq9LKbhuzI0az7vZdW9vVkTOhYvbT7DNxC+/D5evMyslj7PWAC+UY5uu8I7fT6zPwW+W3HnuXzvgj7kj7K9jXoBu8P2bD7N7cC9SdrAO5uVjD0ZlAG+dOCkPAlYQjssIgS+C9xVPHbHOj04Rf2934m1OxcyGT3c6ta97dS4Ox/2ZT2jTwu+etI6PIFeBD07/1W+7pZQPHrhJD1P6Ru+Sc37u63gAz3ohz2+ZpuIuqilBj1eVBi+HbJNPJt0a72V4u+9jYgmuxSyXr3gwRK+LoV7PKHYWryAIxW+gqwPPJFw6LyGsuC96NS0PE7ypb3FKQG+UPGTPFy0YL0Baf69OHE0PAgbO73ucgG+TcCfPNqCcL1XAAa++9Exu1XMSr1+fGC+f6w1PBU3hD1P31++iSfYPFGoeD2BvD6+YXequ/sZrT2MqDe+exwPPM+omj0m6lW+AtmwPM3/tD00v2G+zGaYPPAnwD3J/02+VskCOj06ez3CZz6+3KWiuwRYnD1ENT2+rwvVOyAxfz3Nc1W97PjkPMrjw71Pk3C9ITHuPACEuL1/oX29w8jrPIMRib31tIC9/L5qPCFTJ747Zlq9HRmdPGn5OL7M5jq9aSzUPGBtLb5rEz69+kfaPKGePr4QvVq9LSC7PGzSKb5Uraa8P8pLPcb/b75oXjq9bh7DPL0GTL54mhm9+M8GPZiIO76+7Yy9sJPBulkhiz1y8mu9LpsNvHo2aT03RRW+yWvFOk3Hkj2Pbh6+toHUO2yjiz36NRm+RsNTPGHbhD0caBG+LNpGOzfUgz3zoB6++lZyOylBaj0S4Ba+q997O8Qnfz0Ohxy+16jyu3/LfD31ZxO++MzHOEbBmD2h7Yi+QSCvupqWMTzr8Gq+xbv1O7BNNT1xt3q+eHdyO0k9vjy0U3m+g0PWO19aqjzSi6y9R9iZPO52Aj10d5G9Qyb9OzXyuTtphYG9/dPIO0wJDjyoKSO9Klv7PAoTd75C/Qq9zhUlPWaWeb5wRTa9CTTlPOx9Wr7y0gi9tj8kPYB1d779Wya9gvvjPOS/e74EJbi9L6wLvJklNLw39H2+cRwfPGThoT1rHoe+YGnKO+hVrT2HQHW+lqVdPIEfaj0gaYO+fRUtPP2Sbj1iDIO+bFBOPBLzZzxeVIG+dWUbPO+NSz3O2Hu9D/xIug4bE70aNE+9j/qmu4s2LL3dFa691lqEuaW1J7weTp+9xUsZvJiaazuHruK9WzcCPEXOEDzIJQK+ybhoPHwZizoHOx++CKXMOxtBa7zsrQe+Yk0Ju8pQe7ue/BK+/97BPI+0M7w5qQm+1F7/PBCdqLvqi7o8JY4DvZcHRD0KgWo8qZwbvZE/sDx2/LE8IBgfvZfJJT1PyBo+yDujO6LsNjyR8w8+RneDO/0LqDs9A849dH2HOxTydr1Vu/I9SQDMu/MvOj3UlxE+qK2Pu9olYzyF1A0+VGQVvNgTGT3UGQE+2AV7vJOt5jxc/Qk+iAe5OtY6lbwHPQU+/DbOu3S8ATvpXDo+ldn5O3ZGgry6/Qw+cOjBu4WfPTwZKho+LS6zO/LyDDkJUwk+6HCBuwibSTxvcps8ldicu8XW5b4ZKtE8nfh4PKSNt77O3rY80uxLPOpxt77Hp7E8wsDAOSYD7b6NhLs8vOqePFIIyr6MqKo8KgiVPPQc0b76pLk8mEP/ugr+r74rDEQ9gJKXPGtTTr496iM+zKfKu/6dPj3ItDc+QfqhO6QvhT1qBjI++R44O6aZiT3/agy8Uf2OO8au9r5CCYu8v4LfO+FA5749qqm8Y445PJCk6b4zRrE7QryLvah7r72PIxi8Ci91vWMhgr1No7q8mt8JvYddTb00kUa8N5xtvQStkb34aIA8QNS7PJLe674QrrA78l7WPJ+w6L4sTcC8gfMMPaMTyL7rBRu80Yj0PPGP175A7cY6Ei38PFh22b4HYFi8TyH1PI+K1r4eymw+xEyWPDgoQj21PGc+u/YxPB0qlj0tom8+WYByOw1trD3xW34+F4+MPOevwDy3e4o+k0pSPGcYFj23s18+QD9AutLlLj2FmUg+jp3rupyfKD0aKIE+ZiWePKCJgD0Vt4M+DhmfPBtDCT0gNY0+DRCOPOwxYT0uLWY+UeX4O5C4Kjz4llo+LCaSPFWUlDwVhoM+s6WCPBdYhj0WXrq8dReRvJxVUr7/dIS8TzeQvB9GK74ijcc70zRzvDXkOL5HeUO76YuXvJNPGr79bIG75LCMvLgcRb6tedQ89ELCvEalJ70KPgi9lclavZxGmDvCWye977wgvdRveLtbQK28VbNuvW3qh7ssK+O8BBRIvRngULyqaeO7UddbvJDf175wU4i8d3cWvGiC0r48ppm87wUwvBfs0r7n2Ai8FbyAvPYG0L7sTUQ+55M1uwigtjympUw+6f6DO29ybzzwikw+rOtHPK2nxTz1ZTs9iNbEvN9BkLwQZB89tKtaveh8Qrz6Hlk92YeZvL5Q5bxEiCk924wOvdT9qrydnh09KP8Ava1an7w+tR09bFcfvdsPhrumexI9Cw7RvPRCo7xh4uK8wBqhuShFib4Dptm8FZxQPCEfx74ZYhw84sGFvPxNk75poqQ77L8wvVaPhr7+AgE7sMXmvHPxg771MjE7s2oevQPqe76vQLs7qjMhvVeBdr7ePmu6P7G0u0ywdr6+8ks5HyrJu4vvZr5ABxE9Pm/EPJGrUr7jR8c8f3KaO9xHZr6YXFQ88nOBvA9Cp73zgcU8RnW6Oxz6Rr5BDKc8EEb7uxu6db5uhl08LC+HvIgKgb5QiU887OZWvcUlmbw81JW74h1qvRnATryBcQE9tnYLvC0h6L1wTt08IXq+vL/Dmr0JcqM7U3JtvavEI7wPujk8sS0XvW+vf730bKc853QMvYa4A71TRwE9ajOrvMbfW70=&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);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>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bpa_tri_mesh.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "686df764",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/thor/anaconda3/envs/torchenv/lib/python3.7/site-packages/IPython/core/display.py:717: UserWarning: Consider using IPython.display.IFrame instead\n",
      "  warnings.warn(\"Consider using IPython.display.IFrame instead\")\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<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 src=&quot;https://cdnjs.cloudflare.com/ajax/libs/three.js/109/three.min.js&quot;></script>\n",
       "    <script>THREE.TrackballControls=function(object,domElement){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!==undefined)?domElement:document;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.target=new THREE.Vector3();var EPS=0.000001;var lastPosition=new THREE.Vector3();var _state=STATE.NONE,_prevState=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();var changeEvent={type:'change'};var startEvent={type:'start'};var endEvent={type:'end'};this.handleResize=function(){if(this.domElement===document){this.screen.left=0;this.screen.top=0;this.screen.width=window.innerWidth;this.screen.height=window.innerHeight;}else{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;_eye.multiplyScalar(factor);}else{factor=1.0+(_zoomEnd.y-_zoomStart.y)*_this.zoomSpeed;if(factor!