{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Parallel Transport Frames scratch work\n",
    "\n",
    "This is based on a couple things.\n",
    "\n",
    "It follows the paper, [\"Parallel Transport Approach to Curve Framing\" by Andrew J. Hanson & Hui Ma](https://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.42.8103), which I first encountered via the [geom-types/src/ptf.org](https://github.com/thi-ng/geom/blob/master/geom-types/src/ptf.org) examples from Karsten Schmidt's work with [thi.ng/geom](https://github.com/thi-ng/geom). If I refer to any page number or section, I'm talking about this paper.\n",
    "\n",
    "It was also partly an experiment in learning a bit of [JupyterLab](https://github.com/jupyterlab/jupyterlab), which I only tried out after running into some [Julia](https://julialang.org/) problems on Jupyter. I ordinarily also work in [Maxima](http://maxima.sourceforge.net/), but decided to try out [SymPy](https://www.sympy.org/en/index.html). I was rather impressed with both: JupyterLab addresses many of my complaints with Jupyter, and I found SymPy quite capable and part of a more efficient workflow compared to manually transferring results from Maxima into Python.\n",
    "\n",
    "## TODO items\n",
    "\n",
    "- Don't require template to be a single closed path\n",
    "- Figure out why I am leaving one lone vertex at the origin\n",
    "- Figure out \"face_normals didn't match triangles, ignoring!\" (if it matters)\n",
    "- Find a way to start out the trimesh view with things visible\n",
    "- Figure out why this knot is not actually a [cinquefoil](https://en.wikipedia.org/wiki/Cinquefoil_knot)..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import sympy\n",
    "from sympy import symbols, cos, sin, diff, lambdify\n",
    "from sympy.vector import CoordSys3D\n",
    "import numpy\n",
    "import quaternion\n",
    "import stl.mesh\n",
    "import trimesh\n",
    "\n",
    "import parallel_transport\n",
    "import quat"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "(p,q) [Torus knot](https://en.wikipedia.org/wiki/Torus_knot) as a parametric formula (torus lies in XY plane):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "r,p,q,t = symbols(\"r,p,q,t\")\n",
    "r = cos(q*t)+2\n",
    "N = CoordSys3D('N')\n",
    "knot_vec = (r * cos(p*t))*N.i + (r * sin(p*t))*N.j + (-sin(q*t))*N.k"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def vec2python(v):\n",
    "    return sympy.python(N.origin.locate_new('na', v).express_coordinates(N))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "q = Symbol('q')\n",
      "t = Symbol('t')\n",
      "p = Symbol('p')\n",
      "e = ((cos(q*t) + 2)*cos(p*t), (cos(q*t) + 2)*sin(p*t), -sin(q*t))\n"
     ]
    }
   ],
   "source": [
    "print(vec2python(knot_vec))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "p = Symbol('p')\n",
      "q = Symbol('q')\n",
      "t = Symbol('t')\n",
      "e = (-p*(cos(q*t) + 2)*sin(p*t) - q*sin(q*t)*cos(p*t), p*(cos(q*t) + 2)*cos(p*t) - q*sin(p*t)*sin(q*t), -q*cos(q*t))\n"
     ]
    }
   ],
   "source": [
    "print(vec2python(diff(knot_vec,t)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[ 3.        ,  0.        , -0.        ],\n",
       "       [ 2.99960977,  0.04714521, -0.00628629],\n",
       "       [ 2.9984392 ,  0.09427692, -0.01257233],\n",
       "       [ 2.99648866,  0.14138161, -0.01885787],\n",
       "       [ 2.99375876,  0.18844581, -0.02514266],\n",
       "       [ 2.99025034,  0.23545602, -0.03142647],\n",
       "       [ 2.9859645 ,  0.28239879, -0.03770903],\n",
       "       [ 2.98090257,  0.32926067, -0.0439901 ],\n",
       "       [ 2.97506613,  0.37602826, -0.05026943],\n",
       "       [ 2.968457  ,  0.42268818, -0.05654678]])"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# can I do this without having to make it a Point?\n",
