07-Plotting-Over-A-Region.ipynb

{
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  {
   "cell_type": "markdown",
   "id": "b2a841fb-ca5d-4309-848f-85f336fbd58f",
   "metadata": {},
   "source": [
    "# Plotting Over a Region\n",
    "\n",
    "Welcome to the **Plotting Over a Region** notebook! In this tutorial, we will cover the steps involved in visualising data on a specific region of the Earth’s surface.\n",
    "\n",
    "In this notebook, you will learn how to:\n",
    "\n",
    "- **Download an example .nc file**: We will use historical global temperature data from the CMIP6 collection.\n",
    "- **Crop data for a region**: Learn how to subset the data to focus on a specific geographical area.\n",
    "- **Crop a region of the Earth**: Understand how to adjust the Earth’s visualisation to focus on a particular region.\n",
    "- **Add data above the Earth**: Overlay the cropped data onto the Earth’s surface.\n",
    "\n",
    "When working with specific regions, it's a good idea to use a higher resolution for better visual detail when cropping.\n",
    "\n",
    "If you're running this notebook on Gadi or NCI, you should include **gdata/fs38** in your storage setup. If you're not on Gadi, the code will download the ~0.5GB .nc file to your local environment."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8c0bbffa-a434-45a5-ab08-c48fb5c2a7f8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Low-res 2K - fast for testing\n",
      "Mid-res 4K - good enough for full earth views\n",
      "High res 8K - better if showing close up at country scale\n",
      "Ultra-high 16K - max detail but requires a fast GPU with high memory\n"
     ]
    },
    {
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       "model_id": "c01dd98243c647c7aba1fb24e3c6f9f0",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Dropdown(description='Detail:', options=(('Low-res 2K', 1), ('Mid-res 4K', 2), ('High-res 8K', 3), ('Ultra-hig…"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import os\n",
    "import xarray as xr\n",
    "import accessvis\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "accessvis.resolution_selection(default=1)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "57c9966e-33d0-4e75-8196-5e286001a425",
   "metadata": {},
   "source": [
    "## Downloading Data\n",
    "\n",
    "If you're not running this notebook on Gadi, the following code will download a historical surface temperature .nc file from the NCI THREDDS server and load it into an xarray object. The file is approximately **0.5GB** in size.\n",
    "\n",
    "This dataset contains global temperature data from the CMIP6 collection, which provides historical climate projections from various models. If you're working on Gadi, ensure that you have access to **gdata/fs38** in your storage."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "1220f046-d75e-4e09-9a54-03548a89cf06",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "data_file='/g/data/fs38/publications/CMIP6/CMIP/CSIRO/ACCESS-ESM1-5/historical/r10i1p1f1/day/tas/gn/latest/tas_day_ACCESS-ESM1-5_historical_r10i1p1f1_gn_20000101-20141231.nc'\n"
     ]
    }
   ],
   "source": [
    "thredds_server = \"https://thredds.nci.org.au/thredds/fileServer/fs38/publications/\"\n",
    "gadi_server = '/g/data/fs38/publications/'\n",
    "\n",
    "#Temp at the surface\n",
    "ver = \"CMIP6/CMIP/CSIRO/ACCESS-ESM1-5/historical/\"\n",
    "fpath = \"r10i1p1f1/day/tas/gn/latest/tas_day_ACCESS-ESM1-5_historical_r10i1p1f1_gn_20000101-20141231.nc\"\n",
    "var = 'tas'\n",
    "url = f\"{thredds_server}{ver}{fpath}\"\n",
    "gadi_path = f\"{gadi_server}{ver}{fpath}\"\n",
    "\n",
    "\n",
    "if os.path.exists(gadi_path):\n",
    "    data_file = gadi_path\n",
    "else:\n",
    "    print('Could not load from gadi.')\n",
    "    data_file = os.path.abspath(os.path.split(url)[-1])\n",
    "\n",
    "    if not os.path.exists(data_file):\n",
    "        print(f'Downloading from {url}')\n",
    "        print(f'Saving to {data_file}')\n",
    "        urllib.request.urlretrieve(url, data_file)\n",
    "\n",
    "print(f'{data_file=}')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3b010657-b8fd-40e1-adc3-bfbae323fc51",
   "metadata": {},
   "source": [
    "## Reading the .nc file\n",
    "Loading the .nc file in xarray->numpy, and taking the last datastep."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "b352608a",
   "metadata": {},
   "outputs": [],
   "source": [
    "ds = xr.open_dataset(data_file)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b3c8707-e151-4ff3-93db-9e3e29acf212",
   "metadata": {},
   "source": [
    "## Cropping Data to a Region\n",
    "\n",
    "In this step, we'll focus on plotting the temperature for South-eastern Australia. First, we'll crop the data to the relevant region and apply a suitable colour scheme. The Earth's surface will be cropped later to match the data region."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "31d9520b-5282-413d-b9a3-d5d6bdc8246e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x146771870100>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "colourmap='coolwarm'\n",
    "\n",
    "min_lat = -45\n",
    "max_lat = -29\n",
    "min_lon = 135\n",
    "max_lon = 160\n",
    "\n",
    "cropped_ds = ds.sel(lat=slice(min_lat,max_lat), lon=slice(min_lon,max_lon))\n",
    "\n",
    "tas = np.array(cropped_ds[var][0])-273.15 # Taking first Converting to celcius\n",