==1.0&&factor>0.0){_eye.multiplyScalar(factor);}\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()){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);_this.checkDistances();_this.object.lookAt(_this.target);if(lastPosition.distanceToSquared(_this.object.position)>EPS){_this.dispatchEvent(changeEvent);lastPosition.copy(_this.object.position);}};this.reset=function(){_state=STATE.NONE;_prevState=STATE.NONE;_this.target.copy(_this.target0);_this.object.position.copy(_this.position0);_this.object.up.copy(_this.up0);_eye.subVectors(_this.object.position,_this.target);_this.object.lookAt(_this.target);_this.dispatchEvent(changeEvent);lastPosition.copy(_this.object.position);};function keydown(event){if(_this.enabled===false)return;window.removeEventListener('keydown',keydown);_prevState=_state;if(_state!==STATE.NONE){return;}else if(event.keyCode===_this.keys[STATE.ROTATE]&&!_this.noRotate){_state=STATE.ROTATE;}else if(event.keyCode===_this.keys[STATE.ZOOM]&&!_this.noZoom){_state=STATE.ZOOM;}else if(event.keyCode===_this.keys[STATE.PAN]&&!_this.noPan){_state=STATE.PAN;}}\n",
       "function keyup(event){if(_this.enabled===false)return;_state=_prevState;window.addEventListener('keydown',keydown,false);}\n",
       "function mousedown(event){if(_this.enabled===false)return;event.preventDefault();event.stopPropagation();if(_state===STATE.NONE){_state=event.button;}\n",
       "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();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){this.manager=(manager!==undefined)?manager:THREE.DefaultLoadingManager;this.dracoLoader=null;this.ddsLoader=null;}\n",
       "GLTFLoader.prototype={constructor:GLTFLoader,crossOrigin:'anonymous',load:function(url,onLoad,onProgress,onError){var scope=this;var resourcePath;if(this.resourcePath!==undefined){resourcePath=this.resourcePath;}else if(this.path!==undefined){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);},setCrossOrigin:function(value){this.crossOrigin=value;return this;},setPath:function(value){this.path=value;return this;},setResourcePath:function(value){this.resourcePath=value;return this;},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. Use LegacyGLTFLoader instead.'));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_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[EXTENSIONS.MSFT_TEXTURE_DDS]=new GLTFTextureDDSExtension(this.ddsLoader);break;case EXTENSIONS.KHR_TEXTURE_TRANSFORM:extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM]=new GLTFTextureTransformExtension();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_PBR_SPECULAR_GLOSSINESS:'KHR_materials_pbrSpecularGlossiness',KHR_MATERIALS_UNLIT:'KHR_materials_unlit',KHR_TEXTURE_TRANSFORM:'KHR_texture_transform',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);};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. Use LegacyGLTFLoader instead.');}\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;}\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 GLTFMaterialsPbrSpecularGlossinessExtension(){return{name:EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS,specularGlossinessParams:['color','map','lightMap','lightMapIntensity','aoMap','aoMapIntensity','emissive','emissiveIntensity','emissiveMap','bumpMap','bumpScale','normalMap','displacementMap','displacementScale','displacementBias','specularMap','specular','glossinessMap','glossiness','alphaMap','envMap','envMapIntensity','refractionRatio',],getMaterialType:function(){return THREE.ShaderMaterial;},extendParams:function(materialParams,materialDef,parser){var pbrSpecularGlossiness=materialDef.extensions[this.name];var shader=THREE.ShaderLib['standard'];var uniforms=THREE.UniformsUtils.clone(shader.uniforms);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;','material.specularRoughness = clamp( 1.0 - glossinessFactor, 0.04, 1.0 );','material.specularColor = specularFactor.rgb;',].join('\\n');var fragmentShader=shader.fragmentShader.replace('uniform float roughness;','uniform vec3 specular;').replace('uniform float metalness;','uniform float glossiness;').replace('#include <roughnessmap_pars_fragment>',specularMapParsFragmentChunk).replace('#include <metalnessmap_pars_fragment>',glossinessMapParsFragmentChunk).replace('#include <roughnessmap_fragment>',specularMapFragmentChunk).replace('#include <metalnessmap_fragment>',glossinessMapFragmentChunk).replace('#include <lights_physical_fragment>',lightPhysicalFragmentChunk);delete uniforms.roughness;delete uniforms.metalness;delete uniforms.roughnessMap;delete uniforms.metalnessMap;uniforms.specular={value:new THREE.Color().setHex(0x111111)};uniforms.glossiness={value:0.5};uniforms.specularMap={value:null};uniforms.glossinessMap={value:null};materialParams.vertexShader=shader.vertexShader;materialParams.fragmentShader=fragmentShader;materialParams.uniforms=uniforms;materialParams.defines={'STANDARD':''};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(params){var