    "torus52_expr = knot_vec.subs(p, 5).subs(q, 2)\n",
    "torus52 = sympy.lambdify([t], N.origin.locate_new('na', torus52_expr).express_coordinates(N))\n",
    "torus52_tan = sympy.lambdify([t], N.origin.locate_new('na', diff(torus52_expr, t)).express_coordinates(N))\n",
    "#ts = numpy.linspace(0, 2*numpy.pi, 50000)\n",
    "ts = numpy.linspace(0, 2*numpy.pi, 2000)\n",
    "points = numpy.array(torus52(ts)).T\n",
    "points[:10,:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[-0.        ,  0.9912279 , -0.13216372],\n",
       "       [-0.01640804,  0.99109232, -0.13216196],\n",
       "       [-0.0328116 ,  0.99068562, -0.1321567 ],\n",
       "       [-0.04920622,  0.99000792, -0.13214791],\n",
       "       [-0.06558742,  0.98905939, -0.13213562],\n",
       "       [-0.08195074,  0.98784029, -0.13211981],\n",
       "       [-0.09829171,  0.98635095, -0.13210049],\n",
       "       [-0.11460587,  0.98459179, -0.13207766],\n",
       "       [-0.13088879,  0.98256327, -0.1320513 ],\n",
       "       [-0.14713601,  0.98026595, -0.13202143]])"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# analytical tangents:\n",
    "tans = numpy.array(torus52_tan(ts)).T\n",
    "tans = tans / numpy.linalg.norm(tans, axis=1)[:,numpy.newaxis]\n",
    "tans[:10,:]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "SymPy is failing at the analytical integration, but also [numerical](https://docs.sympy.org/latest/modules/evalf.html#sums-and-integrals). I tried oscillatory quadrature, but it seems that despite the cos/sin everywhere, they're not in the right form."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# tor = parallel_transport.torsion_integral(torus52_expr, t, 0, 2*sympy.pi)\n",
    "# Works (returns 1.408) but is horrendously slow\n",
    "#tor_num = tor.evalf(4)\n",
    "#tor_num"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "My own numerical approach seems to work:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-1.4071908841197978"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "parallel_transport.torsion_integral_approx(torus52_expr, t, 0, 2*numpy.pi, 0.001)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Do I want analytical tangents, or approximations? approximations may, oddly enough, be 'more correct' given that I am already approximating the curve."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "points = numpy.array(torus52(ts)).T\n",
    "tan_approx = parallel_transport.approx_tangents(points)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "These are rather close regardless:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "9.38346943765395e-06"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "numpy.mean(numpy.abs(tans - tan_approx))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, make some sort of template I can duplicate. Use a vertex ordering that can go directly into the STL library."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "template = numpy.array([\n",
    "    [0.0, 0.0, 0.0],\n",
    "    [0.5, 0.0, 0.0],\n",
    "    [0.5, 0.0, 0.5],\n",
    "])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "and attempt the algorithm from \"Parallel Transport to Curve Framing\":"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Angular change: -1.4071908841197978, -80.62609862934731 deg\n",
      "Approximate arc length: 64.25469846213409\n"
     ]
    }
   ],
   "source": [
    "# Precompute cross-products, angles, arc length, and angular difference:\n",
    "t1 = tans\n",
    "t2 = numpy.roll(tans, -1, axis=0)\n",
    "cps = numpy.cross(t1, t2)\n",
    "cps /= numpy.linalg.norm(cps, axis=1)[:,numpy.newaxis]\n",
    "thetas = numpy.arccos(numpy.sum(t1*t2, axis=1))\n",
    "ang = parallel_transport.torsion_integral_approx(torus52_expr, t, 0, 2*numpy.pi, 0.001)\n",
    "print(\"Angular change: {}, {} deg\".format(ang, ang/numpy.pi*180))\n",