    "rgba = accessvis.array_to_rgba(tas, colourmap=colourmap)\n",
    "plt.imshow(rgba, origin='lower') "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ae641f17",
   "metadata": {},
   "source": [
    "## Cropping Earth to a Region\n",
    "Pass the crop box to plot_region() to get regional topography view."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "6f991c21",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(7140, 8100) (18900, 20400)\n",
      "(7140, 8100) (18900, 20400)\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<img 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'>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "vertical_exaggeration=20\n",
    "cropbox=((min_lat, min_lon), (max_lat, max_lon))\n",
    "lv = accessvis.plot_region(cropbox=cropbox, vertical_exaggeration=vertical_exaggeration)\n",
    "lv.set_properties(diffuse=0.6, ambient=0.85, specular=0.25, shininess=0.03, light=[1,1,0.98,1], lightpos=[0,0,10000,1])\n",
    "lv.display((640,480))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "de4262f2-e5e1-4712-9d46-4cd408ab8d51",
   "metadata": {},
   "source": [
    "## Interpolating the Data\n",
    "\n",
    "To begin, we create a copy of the vertices from the existing surface using the `vertices_copy()` function. This ensures we have a separate copy of the data to modify, as `vertices()` would return a reference to the original data, which we want to avoid altering directly.\n",
    "\n",
    "Next, we position the new surface above the Earth by adding a 5m offset along the Z=2 direction, ensuring the data is displayed above the Earth's surface."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "a3187bc5-5d46-4f69-acb7-3f700a8238d5",
   "metadata": {},
   "outputs": [],
   "source": [
    "topo = lv.objects['surface']\n",
    "V = topo.data.vertices_copy[0]\n",
    "\n",
    "offset = 5 * accessvis.MtoLL * vertical_exaggeration # this converts 5m to lat/lon units, including vertical exaggeration\n",
    "V[::,::,2] = V[::,::,2] + offset"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7637d5de-ce6e-43c1-8b93-0dc45f3dab3e",
   "metadata": {},
   "source": [
    "Here we are making the surface, and adding temperature data and scale. Note that we set alpha here to allow us to see the earth below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "cf019470",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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'>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tsurf = lv.triangles('temperature', vertices=V, cullface=True, texture=\"blank.png\", lit=False, alpha=0.6)\n",
    "tsurf.texture(rgba)\n",
    "\n",
    "cmap = lv.colourmap(colourmap, range=(0,50))\n",
    "cb = lv.colourbar()\n",
    "\n",
    "lv.display((640,480))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b26a1fc-dd41-4c5a-9dc4-2534fd9d630e",
   "metadata": {},
   "source": [
    "Note that we can also still rotate and translate the image. This is useful for removing the black border."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "d1bcbbfd-428c-4b00-ab11-0032105b7ad9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<img 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'>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ratio = max_lat-max_lon\n",
    "x_pix = 600\n",
    "y_pix = x_pix * (max_lat-min_lat) // (max_lon-min_lon) # This makes the y dimension the same ratio as lat/lon.\n",
    "\n",
    "lv.rotation(0, 0, 0) # This centres the region\n",
    "lv.translation(0,0,-19) # this zooms in/out. Adjust to fit your region.\n",
    "\n",
    "lv.display((x_pix, y_pix))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d787ee3-198e-4642-9b06-6dacbe960f0d",
   "metadata": {},
   "source": [
    "## Interactive Viewer\n",
    "The earth is still being plotted in 3d. The interactive viewer demonstrates this."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "cbc2a25a-0208-4824-8ebd-8021d82086b6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<script>\n",
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       "return c},subtract:function(a,b,c){if(!c||a===c)return a[0]-=b[0],a[1]-=b[1],a[2]-=b[2],a;c[0]=a[0]-b[0];c[1]=a[1]-b[1];c[2]=a[2]-b[2];return c},multiply:function(a,b,c){if(!c||a===c)return a[0]*=b[0],a[1]*=b[1],a[2]*=b[2],a;c[0]=a[0]*b[0];c[1]=a[1]*b[1];c[2]=a[2]*b[2];return c},negate:function(a,b){b||(b=a);b[0]=-a[0];b[1]=-a[1];b[2]=-a[2];return b},scale:function(a,b,c){if(!c||a===c)return a[0]*=b,a[1]*=b,a[2]*=b,a;c[0]=a[0]*b;c[1]=a[1]*b;c[2]=a[2]*b;return c},normalize:function(a,b){b||(b=a);var c=\n",
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       "b,c){c||(c=a);var d=a[0]-b[0],e=a[1]-b[1],a=a[2]-b[2],b=Math.sqrt(d*d+e*e+a*a);if(!b)return c[0]=0,c[1]=0,c[2]=0,c;b=1/b;c[0]=d*b;c[1]=e*b;c[2]=a*b;return c},lerp:function(a,b,c,d){d||(d=a);d[0]=a[0]+c*(b[0]-a[0]);d[1]=a[1]+c*(b[1]-a[1]);d[2]=a[2]+c*(b[2]-a[2]);return d},dist:function(a,b){var c=b[0]-a[0],d=b[1]-a[1],e=b[2]-a[2];return Math.sqrt(c*c+d*d+e*e)}},H=null,y=new o(4);r.unproject=function(a,b,c,d,e){e||(e=a);H||(H=x.create());var g=H;y[0]=2*(a[0]-d[0])/d[2]-1;y[1]=2*(a[1]-d[1])/d[3]-1;y[2]=\n",
       "2*a[2]-1;y[3]=1;x.multiply(c,b,g);if(!x.inverse(g))return null;x.multiplyVec4(g,y);if(0===y[3])return null;e[0]=y[0]/y[3];e[1]=y[1]/y[3];e[2]=y[2]/y[3];return e};var L=r.createFrom(1,0,0),M=r.createFrom(0,1,0),N=r.createFrom(0,0,1),z=r.create();r.rotationTo=function(a,b,c){c||(c=k.create());var d=r.dot(a,b);if(1<=d)k.set(O,c);else if(-0.999999>d)r.cross(L,a,z),1.0E-6>r.length(z)&&r.cross(M,a,z),1.0E-6>r.length(z)&&r.cross(N,a,z),r.normalize(z),k.fromAngleAxis(Math.PI,z,c);else{var d=Math.sqrt(2*(1+\n",