material=new THREE.ShaderMaterial({defines:params.defines,vertexShader:params.vertexShader,fragmentShader:params.fragmentShader,uniforms:params.uniforms,fog:true,lights:true,opacity:params.opacity,transparent:params.transparent});material.isGLTFSpecularGlossinessMaterial=true;material.color=params.color;material.map=params.map===undefined?null:params.map;material.lightMap=null;material.lightMapIntensity=1.0;material.aoMap=params.aoMap===undefined?null:params.aoMap;material.aoMapIntensity=1.0;material.emissive=params.emissive;material.emissiveIntensity=1.0;material.emissiveMap=params.emissiveMap===undefined?null:params.emissiveMap;material.bumpMap=params.bumpMap===undefined?null:params.bumpMap;material.bumpScale=1;material.normalMap=params.normalMap===undefined?null:params.normalMap;if(params.normalScale)material.normalScale=params.normalScale;material.displacementMap=null;material.displacementScale=1;material.displacementBias=0;material.specularMap=params.specularMap===undefined?null:params.specularMap;material.specular=params.specular;material.glossinessMap=params.glossinessMap===undefined?null:params.glossinessMap;material.glossiness=params.glossiness;material.alphaMap=null;material.envMap=params.envMap===undefined?null:params.envMap;material.envMapIntensity=1.0;material.refractionRatio=0.98;material.extensions.derivatives=true;return material;},cloneMaterial:function(source){var target=source.clone();target.isGLTFSpecularGlossinessMaterial=true;var params=this.specularGlossinessParams;for(var i=0,il=params.length;i<il;i++){var value=source[params[i]];target[params[i]]=(value&&value.isColor)?value.clone():value;}\n",
       "return target;},refreshUniforms:function(renderer,scene,camera,geometry,material){if(material.isGLTFSpecularGlossinessMaterial!==true){return;}\n",
       "var uniforms=material.uniforms;var defines=material.defines;uniforms.opacity.value=material.opacity;uniforms.diffuse.value.copy(material.color);uniforms.emissive.value.copy(material.emissive).multiplyScalar(material.emissiveIntensity);uniforms.map.value=material.map;uniforms.specularMap.value=material.specularMap;uniforms.alphaMap.value=material.alphaMap;uniforms.lightMap.value=material.lightMap;uniforms.lightMapIntensity.value=material.lightMapIntensity;uniforms.aoMap.value=material.aoMap;uniforms.aoMapIntensity.value=material.aoMapIntensity;var uvScaleMap;if(material.map){uvScaleMap=material.map;}else if(material.specularMap){uvScaleMap=material.specularMap;}else if(material.displacementMap){uvScaleMap=material.displacementMap;}else if(material.normalMap){uvScaleMap=material.normalMap;}else if(material.bumpMap){uvScaleMap=material.bumpMap;}else if(material.glossinessMap){uvScaleMap=material.glossinessMap;}else if(material.alphaMap){uvScaleMap=material.alphaMap;}else if(material.emissiveMap){uvScaleMap=material.emissiveMap;}\n",
       "if(uvScaleMap!==undefined){if(uvScaleMap.isWebGLRenderTarget){uvScaleMap=uvScaleMap.texture;}\n",
       "if(uvScaleMap.matrixAutoUpdate===true){uvScaleMap.updateMatrix();}\n",
       "uniforms.uvTransform.value.copy(uvScaleMap.matrix);}\n",
       "if(material.envMap){uniforms.envMap.value=material.envMap;uniforms.envMapIntensity.value=material.envMapIntensity;uniforms.flipEnvMap.value=material.envMap.isCubeTexture?-1:1;uniforms.reflectivity.value=material.reflectivity;uniforms.refractionRatio.value=material.refractionRatio;uniforms.maxMipLevel.value=renderer.properties.get(material.envMap).__maxMipLevel;}\n",
       "uniforms.specular.value.copy(material.specular);uniforms.glossiness.value=material.glossiness;uniforms.glossinessMap.value=material.glossinessMap;uniforms.emissiveMap.value=material.emissiveMap;uniforms.bumpMap.value=material.bumpMap;uniforms.normalMap.value=material.normalMap;uniforms.displacementMap.value=material.displacementMap;uniforms.displacementScale.value=material.displacementScale;uniforms.displacementBias.value=material.displacementBias;if(uniforms.glossinessMap.value!==null&&defines.USE_GLOSSINESSMAP===undefined){defines.USE_GLOSSINESSMAP='';defines.USE_ROUGHNESSMAP='';}\n",
       "if(uniforms.glossinessMap.value===null&&defines.USE_GLOSSINESSMAP!==undefined){delete defines.USE_GLOSSINESSMAP;delete defines.USE_ROUGHNESSMAP;}}};}\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(url))return url;if(/^data:.*,.*$/i.test(url))return url;if(/^blob:.*$/i.test(url))return url;return path+url;}\n",