    "total_length = parallel_transport.approx_arc_length(points)\n",
    "print(\"Approximate arc length: {}\".format(total_length))\n",
    "# One can add additional twists here if a multiple of a whole rotation:\n",
    "# ang += 40 * 2*numpy.pi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "done\n"
     ]
    }
   ],
   "source": [
    "# Build up the actual mesh, correcting spin as we go:\n",
    "count = len(points)\n",
    "data = numpy.zeros(count*2*3*len(template), dtype=stl.mesh.Mesh.dtype)\n",
    "# Each step on the curve involves len(template) vertices which\n",
    "# must connect to respective vertices of the next step.  This\n",
    "# requires two triangles for each vertex of the template, and\n",
    "# each triangle requires 3 vertices.\n",
    "vectors = data[\"vectors\"]\n",
    "length = 0.0\n",
    "# Use q for a running transformation of our template:\n",
    "q = numpy.quaternion(1, 0, 0, 0)\n",
    "for i in range(count):\n",
    "    t1 = tans[i,:]\n",
    "    b = cps[i]\n",
    "    theta = thetas[i]\n",
    "    # Add another transform (note we post-multiply):\n",
    "    q = quat.rotation_quaternion(b, theta) * q\n",
    "    length += numpy.linalg.norm(points[i,:] - points[(i+1) % count,:])\n",
    "    # Correction by arc length (see section 3.1):\n",
    "    theta2 = -ang * length / total_length\n",
    "    # Add a correction for twist.  This doesn't update our\n",
    "    # running transform - it's only for final geometry:\n",
    "    q_corrected = quat.rotation_quaternion(t1, theta2) * q\n",
    "    # Connect every vertex in the frame (the template now rotated &\n",
    "    # shifted) to the 'last' frame location via 2 triangles\n",
    "    p_adj = quat.conjugate_by(template.copy(), q_corrected) + points[i,:]\n",
    "    if i == 0:\n",
    "        first_p_adj = p_adj\n",
    "    else:\n",
    "        for j,_ in enumerate(p_adj):\n",
    "            idx = len(template)*2*3*(i-1) + j*2\n",
    "            f1,f2 = parallel_transport.gen_faces(\n",
    "                p_adj[(j+1) % len(template),:],\n",
    "                p_adj[j,:],\n",
    "                last_p_adj[(j+1) % len(template),:],\n",
    "                last_p_adj[j,:],\n",
    "            )\n",
    "            vectors[idx] = f1\n",
    "            vectors[idx+1] = f2\n",
    "    last_p_adj = p_adj\n",
    "\n",
    "# Patch up first & last:\n",
    "for j,_ in enumerate(last_p_adj):\n",
    "    idx = len(template)*2*3*(count-1) + j*2\n",
    "    f1,f2 = parallel_transport.gen_faces(\n",
    "        last_p_adj[j,:],\n",
    "        last_p_adj[(j+1) % len(template),:],\n",
    "        first_p_adj[j,:],\n",
    "        first_p_adj[(j+1) % len(template),:])\n",
    "    vectors[idx] = f1\n",
    "    vectors[idx+1] = f2\n",
    "\n",
    "mesh = stl.mesh.Mesh(data)\n",
    "mesh_fname = \"test_2k.stl\"\n",
    "mesh.save(mesh_fname)\n",
    "print(\"done\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "face_normals didn't match triangles, ignoring!\n",
      "/home/hodapp/.local/lib/python3.6/site-packages/IPython/core/display.py:694: UserWarning: Consider using IPython.display.IFrame instead\n",
      "  warnings.warn(\"Consider using IPython.display.IFrame instead\")\n"
     ]
    },
    {
     "data": {
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       "    <div id=&quot;container&quot;></div>\n",
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       "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 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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();});}\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": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "m = trimesh.load_mesh(mesh_fname)\n",
    "m.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}