       "d)),e=1/d;r.cross(a,b,z);c[0]=z[0]*e;c[1]=z[1]*e;c[2]=z[2]*e;c[3]=0.5*d;k.normalize(c)}1<c[3]?c[3]=1:-1>c[3]&&(c[3]=-1);return c};r.str=function(a){return\"[\"+a[0]+\", \"+a[1]+\", \"+a[2]+\"]\"};var A={create:function(a){var b=new o(9);a?(b[0]=a[0],b[1]=a[1],b[2]=a[2],b[3]=a[3],b[4]=a[4],b[5]=a[5],b[6]=a[6],b[7]=a[7],b[8]=a[8]):b[0]=b[1]=b[2]=b[3]=b[4]=b[5]=b[6]=b[7]=b[8]=0;return b},createFrom:function(a,b,c,d,e,g,f,h,j){var i=new o(9);i[0]=a;i[1]=b;i[2]=c;i[3]=d;i[4]=e;i[5]=g;i[6]=f;i[7]=h;i[8]=j;return i},\n",
       "determinant:function(a){var b=a[3],c=a[4],d=a[5],e=a[6],g=a[7],f=a[8];return a[0]*(f*c-d*g)+a[1]*(-f*b+d*e)+a[2]*(g*b-c*e)},inverse:function(a,b){var c=a[0],d=a[1],e=a[2],g=a[3],f=a[4],h=a[5],j=a[6],i=a[7],m=a[8],l=m*f-h*i,C=-m*g+h*j,q=i*g-f*j,n=c*l+d*C+e*q;if(!n)return null;n=1/n;b||(b=A.create());b[0]=l*n;b[1]=(-m*d+e*i)*n;b[2]=(h*d-e*f)*n;b[3]=C*n;b[4]=(m*c-e*j)*n;b[5]=(-h*c+e*g)*n;b[6]=q*n;b[7]=(-i*c+d*j)*n;b[8]=(f*c-d*g)*n;return b},multiply:function(a,b,c){c||(c=a);var d=a[0],e=a[1],g=a[2],\n",
       "f=a[3],h=a[4],j=a[5],i=a[6],m=a[7],a=a[8],l=b[0],C=b[1],q=b[2],n=b[3],k=b[4],p=b[5],o=b[6],s=b[7],b=b[8];c[0]=l*d+C*f+q*i;c[1]=l*e+C*h+q*m;c[2]=l*g+C*j+q*a;c[3]=n*d+k*f+p*i;c[4]=n*e+k*h+p*m;c[5]=n*g+k*j+p*a;c[6]=o*d+s*f+b*i;c[7]=o*e+s*h+b*m;c[8]=o*g+s*j+b*a;return c},multiplyVec2:function(a,b,c){c||(c=b);var d=b[0],b=b[1];c[0]=d*a[0]+b*a[3]+a[6];c[1]=d*a[1]+b*a[4]+a[7];return c},multiplyVec3:function(a,b,c){c||(c=b);var d=b[0],e=b[1],b=b[2];c[0]=d*a[0]+e*a[3]+b*a[6];c[1]=d*a[1]+e*a[4]+b*a[7];c[2]=\n",
       "d*a[2]+e*a[5]+b*a[8];return c},set:function(a,b){b[0]=a[0];b[1]=a[1];b[2]=a[2];b[3]=a[3];b[4]=a[4];b[5]=a[5];b[6]=a[6];b[7]=a[7];b[8]=a[8];return b},equal:function(a,b){return a===b||1.0E-6>Math.abs(a[0]-b[0])&&1.0E-6>Math.abs(a[1]-b[1])&&1.0E-6>Math.abs(a[2]-b[2])&&1.0E-6>Math.abs(a[3]-b[3])&&1.0E-6>Math.abs(a[4]-b[4])&&1.0E-6>Math.abs(a[5]-b[5])&&1.0E-6>Math.abs(a[6]-b[6])&&1.0E-6>Math.abs(a[7]-b[7])&&1.0E-6>Math.abs(a[8]-b[8])},identity:function(a){a||(a=A.create());a[0]=1;a[1]=0;a[2]=0;a[3]=0;\n",
       "a[4]=1;a[5]=0;a[6]=0;a[7]=0;a[8]=1;return a},transpose:function(a,b){if(!b||a===b){var c=a[1],d=a[2],e=a[5];a[1]=a[3];a[2]=a[6];a[3]=c;a[5]=a[7];a[6]=d;a[7]=e;return a}b[0]=a[0];b[1]=a[3];b[2]=a[6];b[3]=a[1];b[4]=a[4];b[5]=a[7];b[6]=a[2];b[7]=a[5];b[8]=a[8];return b},toMat4:function(a,b){b||(b=x.create());b[15]=1;b[14]=0;b[13]=0;b[12]=0;b[11]=0;b[10]=a[8];b[9]=a[7];b[8]=a[6];b[7]=0;b[6]=a[5];b[5]=a[4];b[4]=a[3];b[3]=0;b[2]=a[2];b[1]=a[1];b[0]=a[0];return b},str:function(a){return\"[\"+a[0]+\", \"+a[1]+\n",
       "\", \"+a[2]+\", \"+a[3]+\", \"+a[4]+\", \"+a[5]+\", \"+a[6]+\", \"+a[7]+\", \"+a[8]+\"]\"}},x={create:function(a){var b=new o(16);a&&(b[0]=a[0],b[1]=a[1],b[2]=a[2],b[3]=a[3],b[4]=a[4],b[5]=a[5],b[6]=a[6],b[7]=a[7],b[8]=a[8],b[9]=a[9],b[10]=a[10],b[11]=a[11],b[12]=a[12],b[13]=a[13],b[14]=a[14],b[15]=a[15]);return b},createFrom:function(a,b,c,d,e,g,f,h,j,i,m,l,C,q,n,k){var p=new o(16);p[0]=a;p[1]=b;p[2]=c;p[3]=d;p[4]=e;p[5]=g;p[6]=f;p[7]=h;p[8]=j;p[9]=i;p[10]=m;p[11]=l;p[12]=C;p[13]=q;p[14]=n;p[15]=k;return p},set:function(a,\n",
       "b){b[0]=a[0];b[1]=a[1];b[2]=a[2];b[3]=a[3];b[4]=a[4];b[5]=a[5];b[6]=a[6];b[7]=a[7];b[8]=a[8];b[9]=a[9];b[10]=a[10];b[11]=a[11];b[12]=a[12];b[13]=a[13];b[14]=a[14];b[15]=a[15];return b},equal:function(a,b){return a===b||1.0E-6>Math.abs(a[0]-b[0])&&1.0E-6>Math.abs(a[1]-b[1])&&1.0E-6>Math.abs(a[2]-b[2])&&1.0E-6>Math.abs(a[3]-b[3])&&1.0E-6>Math.abs(a[4]-b[4])&&1.0E-6>Math.abs(a[5]-b[5])&&1.0E-6>Math.abs(a[6]-b[6])&&1.0E-6>Math.abs(a[7]-b[7])&&1.0E-6>Math.abs(a[8]-b[8])&&1.0E-6>Math.abs(a[9]-b[9])&&1.0E-6>\n",
       "Math.abs(a[10]-b[10])&&1.0E-6>Math.abs(a[11]-b[11])&&1.0E-6>Math.abs(a[12]-b[12])&&1.0E-6>Math.abs(a[13]-b[13])&&1.0E-6>Math.abs(a[14]-b[14])&&1.0E-6>Math.abs(a[15]-b[15])},identity:function(a){a||(a=x.create());a[0]=1;a[1]=0;a[2]=0;a[3]=0;a[4]=0;a[5]=1;a[6]=0;a[7]=0;a[8]=0;a[9]=0;a[10]=1;a[11]=0;a[12]=0;a[13]=0;a[14]=0;a[15]=1;return a},transpose:function(a,b){if(!b||a===b){var c=a[1],d=a[2],e=a[3],g=a[6],f=a[7],h=a[11];a[1]=a[4];a[2]=a[8];a[3]=a[12];a[4]=c;a[6]=a[9];a[7]=a[13];a[8]=d;a[9]=g;a[11]=\n",
       "a[14];a[12]=e;a[13]=f;a[14]=h;return a}b[0]=a[0];b[1]=a[4];b[2]=a[8];b[3]=a[12];b[4]=a[1];b[5]=a[5];b[6]=a[9];b[7]=a[13];b[8]=a[2];b[9]=a[6];b[10]=a[10];b[11]=a[14];b[12]=a[3];b[13]=a[7];b[14]=a[11];b[15]=a[15];return b},determinant:function(a){var b=a[0],c=a[1],d=a[2],e=a[3],g=a[4],f=a[5],h=a[6],j=a[7],i=a[8],m=a[9],l=a[10],C=a[11],q=a[12],n=a[13],k=a[14],a=a[15];return q*m*h*e-i*n*h*e-q*f*l*e+g*n*l*e+i*f*k*e-g*m*k*e-q*m*d*j+i*n*d*j+q*c*l*j-b*n*l*j-i*c*k*j+b*m*k*j+q*f*d*C-g*n*d*C-q*c*h*C+b*n*h*C+\n",
       "g*c*k*C-b*f*k*C-i*f*d*a+g*m*d*a+i*c*h*a-b*m*h*a-g*c*l*a+b*f*l*a},inverse:function(a,b){b||(b=a);var c=a[0],d=a[1],e=a[2],g=a[3],f=a[4],h=a[5],j=a[6],i=a[7],m=a[8],l=a[9],k=a[10],q=a[11],n=a[12],o=a[13],p=a[14],r=a[15],s=c*h-d*f,v=c*j-e*f,t=c*i-g*f,u=d*j-e*h,w=d*i-g*h,x=e*i-g*j,y=m*o-l*n,z=m*p-k*n,F=m*r-q*n,A=l*p-k*o,D=l*r-q*o,E=k*r-q*p,B=s*E-v*D+t*A+u*F-w*z+x*y;if(!B)return null;B=1/B;b[0]=(h*E-j*D+i*A)*B;b[1]=(-d*E+e*D-g*A)*B;b[2]=(o*x-p*w+r*u)*B;b[3]=(-l*x+k*w-q*u)*B;b[4]=(-f*E+j*F-i*z)*B;b[5]=\n",