       "var defaultMaterial;function createDefaultMaterial(){defaultMaterial=defaultMaterial||new THREE.MeshStandardMaterial({color:0xFFFFFF,emissive:0x000000,metalness:1,roughness:1,transparent:false,depthTest:true,side:THREE.FrontSide});return 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];for(var i=0,il=morphPositions.length;i<il;i++){if(geometry.attributes.position===morphPositions[i])continue;morphPositions[i]=cloneBufferAttribute(morphPositions[i]);}\n",
       "for(var i=0,il=morphNormals.length;i<il;i++){if(geometry.attributes.normal===morphNormals[i])continue;morphNormals[i]=cloneBufferAttribute(morphNormals[i]);}\n",
       "for(var i=0,il=targets.length;i<il;i++){var target=targets[i];var attributeName='morphTarget'+i;if(hasMorphPosition){if(target.POSITION!==undefined){var positionAttribute=morphPositions[i];positionAttribute.name=attributeName;var position=geometry.attributes.position;for(var j=0,jl=positionAttribute.count;j<jl;j++){positionAttribute.setXYZ(j,positionAttribute.getX(j)+position.getX(j),positionAttribute.getY(j)+position.getY(j),positionAttribute.getZ(j)+position.getZ(j));}}}\n",
       "if(hasMorphNormal){if(target.NORMAL!==undefined){var normalAttribute=morphNormals[i];normalAttribute.name=attributeName;var normal=geometry.attributes.normal;for(var j=0,jl=normalAttribute.count;j<jl;j++){normalAttribute.setXYZ(j,normalAttribute.getX(j)+normal.getX(j),normalAttribute.getY(j)+normal.getY(j),normalAttribute.getZ(j)+normal.getZ(j));}}}}\n",
       "if(hasMorphPosition)geometry.morphAttributes.position=morphPositions;if(hasMorphNormal)geometry.morphAttributes.normal=morphNormals;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 cloneBufferAttribute(attribute){if(attribute.isInterleavedBufferAttribute){var count=attribute.count;var itemSize=attribute.itemSize;var array=attribute.array.slice(0,count*itemSize);for(var i=0,j=0;i<count;++i){array[j++]=attribute.getX(i);if(itemSize>=2)array[j++]=attribute.getY(i);if(itemSize>=3)array[j++]=attribute.getZ(i);if(itemSize>=4)array[j++]=attribute.getW(i);}\n",
       "return new THREE.BufferAttribute(array,itemSize,attribute.normalized);}\n",
       "return attribute.clone();}\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 ibCacheKey='InterleavedBuffer:'+accessorDef.bufferView+':'+accessorDef.componentType;var ib=parser.cache.get(ibCacheKey);if(!ib){array=new TypedArray(bufferView);ib=new THREE.InterleavedBuffer(array,byteStride/elementBytes);parser.cache.add(ibCacheKey,ib);}\n",
       "bufferAttribute=new THREE.InterleavedBufferAttribute(ib,itemSize,byteOffset/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.setArray(bufferAttribute.array.slice());}\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=window.URL||window.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=THREE.Loader.Handlers.get(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!==undefined)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(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 extensions=this.extensions;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.lights=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);lineMaterial.lights=false;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.isGLTFSpecularGlossinessMaterial?extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].cloneMaterial(material):material.clone();if(useSkinning)cachedMaterial.skinning=true;if(useVertexTangents)cachedMaterial.vertexTangents=true;if(useVertexColors)cachedMaterial.vertexColors=THREE.VertexColors;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){console.log('THREE.GLTFLoader: Duplicating UVs to support aoMap.');geometry.addAttribute('uv2',new THREE.BufferAttribute(geometry.attributes.uv.array,2));}\n",
       "if(material.isGLTFSpecularGlossinessMaterial){mesh.onBeforeRender=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].refreshUniforms;}\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;}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",
       "return Promise.all(pending).then(function(){var material;if(materialType===THREE.ShaderMaterial){material=extensions[EXTENSIONS.KHR_MATERIALS_PBR_SPECULAR_GLOSSINESS].createMaterial(materialParams);}else{material=new materialType(materialParams);}\n",