       "(c*E-e*F+g*z)*B;b[6]=(-n*x+p*t-r*v)*B;b[7]=(m*x-k*t+q*v)*B;b[8]=(f*D-h*F+i*y)*B;b[9]=(-c*D+d*F-g*y)*B;b[10]=(n*w-o*t+r*s)*B;b[11]=(-m*w+l*t-q*s)*B;b[12]=(-f*A+h*z-j*y)*B;b[13]=(c*A-d*z+e*y)*B;b[14]=(-n*u+o*v-p*s)*B;b[15]=(m*u-l*v+k*s)*B;return b},toRotationMat:function(a,b){b||(b=x.create());b[0]=a[0];b[1]=a[1];b[2]=a[2];b[3]=a[3];b[4]=a[4];b[5]=a[5];b[6]=a[6];b[7]=a[7];b[8]=a[8];b[9]=a[9];b[10]=a[10];b[11]=a[11];b[12]=0;b[13]=0;b[14]=0;b[15]=1;return b},toMat3:function(a,b){b||(b=A.create());b[0]=\n",
       "a[0];b[1]=a[1];b[2]=a[2];b[3]=a[4];b[4]=a[5];b[5]=a[6];b[6]=a[8];b[7]=a[9];b[8]=a[10];return b},toInverseMat3:function(a,b){var c=a[0],d=a[1],e=a[2],g=a[4],f=a[5],h=a[6],j=a[8],i=a[9],m=a[10],l=m*f-h*i,k=-m*g+h*j,q=i*g-f*j,n=c*l+d*k+e*q;if(!n)return null;n=1/n;b||(b=A.create());b[0]=l*n;b[1]=(-m*d+e*i)*n;b[2]=(h*d-e*f)*n;b[3]=k*n;b[4]=(m*c-e*j)*n;b[5]=(-h*c+e*g)*n;b[6]=q*n;b[7]=(-i*c+d*j)*n;b[8]=(f*c-d*g)*n;return b},multiply:function(a,b,c){c||(c=a);var d=a[0],e=a[1],g=a[2],f=a[3],h=a[4],j=a[5],\n",
       "i=a[6],m=a[7],l=a[8],k=a[9],q=a[10],n=a[11],o=a[12],p=a[13],r=a[14],a=a[15],s=b[0],v=b[1],t=b[2],u=b[3];c[0]=s*d+v*h+t*l+u*o;c[1]=s*e+v*j+t*k+u*p;c[2]=s*g+v*i+t*q+u*r;c[3]=s*f+v*m+t*n+u*a;s=b[4];v=b[5];t=b[6];u=b[7];c[4]=s*d+v*h+t*l+u*o;c[5]=s*e+v*j+t*k+u*p;c[6]=s*g+v*i+t*q+u*r;c[7]=s*f+v*m+t*n+u*a;s=b[8];v=b[9];t=b[10];u=b[11];c[8]=s*d+v*h+t*l+u*o;c[9]=s*e+v*j+t*k+u*p;c[10]=s*g+v*i+t*q+u*r;c[11]=s*f+v*m+t*n+u*a;s=b[12];v=b[13];t=b[14];u=b[15];c[12]=s*d+v*h+t*l+u*o;c[13]=s*e+v*j+t*k+u*p;c[14]=s*g+\n",
       "v*i+t*q+u*r;c[15]=s*f+v*m+t*n+u*a;return c},multiplyVec3:function(a,b,c){c||(c=b);var d=b[0],e=b[1],b=b[2];c[0]=a[0]*d+a[4]*e+a[8]*b+a[12];c[1]=a[1]*d+a[5]*e+a[9]*b+a[13];c[2]=a[2]*d+a[6]*e+a[10]*b+a[14];return c},multiplyVec4:function(a,b,c){c||(c=b);var d=b[0],e=b[1],g=b[2],b=b[3];c[0]=a[0]*d+a[4]*e+a[8]*g+a[12]*b;c[1]=a[1]*d+a[5]*e+a[9]*g+a[13]*b;c[2]=a[2]*d+a[6]*e+a[10]*g+a[14]*b;c[3]=a[3]*d+a[7]*e+a[11]*g+a[15]*b;return c},translate:function(a,b,c){var d=b[0],e=b[1],b=b[2],g,f,h,j,i,m,l,k,q,\n",
       "n,o,p;if(!c||a===c)return a[12]=a[0]*d+a[4]*e+a[8]*b+a[12],a[13]=a[1]*d+a[5]*e+a[9]*b+a[13],a[14]=a[2]*d+a[6]*e+a[10]*b+a[14],a[15]=a[3]*d+a[7]*e+a[11]*b+a[15],a;g=a[0];f=a[1];h=a[2];j=a[3];i=a[4];m=a[5];l=a[6];k=a[7];q=a[8];n=a[9];o=a[10];p=a[11];c[0]=g;c[1]=f;c[2]=h;c[3]=j;c[4]=i;c[5]=m;c[6]=l;c[7]=k;c[8]=q;c[9]=n;c[10]=o;c[11]=p;c[12]=g*d+i*e+q*b+a[12];c[13]=f*d+m*e+n*b+a[13];c[14]=h*d+l*e+o*b+a[14];c[15]=j*d+k*e+p*b+a[15];return c},scale:function(a,b,c){var d=b[0],e=b[1],b=b[2];if(!c||a===c)return a[0]*=\n",
       "d,a[1]*=d,a[2]*=d,a[3]*=d,a[4]*=e,a[5]*=e,a[6]*=e,a[7]*=e,a[8]*=b,a[9]*=b,a[10]*=b,a[11]*=b,a;c[0]=a[0]*d;c[1]=a[1]*d;c[2]=a[2]*d;c[3]=a[3]*d;c[4]=a[4]*e;c[5]=a[5]*e;c[6]=a[6]*e;c[7]=a[7]*e;c[8]=a[8]*b;c[9]=a[9]*b;c[10]=a[10]*b;c[11]=a[11]*b;c[12]=a[12];c[13]=a[13];c[14]=a[14];c[15]=a[15];return c},rotate:function(a,b,c,d){var e=c[0],g=c[1],c=c[2],f=Math.sqrt(e*e+g*g+c*c),h,j,i,m,l,k,q,n,o,p,r,s,v,t,u,w,x,y,z,A;if(!f)return null;1!==f&&(f=1/f,e*=f,g*=f,c*=f);h=Math.sin(b);j=Math.cos(b);i=1-j;b=a[0];\n",
       "f=a[1];m=a[2];l=a[3];k=a[4];q=a[5];n=a[6];o=a[7];p=a[8];r=a[9];s=a[10];v=a[11];t=e*e*i+j;u=g*e*i+c*h;w=c*e*i-g*h;x=e*g*i-c*h;y=g*g*i+j;z=c*g*i+e*h;A=e*c*i+g*h;e=g*c*i-e*h;g=c*c*i+j;d?a!==d&&(d[12]=a[12],d[13]=a[13],d[14]=a[14],d[15]=a[15]):d=a;d[0]=b*t+k*u+p*w;d[1]=f*t+q*u+r*w;d[2]=m*t+n*u+s*w;d[3]=l*t+o*u+v*w;d[4]=b*x+k*y+p*z;d[5]=f*x+q*y+r*z;d[6]=m*x+n*y+s*z;d[7]=l*x+o*y+v*z;d[8]=b*A+k*e+p*g;d[9]=f*A+q*e+r*g;d[10]=m*A+n*e+s*g;d[11]=l*A+o*e+v*g;return d},rotateX:function(a,b,c){var d=Math.sin(b),\n",
       "b=Math.cos(b),e=a[4],g=a[5],f=a[6],h=a[7],j=a[8],i=a[9],m=a[10],l=a[11];c?a!==c&&(c[0]=a[0],c[1]=a[1],c[2]=a[2],c[3]=a[3],c[12]=a[12],c[13]=a[13],c[14]=a[14],c[15]=a[15]):c=a;c[4]=e*b+j*d;c[5]=g*b+i*d;c[6]=f*b+m*d;c[7]=h*b+l*d;c[8]=e*-d+j*b;c[9]=g*-d+i*b;c[10]=f*-d+m*b;c[11]=h*-d+l*b;return c},rotateY:function(a,b,c){var d=Math.sin(b),b=Math.cos(b),e=a[0],g=a[1],f=a[2],h=a[3],j=a[8],i=a[9],m=a[10],l=a[11];c?a!==c&&(c[4]=a[4],c[5]=a[5],c[6]=a[6],c[7]=a[7],c[12]=a[12],c[13]=a[13],c[14]=a[14],c[15]=\n",
       "a[15]):c=a;c[0]=e*b+j*-d;c[1]=g*b+i*-d;c[2]=f*b+m*-d;c[3]=h*b+l*-d;c[8]=e*d+j*b;c[9]=g*d+i*b;c[10]=f*d+m*b;c[11]=h*d+l*b;return c},rotateZ:function(a,b,c){var d=Math.sin(b),b=Math.cos(b),e=a[0],g=a[1],f=a[2],h=a[3],j=a[4],i=a[5],m=a[6],l=a[7];c?a!==c&&(c[8]=a[8],c[9]=a[9],c[10]=a[10],c[11]=a[11],c[12]=a[12],c[13]=a[13],c[14]=a[14],c[15]=a[15]):c=a;c[0]=e*b+j*d;c[1]=g*b+i*d;c[2]=f*b+m*d;c[3]=h*b+l*d;c[4]=e*-d+j*b;c[5]=g*-d+i*b;c[6]=f*-d+m*b;c[7]=h*-d+l*b;return c},frustum:function(a,b,c,d,e,g,f){f||\n",
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       "d*-f+k*-b-j*-h;c[2]=k*a+d*-h+j*-f-i*-b;return c};k.scale=function(a,b,c){if(!c||a===c)return a[0]*=b,a[1]*=b,a[2]*=b,a[3]*=b,a;c[0]=a[0]*b;c[1]=a[1]*b;c[2]=a[2]*b;c[3]=a[3]*b;return c};k.toMat3=function(a,b){b||(b=A.create());var c=a[0],d=a[1],e=a[2],g=a[3],f=c+c,h=d+d,j=e+e,i=c*f,k=c*h,c=c*j,l=d*h,d=d*j,e=e*j,f=g*f,h=g*h,g=g*j;b[0]=1-(l+e);b[1]=k+g;b[2]=c-h;b[3]=k-g;b[4]=1-(i+e);b[5]=d+f;b[6]=c+h;b[7]=d-f;b[8]=1-(i+l);return b};k.toMat4=function(a,b){b||(b=x.create());var c=a[0],d=a[1],e=a[2],g=\n",
       "a[3],f=c+c,h=d+d,j=e+e,i=c*f,k=c*h,c=c*j,l=d*h,d=d*j,e=e*j,f=g*f,h=g*h,g=g*j;b[0]=1-(l+e);b[1]=k+g;b[2]=c-h;b[3]=0;b[4]=k-g;b[5]=1-(i+e);b[6]=d+f;b[7]=0;b[8]=c+h;b[9]=d-f;b[10]=1-(i+l);b[11]=0;b[12]=0;b[13]=0;b[14]=0;b[15]=1;return b};k.slerp=function(a,b,c,d){d||(d=a);var e=a[0]*b[0]+a[1]*b[1]+a[2]*b[2]+a[3]*b[3],g,f;if(1<=Math.abs(e))return d!==a&&(d[0]=a[0],d[1]=a[1],d[2]=a[2],d[3]=a[3]),d;g=Math.acos(e);f=Math.sqrt(1-e*e);if(0.001>Math.abs(f))return d[0]=0.5*a[0]+0.5*b[0],d[1]=0.5*a[1]+0.5*b[1],\n",
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       "c]-a[3*e+e]-a[3*g+g]+1);b[c]=0.5*d;d=0.5/d;b[3]=(a[3*g+e]-a[3*e+g])*d;b[e]=(a[3*e+c]+a[3*c+e])*d;b[g]=(a[3*g+c]+a[3*c+g])*d}return b};A.toQuat4=k.fromRotationMatrix;(function(){var a=A.create();k.fromAxes=function(b,c,d,e){a[0]=c[0];a[3]=c[1];a[6]=c[2];a[1]=d[0];a[4]=d[1];a[7]=d[2];a[2]=b[0];a[5]=b[1];a[8]=b[2];return k.fromRotationMatrix(a,e)}})();k.identity=function(a){a||(a=k.create());a[0]=0;a[1]=0;a[2]=0;a[3]=1;return a};k.fromAngleAxis=function(a,b,c){c||(c=k.create());var a=0.5*a,d=Math.sin(a);\n",
       "c[3]=Math.cos(a);c[0]=d*b[0];c[1]=d*b[1];c[2]=d*b[2];return c};k.toAngleAxis=function(a,b){b||(b=a);var c=a[0]*a[0]+a[1]*a[1]+a[2]*a[2];0<c?(b[3]=2*Math.acos(a[3]),c=E.invsqrt(c),b[0]=a[0]*c,b[1]=a[1]*c,b[2]=a[2]*c):(b[3]=0,b[0]=1,b[1]=0,b[2]=0);return b};k.str=function(a){return\"[\"+a[0]+\", \"+a[1]+\", \"+a[2]+\", \"+a[3]+\"]\"};var J={create:function(a){var b=new o(2);a?(b[0]=a[0],b[1]=a[1]):(b[0]=0,b[1]=0);return b},createFrom:function(a,b){var c=new o(2);c[0]=a;c[1]=b;return c},add:function(a,b,c){c||\n",
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li.title{background-image:url(data:image/gif;base64,R0lGODlhBQAFAJEAAP////Pz8////////yH5BAEAAAIALAAAAAAFAAUAAAIIlGIWqMCbWAEAOw==)}.dg .cr.boolean{border-left:3px solid #806787}.dg .cr.color{border-left:3px solid}.dg .cr.function{border-left:3px solid #e61d5f}.dg .cr.number{border-left:3px solid #2fa1d6}.dg .cr.number input[type=text]{color:#2fa1d6}.dg .cr.string{border-left:3px solid #1ed36f}.dg .cr.string input[type=text]{color:#1ed36f}.dg .cr.boolean:hover,.dg .cr.function:hover{background:#111}.dg .c input[type=text]{background:#303030;outline:none}.dg .c input[type=text]:hover{background:#3c3c3c}.dg .c input[type=text]:focus{background:#494949;color:#fff}.dg .c .slider{background:#303030;cursor:ew-resize}.dg .c .slider-fg{background:#2fa1d6;max-width:100%}.dg .c .slider:hover{background:#3c3c3c}.dg .c .slider:hover .slider-fg{background:#44abda}\",\"\"])},function(e,t){e.exports=function(){var e=[];return e.toString=function(){for(var e=[],t=0;t<this.length;t++){var n=this[t];n[2]?e.push(\"@media \"+n[2]+\"{\"+n[1]+\"}\"):e.push(n[1])}return e.join(\"\")},e.i=function(t,n){\"string\"==typeof t&&(t=[[null,t,\"\"]]);for(var o={},i=0;i<this.length;i++){var r=this[i][0];\"number\"==typeof r&&(o[r]=!0)}for(i=0;i<t.length;i++){var a=t[i];\"number\"==typeof a[0]&&o[a[0]]||(n&&!a[2]?a[2]=n:n&&(a[2]=\"(\"+a[2]+\") and (\"+n+\")\"),e.push(a))}},e}}])});window.define = _backup_define; delete _backup_define;/*\n",
       " Javascript graphics utility library\n",
       " Helper functions, WebGL classes, Mouse input, Colours and Gradients UI\n",
       " Copyright (c) 2014, Owen Kaluza\n",
       " Released into public domain:\n",
       " This program is free software. It comes without any warranty, to\n",
       " the extent permitted by applicable law. You can redistribute it\n",
       " and/or modify it as long as this header remains intact\n",
       "*/\n",
       "var $jscomp=$jscomp||{};$jscomp.scope={};$jscomp.checkStringArgs=function(a,b,c){if(null==a)throw new TypeError(\"The 'this' value for String.prototype.\"+c+\" must not be null or undefined\");if(b instanceof RegExp)throw new TypeError(\"First argument to String.prototype.\"+c+\" must not be a regular expression\");return a+\"\"};\n",
       "$jscomp.defineProperty=\"function\"==typeof Object.defineProperties?Object.defineProperty:function(a,b,c){if(c.get||c.set)throw new TypeError(\"ES3 does not support getters and setters.\");a!=Array.prototype&&a!=Object.prototype&&(a[b]=c.value)};$jscomp.getGlobal=function(a){return\"undefined\"!=typeof window&&window===a?a:\"undefined\"!=typeof global&&null!=global?global:a};$jscomp.global=$jscomp.getGlobal(this);\n",
       "$jscomp.polyfill=function(a,b,c,d){if(b){c=$jscomp.global;a=a.split(\".\");for(d=0;d<a.length-1;d++){var e=a[d];e in c||(c[e]={});c=c[e]}a=a[a.length-1];d=c[a];b=b(d);b!=d&&null!=b&&$jscomp.defineProperty(c,a,{configurable:!0,writable:!0,value:b})}};\n",
       "$jscomp.polyfill(\"String.prototype.repeat\",function(a){return a?a:function(a){var b=$jscomp.checkStringArgs(this,null,\"repeat\");if(0>a||1342177279<a)throw new RangeError(\"Invalid count value\");a|=0;for(var d=\"\";a;)if(a&1&&(d+=b),a>>>=1)b+=b;return d}},\"es6-impl\",\"es3\");$jscomp.stringPadding=function(a,b){var c=void 0!==a?String(a):\" \";return 0<b&&c?c.repeat(Math.ceil(b/c.length)).substring(0,b):\"\"};\n",
       "$jscomp.polyfill(\"String.prototype.padStart\",function(a){return a?a:function(a,c){var b=$jscomp.checkStringArgs(this,null,\"padStart\");return $jscomp.stringPadding(c,a-b.length)+b}},\"es8\",\"es3\");var OK=function(){var a={debug_on:!1,debug:function(b){if(a.debug_on){var c=document.getElementById(\"console\");c?c.innerHTML=\"<div style=\\\"font-family: 'monospace'; font-size: 8pt;\\\">\"+b+\"</div>\"+c.innerHTML:console.log(b)}},clear:function(){var a=document.getElementById(\"console\");a&&(a.innerHTML=\"\")}};return a}();\n",
       "function getSearchVariable(a,b){for(var c=window.location.search.substring(1).split(\"&\"),d=0;d<c.length;d++){var e=c[d].split(\"=\");if(unescape(e[0])==a)return unescape(e[1])}return b}function getImageDataURL(a){var b=document.createElement(\"canvas\");b.width=a.width;b.height=a.height;b.getContext(\"2d\").drawImage(a,0,0);return b.toDataURL(\"image/png\")}\n",