       "if(materialDef.name!==undefined)material.name=materialDef.name;if(material.map)material.map.encoding=THREE.sRGBEncoding;if(material.emissiveMap)material.emissiveMap.encoding=THREE.sRGBEncoding;if(material.specularMap)material.specularMap.encoding=THREE.sRGBEncoding;assignExtrasToUserData(material,materialDef);if(materialDef.extensions)addUnknownExtensionsToUserData(extensions,material,materialDef);return material;});};function addPrimitiveAttributes(geometry,primitiveDef,parser){var attributes=primitiveDef.attributes;var pending=[];function assignAttributeAccessor(accessorIndex,attributeName){return parser.getDependency('accessor',accessorIndex).then(function(accessor){geometry.addAttribute(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);return Promise.all(pending).then(function(){return primitiveDef.targets!==undefined?addMorphTargets(geometry,primitiveDef.targets,parser):geometry;});}\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.getDependency('material',primitives[i].material);pending.push(material);}\n",
       "return Promise.all(pending).then(function(originalMaterials){return parser.loadGeometries(primitives).then(function(geometries){var meshes=[];for(var i=0,il=geometries.length;i<il;i++){var geometry=geometries[i];var primitive=primitives[i];var mesh;var material=originalMaterials[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.drawMode=THREE.TriangleStripDrawMode;}else if(primitive.mode===WEBGL_CONSTANTS.TRIANGLE_FAN){mesh.drawMode=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.Math.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!==undefined)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!==undefined?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(){if(nodeDef.isBone===true){return Promise.resolve(new THREE.Bone());}else if(nodeDef.mesh!==undefined){return 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;node.onBeforeRender=mesh.onBeforeRender;for(var i=0,il=node.children.length;i<il;i++){node.children[i].name+='_instance_'+instanceNum;node.children[i].onBeforeRender=mesh.children[i].onBeforeRender;}}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;});}else if(nodeDef.camera!==undefined){return parser.getDependency('camera',nodeDef.camera);}else if(nodeDef.extensions&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL]&&nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light!==undefined){return parser.getDependency('light',nodeDef.extensions[EXTENSIONS.KHR_LIGHTS_PUNCTUAL].light);}else{return Promise.resolve(new THREE.Object3D());}}()).then(function(node){if(nodeDef.name!==undefined){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.applyMatrix(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){var meshes=node.isGroup===true?node.children:[node];for(var i=0,il=meshes.length;i<il;i++){var mesh=meshes[i];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);}\n",
       "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.Scene();if(sceneDef.name!==undefined)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);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>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "poisson_tri_mesh.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "b8e68954",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'0.13.0'"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "o3d.__version__"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "6991662b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(20, 3, 3)\n",
      "(20, 3)\n",
      "(20,) 1.0000000000000004\n"
     ]
    }
   ],
   "source": [
    "cov = gmm_models[0].covariances_\n",
    "means = gmm_models[0].means_\n",
    "weights = gmm_models[0].weights_\n",
    "print(cov.shape)\n",
    "print(means.shape)\n",
    "print(weights.shape, weights.sum())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "a3ba66c6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[6.68715264e-06, 7.94775591e-06, 1.92788584e-06],\n",
       "       [7.94775591e-06, 8.31763642e-05, 1.93746513e-05],\n",
       "       [1.92788584e-06, 1.93746513e-05, 1.39079485e-04]])"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cov[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "e36dc022",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ea6b0023",
   "metadata": {},
   "outputs": [],
   "source": [
    "new_weights = np.cumsum(weights)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "31ce7462",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(100, 3)\n"
     ]
    }
   ],
   "source": [
    "X = np.empty((100, means.shape[1]))\n",
    "print(X.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "3b13f56e",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.utils import check_random_state"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "1345a4e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "RandomState(MT19937) at 0x7FA3C96D5678"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "check_random_state(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "6334d9d2",
   "metadata": {},
   "outputs": [],
   "source": [