       "function toggle(a){var b=document.getElementById(a).style.display;\"none\"!=b&&b?document.getElementById(a).style.display=\"none\":document.getElementById(a).style.display=\"block\"}function setAll(a,b){for(var c=document.getElementsByClassName(b),d=0;d<c.length;d++)c[d].style.display=a}function getSourceFromElement(a){var b=document.getElementById(a);if(!b)return null;a=\"\";for(b=b.firstChild;b;)3==b.nodeType&&(a+=b.textContent),b=b.nextSibling;return a}\n",
       "function removeChildren(a){if(a.hasChildNodes())for(;0<a.childNodes.length;)a.removeChild(a.firstChild)}function requestFullScreen(a){a=document.getElementById(a);a.requestFullscreen?a.requestFullscreen():a.mozRequestFullScreen?a.mozRequestFullScreen():a.webkitRequestFullScreen&&a.webkitRequestFullScreen()}function typeOf(a){var b=typeof a;\"object\"===b&&(a?\"number\"!==typeof a.length||a.propertyIsEnumerable(\"length\")||\"function\"!==typeof a.splice||(b=\"array\"):b=\"null\");return b}\n",
       "function isEmpty(a){var b,c;if(\"object\"===typeOf(a))for(b in a)if(c=a[b],void 0!==c&&\"function\"!==typeOf(c))return!1;return!0}\n",
       "function ajaxReadFile(a,b,c,d,e){var f=new XMLHttpRequest,g=0;void 0!=d&&(\"number\"==typeof d?g=d:f.onprogress=d);f.onreadystatechange=function(){if(0<g&&2<f.readyState){var c=parseInt(f.responseText.length);d&&setProgress(c/g*100)}4==f.readyState&&(200==f.status?(d&&setProgress(100),OK.debug(\"RECEIVED: \"+a),b&&b(f.responseText,a)):b?b(\"Error: \"+f.status+\" : \"+a):OK.debug(\"Ajax Read File Error: returned status code \"+f.status+\" \"+f.statusText))};c?f.open(\"GET\",a+\"?d=\"+(new Date).getTime(),!0):f.open(\"GET\",\n",
       "a,!0);for(var h in e)f.setRequestHeader(h,e[h]);f.send(null)}function readURL(a,b,c){var d=new XMLHttpRequest,e=0;void 0!=c&&(\"number\"==typeof c?e=c:d.onprogress=c);d.onreadystatechange=function(){if(0<e&&2<d.readyState){var a=parseInt(d.responseText.length);c&&setProgress(a/e*100)}};b?d.open(\"GET\",a+\"?d=\"+(new Date).getTime(),!1):d.open(\"GET\",a,!1);d.overrideMimeType(\"text/plain; charset=x-user-defined\");d.send(null);if(200!=d.status)return\"\";c&&setProgress(100);return d.responseText}\n",
       "function updateProgress(a){a.lengthComputable&&(setProgress(a.loaded/a.total*100),OK.debug(a.loaded+\" / \"+a.total))}function setProgress(a){a=Math.round(a);document.getElementById(\"progressbar\").style.width=3*a+\"px\";document.getElementById(\"progressstatus\").innerHTML=a+\"%\"}\n",
       "function ajaxPost(a,b,c,d,e){var f=new XMLHttpRequest;void 0!=d&&(f.upload.onprogress=d);f.onreadystatechange=function(){4==f.readyState&&(200==f.status?(d&&setProgress(100),OK.debug(\"POST: \"+a),c&&c(f.responseText)):c?c(\"Error, status:\"+f.status):OK.debug(\"Ajax Post Error: returned status code \"+f.status+\" \"+f.statusText))};f.open(\"POST\",a,!0);\"string\"==typeof b&&f.setRequestHeader(\"Content-type\",\"application/x-www-form-urlencoded\");if(e)for(key in e)f.setRequestHeader(key,e[key]);f.send(b)}\n",
       "var defaultMouse,dragMouse;function MouseEventHandler(a,b,c,d,e,f,g){this.click=a;this.wheel=b;this.move=c;this.down=d;this.up=e;this.leave=f;this.pinch=g}\n",
       "function Mouse(a,b,c){this.element=a;this.handler=b;this.isdown=this.disabled=!1;this.button=null;this.dragged=!1;this.lastY=this.lastX=this.absoluteY=this.absoluteX=this.x=this.x=0;this.slider=null;this.spin=0;this.moveUpdate=!1;this.enableContext=c?!0:!1;a.addEventListener(\"onwheel\"in document?\"wheel\":\"mousewheel\",handleMouseWheel,!1);a.onmousedown=handleMouseDown;a.onmouseout=handleMouseLeave;document.onmouseup=handleMouseUp;document.onmousemove=handleMouseMove;a.addEventListener(\"touchstart\",\n",
       "touchHandler,!0);a.addEventListener(\"touchmove\",touchHandler,!0);a.addEventListener(\"touchend\",touchHandler,!0);a.oncontextmenu=function(){return this.mouse.enableContext}}Mouse.prototype.setDefault=function(){defaultMouse=document.mouse=this};\n",
       "Mouse.prototype.update=function(a){a||(a=window.event);this.x=a.clientX;this.y=a.clientY;this.absoluteX=this.x;this.absoluteY=this.y;var b=this.element.getBoundingClientRect(),b=[b.left,b.top];this.x-=b[0];this.y-=b[1];this.clientx=a.pageX-b[0];this.clienty=a.pageY-b[1]};function getMouse(a){a||(a=window.event);var b=a.target.mouse;if(b)return b;for(a=a.target;a!=document;)if(a=a.parentNode,a.mouse)return a.mouse;return null}\n",
       "function handleMouseDown(a){var b=getMouse(a);if(!b||b.disabled)return!0;b.target=(a||window.event).target;b.dragged=!1;b.update(a);b.isdown||(b.lastX=b.absoluteX,b.lastY=b.absoluteY);b.isdown=!0;dragMouse=b;b.button=a.button;document.mouse=b;var c=!0;b.handler.down&&(c=b.handler.down(a,b));!c&&a.preventDefault&&a.preventDefault();return c}\n",
       "function handleMouseUp(a){var b=document.mouse;if(!b||b.disabled)return!0;var c=!0;b.isdown&&(b.update(a),b.handler.click&&(c=b.handler.click(a,b)),b.isdown=!1,dragMouse=null,b.button=null,b.dragged=!1);b.handler.up&&(c=c&&b.handler.up(a,b));document.mouse=defaultMouse;!c&&a.preventDefault&&a.preventDefault();return c}\n",
       "function handleMouseMove(a){var b=dragMouse?dragMouse:getMouse(a);if(!b||b.disabled)return!0;b.update(a);b.deltaX=b.absoluteX-b.lastX;b.deltaY=b.absoluteY-b.lastY;var c=!0;!b.dragged&&b.isdown&&3<Math.abs(b.deltaX)+Math.abs(b.deltaY)&&(b.dragged=!0);b.handler.move&&(c=b.handler.move(a,b));b.moveUpdate&&(b.lastX=b.absoluteX,b.lastY=b.absoluteY);!c&&a.preventDefault&&a.preventDefault();return c}\n",