    "random_state = check_random_state(gmm_models[0].random_state)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "480ae370",
   "metadata": {},
   "outputs": [],
   "source": [
    "rand = random_state.rand(100)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "20062a9c",
   "metadata": {},
   "outputs": [],
   "source": [
    "comps = new_weights.searchsorted(rand)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "a577f332",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 9, 13, 11,  9,  7, 12,  8, 17, 19,  7, 16,  9,  9, 18,  1,  1,  0,\n",
       "       17, 15, 17, 19, 16,  8, 15,  1, 12,  2, 19,  8,  7,  5, 15,  8,  9,\n",
       "        0, 11, 11, 11, 19, 12,  7,  8, 13,  1, 12, 12,  3,  1,  6,  7,  9,\n",
       "        8, 19,  1,  3,  2, 12,  5,  8,  4,  2,  1, 12,  1,  3,  7, 16,  1,\n",
       "       17,  1, 19,  8, 19, 11, 14,  0,  5,  1,  6,  1,  6,  7,  1, 13,  9,\n",
       "        5,  8,  1,  9, 18,  6, 12,  1, 13,  5,  3, 10,  0, 17,  0])"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "comps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "70ef2942",
   "metadata": {},
   "outputs": [],
   "source": [
    "comp_in_x = (0 == comps)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "283ccb19",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "5"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "comp_in_x.sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "72fbc17e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'full'"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gmm_models[0].covariance_type"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "69165956",
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy import linalg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "53ac063a",
   "metadata": {},
   "outputs": [],
   "source": [
    "def sample_gaussian(mean, covar, covariance_type='diag', n_samples=1,\n",
    "                    random_state=None):\n",
    " \n",
    "    rng = check_random_state(random_state)\n",
    "    n_dim = len(mean)\n",
    "    rand = rng.randn(n_dim, n_samples)\n",
    "    if n_samples == 1:\n",
    "        rand.shape = (n_dim,)\n",
    "\n",
    "    if covariance_type == 'spherical':\n",
    "        rand *= np.sqrt(covar)\n",
    "    elif covariance_type == 'diag':\n",
    "        rand = np.dot(np.diag(np.sqrt(covar)), rand)\n",
    "    else:\n",
    "        s, U = linalg.eigh(covar)\n",
    "        s.clip(0, out=s)        # get rid of tiny negatives\n",
    "        np.sqrt(s, out=s)\n",
    "        U *= s\n",
    "        rand = np.dot(U, rand)\n",
    "\n",
    "    return (rand.T + mean).T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "755b403f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(20, 3, 3)"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cov.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "54cae8f6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(20, 3)"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "means.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "bb675545",
   "metadata": {},
   "outputs": [],
   "source": [
    "comp = 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "b199cb61",
   "metadata": {},
   "outputs": [],
   "source": [
    "X[comp_in_x] = sample_gaussian(means[comp], cov[comp] , 'full', random_state=random_state).T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f74fde08",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "e1ae10ea",
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch\n",
    "import torch.nn as nn\n",
    "import torch.nn.functional as F"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "e12dfabf",
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "class Encoder(nn.Module):\n",
    "    def __init__(self):\n",
    "        super(Encoder, self).__init__()\n",
    "        conv1 = [nn.Conv1d(3, 64, kernel_size=1), \n",
    "                nn.BatchNorm1d(64),\n",
    "                nn.ReLU()]\n",
    "        conv2 = [nn.Conv1d(64, 128, kernel_size=1), \n",
    "                nn.BatchNorm1d(128),\n",
    "                nn.ReLU()]\n",
    "        conv3 = [nn.Conv1d(128, 256, kernel_size=1), \n",
    "                nn.BatchNorm1d(256),\n",
    "                nn.ReLU()]\n",
    "        conv4 = [nn.Conv1d(256, 128, kernel_size=1), \n",
    "                nn.BatchNorm1d(128),\n",
    "                nn.AdaptiveMaxPool1d(1)]\n",
    "        self.conv1 = nn.Sequential(*conv1)\n",
    "        self.conv2 = nn.Sequential(*conv2)        \n",
    "        self.conv3 = nn.Sequential(*conv3)\n",
    "        self.conv4 = nn.Sequential(*conv4)\n",
    "        \n",
    "    def forward(self, x):\n",