       "function handleMouseWheel(a){var b=getMouse(a);if(!b||b.disabled)return!0;b.update(a);var c=!1;a.spin=0<(a.deltaY?-a.deltaY:a.wheelDelta)?1:-1;b.handler.wheel&&(c=b.handler.wheel(a,b));!c&&a.preventDefault&&a.preventDefault();return c}function handleMouseLeave(a){var b=getMouse(a);if(!b||b.disabled)return!0;var c=!0;b.handler.leave&&(c=b.handler.leave(a,b));!c&&a.preventDefault&&a.preventDefault();return a.returnValue=c}\n",
       "function touchHandler(a){var b=a.changedTouches[0],c=null,d=getMouse(a);switch(a.type){case \"touchstart\":2==a.touches.length?(d.isdown=!1,d.scaling=0):c=\"mousedown\";break;case \"touchmove\":if(null!=d.scaling&&2==a.touches.length){var e=Math.sqrt((a.touches[0].pageX-a.touches[1].pageX)*(a.touches[0].pageX-a.touches[1].pageX)+(a.touches[0].pageY-a.touches[1].pageY)*(a.touches[0].pageY-a.touches[1].pageY));0<d.scaling?(a.distance=e-d.scaling,d.handler.pinch&&d.handler.pinch(a,d),a.returnValue=!0):d.scaling=\n",
       "e}else c=\"mousemove\";break;case \"touchend\":null!=d.scaling?d.scaling=0==d.scaling?null:0:c=\"mouseup\";break;default:return}1<a.touches.length&&(c=null);c&&(d=document.createEvent(\"MouseEvent\"),d.initMouseEvent(c,!0,!0,window,1,b.screenX,b.screenY,b.clientX,b.clientY,a.ctrlKey,a.altKey,a.shiftKey,a.metaKey,0,null),b.target.dispatchEvent(d),a.preventDefault())}\n",
       "function printMatrix(a){console.log(\"--------- --------- --------- ---------\");for(var b=0;4>b;b++){for(var c=\"\",d=0;4>d;d++)var e=\"\"+(4*d+b),f=\"\"+a[4*d+b].toFixed(5),c=c+(e.padStart(2)+\" \"+f.padStart(8)+\" \");console.log(c)}console.log(\"--------- --------- --------- ---------\")}function Viewport(a,b,c,d){this.x=a;this.y=b;this.width=c;this.height=d;this.array=new Float32Array([a,b,c,d])}\n",
       "function WebGL(a,b){this.program=null;this.modelView=new ViewMatrix;this.projection=new ViewMatrix;this.textures=[];this.timer=null;if(!window.WebGLRenderingContext)throw\"No browser WebGL support\";try{this.gl=a.getContext(\"webgl\",b)||a.getContext(\"experimental-webgl\",b)}catch(c){throw OK.debug(\"detectGL exception: \"+c),\"No context\";}this.viewport=new Viewport(0,0,a.width,a.height);if(!this.gl)throw\"Failed to get context\";}\n",
       "WebGL.prototype.setMatrices=function(){this.gl.uniformMatrix4fv(this.program.mvMatrixUniform,!1,this.modelView.matrix);this.gl.uniformMatrix4fv(this.program.pMatrixUniform,!1,this.projection.matrix);this.setNormalMatrix()};WebGL.prototype.setNormalMatrix=function(){this.program.nMatrixUniform&&(this.nMatrix=mat4.create(this.modelView.matrix),mat4.inverse(this.nMatrix),mat4.transpose(this.nMatrix),this.gl.uniformMatrix4fv(this.program.nMatrixUniform,!1,this.nMatrix))};\n",
       "WebGL.prototype.initDraw2d=function(){this.gl.enableVertexAttribArray(this.program.attributes.aVertexPosition);this.gl.bindBuffer(this.gl.ARRAY_BUFFER,this.vertexPositionBuffer);this.gl.vertexAttribPointer(this.program.attributes.aVertexPosition,this.vertexPositionBuffer.itemSize,this.gl.FLOAT,!1,0,0);this.program.attributes.aTextureCoord&&(this.gl.enableVertexAttribArray(this.program.attributes.aTextureCoord),this.gl.bindBuffer(this.gl.ARRAY_BUFFER,this.textureCoordBuffer),this.gl.vertexAttribPointer(this.program.attributes.aTextureCoord,\n",
       "this.textureCoordBuffer.itemSize,this.gl.FLOAT,!1,0,0));this.setMatrices()};WebGL.prototype.updateTexture=function(a,b,c){void 0==c&&(c=this.gl.TEXTURE0);this.gl.activeTexture(c);this.gl.bindTexture(this.gl.TEXTURE_2D,a);this.gl.texImage2D(this.gl.TEXTURE_2D,0,this.gl.RGBA,this.gl.RGBA,this.gl.UNSIGNED_BYTE,b);this.gl.bindTexture(this.gl.TEXTURE_2D,null)};\n",
       "WebGL.prototype.init2dBuffers=function(a){void 0==a&&(a=this.gl.TEXTURE0);this.vertexPositionBuffer=this.gl.createBuffer();this.gl.bindBuffer(this.gl.ARRAY_BUFFER,this.vertexPositionBuffer);this.gl.bufferData(this.gl.ARRAY_BUFFER,new Float32Array([1,1,-1,1,1,-1,-1,-1]),this.gl.STATIC_DRAW);this.vertexPositionBuffer.itemSize=2;this.vertexPositionBuffer.numItems=4;this.gl.activeTexture(a);this.gradientTexture=this.gl.createTexture();this.gl.bindTexture(this.gl.TEXTURE_2D,this.gradientTexture);this.gl.texParameteri(this.gl.TEXTURE_2D,\n",
       "this.gl.TEXTURE_MAG_FILTER,this.gl.NEAREST);this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_MIN_FILTER,this.gl.NEAREST);this.textureCoordBuffer=this.gl.createBuffer();this.gl.bindBuffer(this.gl.ARRAY_BUFFER,this.textureCoordBuffer);this.gl.bufferData(this.gl.ARRAY_BUFFER,new Float32Array([1,1,0,1,1,0,0,0]),this.gl.STATIC_DRAW);this.textureCoordBuffer.itemSize=2;this.textureCoordBuffer.numItems=4};\n",
       "WebGL.prototype.loadTexture=function(a,b,c,d){void 0==b&&(b=this.gl.NEAREST);void 0==c&&(c=this.gl.RGBA);this.texid=this.textures.length;this.textures.push(this.gl.createTexture());this.gl.bindTexture(this.gl.TEXTURE_2D,this.textures[this.texid]);d&&this.gl.pixelStorei(this.gl.UNPACK_FLIP_Y_WEBGL,!0);this.gl.texImage2D(this.gl.TEXTURE_2D,0,c,c,this.gl.UNSIGNED_BYTE,a);this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_MAG_FILTER,b);this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_MIN_FILTER,\n",
       "b);this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,this.gl.CLAMP_TO_EDGE);this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,this.gl.CLAMP_TO_EDGE);this.gl.bindTexture(this.gl.TEXTURE_2D,null);return this.textures[this.texid]};WebGL.prototype.setPerspective=function(a,b,c,d){void 0==a&&(a=45);void 0==b&&(b=1);void 0==c&&(c=.1);void 0==d&&(d=1E3);this.projection.matrix=mat4.perspective(a,b,c,d)};WebGL.prototype.use=function(a){this.program=a;this.program.program&&this.gl.useProgram(this.program.program)};\n",