    "        out_1 = self.conv1(x)\n",
    "        out_2 = self.conv2(out_1)\n",
    "        out_3 = self.conv3(out_2)\n",
    "        out_4 = self.conv4(out_3)\n",
    "        print(out_4.shape)\n",
    "        out_4 = out_4.view(-1, out_4.shape[1])\n",
    "        print(out_4.shape)\n",
    "        return out_4\n",
    "    \n",
    "    \n",
    "\n",
    "class Decoder(nn.Module):\n",
    "    def __init__(self, num_patches, n_components=5):\n",
    "        super(Decoder, self).__init__()\n",
    "        linear1 = [nn.Linear(128, 256), \n",
    "                nn.BatchNorm1d(256),\n",
    "                nn.ReLU()]\n",
    "        linear2 = [nn.Linear(256, 256), \n",
    "                nn.BatchNorm1d(256),\n",
    "                nn.ReLU()]\n",
    "        linear3 = [nn.Linear(256, 512), \n",
    "                nn.ReLU()]\n",
    "        \n",
    "        \n",
    "        self.linear_mu = nn.Linear(512, num_patches*n_components*3)\n",
    "        self.linear_sigma = nn.Linear(512, num_patches*n_components*9)\n",
    "        self.linear_weights = nn.Linear(512, num_patches*n_components)\n",
    "#         conv1 = nn.Conv1d(512, num_patches, 3, stride=1, padding=1)\n",
    "#         conv1 = nn.Conv1d(128, , 3, stride=1, padding=1) # n weight, n * 3 mu, n * 3*3 sigma where n = num_components\n",
    "        \n",
    "        self.linear1 = nn.Sequential(*linear1)\n",
    "        self.linear2 = nn.Sequential(*linear2)\n",
    "        self.linear3 = nn.Sequential(*linear3)\n",
    "        self.num_patches = num_patches\n",
    "        self.n_components = n_components\n",
    "    def forward(self, x):\n",
    "        out_1 = self.linear1(x)\n",
    "        out_2 = self.linear2(out_1)\n",
    "        out_3 = self.linear3(out_2)\n",
    "        \n",
    "        mu = self.linear_mu(out_3)\n",
    "        sigma = self.linear_sigma(out_3)\n",
    "        weights = self.linear_weights(out_3).reshape(out_3.shape[0], self.num_patches, self.n_components)\n",
    "        weights = F.softmax(weights, dim=-1)\n",
    "        return mu, sigma, weights\n",
    "    \n",
    "    \n",
    "class AutoEncoder(nn.Module):\n",
    "    def __init__(self, num_patches, num_components=5):\n",
    "        super(AutoEncoder, self).__init__()\n",
    "        self.encoder = Encoder()\n",
    "        self.decoder = Decoder(num_patches,num_components)\n",
    "        \n",
    "    def forward(self, x):\n",
    "        out = self.encoder(x)\n",
    "        mu, sigma, weights = self.decoder(out)\n",
    "        \n",
    "        return mu.reshape(mu.shape[0], self.decoder.num_patches, self.decoder.n_components, 3), \\\n",
    "            sigma.reshape(sigma.shape[0], self.decoder.num_patches, self.decoder.n_components, 3,3),\\\n",
    "            weights.reshape(weights.shape[0], self.decoder.num_patches, self.decoder.n_components)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "a54139a2",
   "metadata": {},
   "outputs": [],
   "source": [
    "x = torch.randn(2, 10, 1600, 3)\n",
    "x = x.reshape(x.shape[0], -1, 3).permute(0,2,1).float()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "aff569a5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([2, 3, 16000])"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "c542d604",
   "metadata": {},
   "outputs": [],
   "source": [
    "model = AutoEncoder(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "224fd364",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([2, 128, 1])\n",
      "torch.Size([2, 128])\n"
     ]
    }
   ],
   "source": [
    "mu, sigma, weights = model(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "8e8079f4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([2, 5, 5, 3]) torch.Size([2, 5, 5, 3, 3]) torch.Size([2, 5, 5])\n"
     ]
    }
   ],
   "source": [
    "print(mu.shape, sigma.shape, weights.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "9fc28ce8",
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch.distributions as D"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "5bd68f3a",
   "metadata": {},
   "outputs": [],
   "source": [
    "normal = D.Normal?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "7eab2d92",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([5, 5, 3])"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mu[0].shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "ab8fc9be",
   "metadata": {},
   "outputs": [
    {
     "ename": "RuntimeError",
     "evalue": "cholesky_cpu: For batch 0: U(1,1) is zero, singular U.",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mRuntimeError\u001b[0m                              Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-58-7212aaeedc62>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mD\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMultivariateNormal\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrandn\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrandn\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m~/anaconda3/envs/torchenv/lib/python3.7/site-packages/torch/distributions/multivariate_normal.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, loc, covariance_matrix, precision_matrix, scale_tril, validate_args)\u001b[0m\n\u001b[1;32m    147\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_unbroadcasted_scale_tril\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mscale_tril\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    148\u001b[0m         \u001b[0;32melif\u001b[0m \u001b[0mcovariance_matrix\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 149\u001b[0;31m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_unbroadcasted_scale_tril\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcholesky\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcovariance_matrix\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    150\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m  \u001b[0;31m# precision_matrix is not None\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    151\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_unbroadcasted_scale_tril\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_precision_to_scale_tril\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprecision_matrix\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mRuntimeError\u001b[0m: cholesky_cpu: For batch 0: U(1,1) is zero, singular U."
     ]
    }
   ],
   "source": [
    "D.MultivariateNormal(torch.randn(2,3), torch.randn(2,3,3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "58ab8ccc",
   "metadata": {},
   "outputs": [
    {
     "ename": "RuntimeError",
     "evalue": "cholesky_cpu: For batch 0: U(2,2) is zero, singular U.",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mRuntimeError\u001b[0m                              Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-59-d02d1affc43d>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mnormal\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mD\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMultivariateNormal\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmu\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreshape\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msigma\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreshape\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m~/anaconda3/envs/torchenv/lib/python3.7/site-packages/torch/distributions/multivariate_normal.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, loc, covariance_matrix, precision_matrix, scale_tril, validate_args)\u001b[0m\n\u001b[1;32m    147\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_unbroadcasted_scale_tril\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mscale_tril\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    148\u001b[0m         \u001b[0;32melif\u001b[0m \u001b[0mcovariance_matrix\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 149\u001b[0;31m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_unbroadcasted_scale_tril\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcholesky\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcovariance_matrix\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    150\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m  \u001b[0;31m# precision_matrix is not None\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    151\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_unbroadcasted_scale_tril\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_precision_to_scale_tril\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprecision_matrix\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mRuntimeError\u001b[0m: cholesky_cpu: For batch 0: U(2,2) is zero, singular U."
     ]
    }
   ],
   "source": [
    "normal = D.MultivariateNormal(mu[0].reshape(-1,3), sigma[0].reshape(-1,3,3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bd656196",
   "metadata": {},
   "outputs": [],
   "source": [
    "distribution = torch.distributions.mixture_same_family.MixtureSameFamily()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "742f8ab1",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e1302099",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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