       "WebGL.prototype.view=function(a){this.gl&&(this.gl.viewport(this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT),this.apply(a))};\n",
       "WebGL.prototype.apply=function(a){if(this.gl){this.setPerspective(a.fov,this.viewport.width/this.viewport.height,a.near_clip,a.far_clip);this.modelView.identity();this.modelView.translate([a.translate[0],a.translate[1],a.translate[2]]);var b=[-(a.focus[0]-a.centre[0]),-(a.focus[1]-a.centre[1]),-(a.focus[2]-a.centre[2])];this.modelView.translate(b);this.modelView.mult(quat4.toMat4(a.rotate));this.modelView.scale(a.scale);this.modelView.translate([-b[0],-b[1],-b[2]]);this.modelView.translate([-a.focus[0],\n",
       "-a.focus[1],-a.focus[2]*a.orientation]);1==a.orientation?this.gl.frontFace(a.gl.CCW):(this.gl.frontFace(a.gl.CW),this.modelView.scale([1,1,-1]))}};\n",
       "function WebGLProgram(a,b,c){this.program=null;0>b.indexOf(\"main\")&&(b=getSourceFromElement(b));0>c.indexOf(\"main\")&&(c=getSourceFromElement(c));this.gl=a;this.program&&this.gl.isProgram(this.program)&&(this.gl.isShader(this.vshader)&&(this.gl.detachShader(this.program,this.vshader),this.gl.deleteShader(this.vshader)),this.gl.isShader(this.fshader)&&(this.gl.detachShader(this.program,this.fshader),this.gl.deleteShader(this.fshader)),this.gl.deleteProgram(this.program));this.program=this.gl.createProgram();\n",
       "this.vshader=this.compileShader(b,this.gl.VERTEX_SHADER);this.fshader=this.compileShader(c,this.gl.FRAGMENT_SHADER);this.gl.attachShader(this.program,this.vshader);this.gl.attachShader(this.program,this.fshader);this.gl.linkProgram(this.program);if(!this.gl.getProgramParameter(this.program,this.gl.LINK_STATUS))throw\"Could not initialise shaders: \"+this.gl.getProgramInfoLog(this.program);}\n",
       "WebGLProgram.prototype.compileShader=function(a,b){var c=this.gl.createShader(b);this.gl.shaderSource(c,a);this.gl.compileShader(c);if(!this.gl.getShaderParameter(c,this.gl.COMPILE_STATUS))throw this.gl.getShaderInfoLog(c);return c};\n",
       "WebGLProgram.prototype.setup=function(a,b,c){if(this.program){if(void 0==a){a=[];for(var d=this.gl.getProgramParameter(this.program,this.gl.ACTIVE_ATTRIBUTES),e=0;e<d;++e){var f=this.gl.getActiveAttrib(this.program,e);a.push(f.name)}}if(void 0==b)for(b=[],d=this.gl.getProgramParameter(this.program,this.gl.ACTIVE_UNIFORMS),e=0;e<d;++e)f=this.gl.getActiveUniform(this.program,e),b.push(f.name);this.attributes={};for(e in a)this.attributes[a[e]]=this.gl.getAttribLocation(this.program,a[e]),c||this.gl.enableVertexAttribArray(this.attributes[a[e]]);\n",
       "this.uniforms={};for(e in b)this.uniforms[b[e]]=this.gl.getUniformLocation(this.program,b[e]);this.mvMatrixUniform=this.gl.getUniformLocation(this.program,\"uMVMatrix\");this.pMatrixUniform=this.gl.getUniformLocation(this.program,\"uPMatrix\");this.nMatrixUniform=this.gl.getUniformLocation(this.program,\"uNMatrix\")}};function ViewMatrix(){this.matrix=mat4.create();mat4.identity(this.matrix);this.stack=[]}ViewMatrix.prototype.toString=function(){return JSON.stringify(this.toArray())};\n",
       "ViewMatrix.prototype.toArray=function(){return JSON.parse(mat4.str(this.matrix))};ViewMatrix.prototype.push=function(a){a?(this.stack.push(mat4.create(a)),this.matrix=mat4.create(a)):this.stack.push(mat4.create(this.matrix))};ViewMatrix.prototype.pop=function(){if(0==this.stack.length)throw\"Matrix stack underflow\";return this.matrix=this.stack.pop()};ViewMatrix.prototype.mult=function(a){mat4.multiply(this.matrix,a)};ViewMatrix.prototype.identity=function(){mat4.identity(this.matrix)};\n",
       "ViewMatrix.prototype.scale=function(a){mat4.scale(this.matrix,a)};ViewMatrix.prototype.translate=function(a){mat4.translate(this.matrix,a)};ViewMatrix.prototype.rotate=function(a,b){mat4.rotate(this.matrix,a*Math.PI/180,b)};\n",
       "function Palette(a,b){this.premultiply=b;this.background=new Colour(\"rgba(0,0,0,0)\");this.colours=[];this.slider=new Image;this.slider.src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAPCAYAAAA2yOUNAAAAj0lEQVQokWNIjHT8/+zZs//Pnj37/+TJk/9XLp/+f+bEwf9HDm79v2Prqv9aKrz/GUYVEaeoMDMQryJXayWIoi0bFmFV1NWS+z/E1/Q/AwMDA0NVcez/LRsWoSia2luOUAADVcWx/xfO6/1/5fLp/1N7y//HhlmhKoCBgoyA/w3Vyf8jgyyxK4CBUF8zDAUAAJRXY0G1eRgAAAAASUVORK5CYII=\";if(a){var c=!1;if(\"string\"==typeof a)for(var d=a.split(/[\\n;]/),e,f=0;f<\n",
       "d.length;f++){var g=d[f].trim();if(g){var h=g.split(\"=\");if(\"Background\"==h[0])this.background=new Colour(h[1]);else if(\"P\"==h[0][0])e=parseFloat(h[1]);else if(\"C\"==h[0][0]){if(this.colours.push(new ColourPos(h[1],e)),1==e)break}else 2==h.length?this.colours.push(new ColourPos(h[1],h[0])):(c=!0,this.colours.push(new ColourPos(g)))}}else{for(d=0;d<a.length;d++)void 0==a[d].position&&(c=!0),this.colours.push(new ColourPos(a[d].colour,a[d].position));a.background&&(this.background=new Colour(a.background))}if(c)for(d=\n",
       "0;d<this.colours.length;d++)this.colours[d].position=1/(this.colours.length-1)*d;this.sort();c=!1;for(d=0;d<this.colours.length;d++)0<this.colours[d].colour.alpha&&(c=!0),1<this.colours[d].colour.alpha&&(this.colours[d].colour.alpha=1);if(!c)for(d=0;d<this.colours.length;d++)this.colours[d].colour.alpha=1}else this.colours.push(new ColourPos(\"rgba(255,255,255,1)\",0)),this.colours.push(new ColourPos(\"rgba(0,0,0,1)\",1))}\n",
       "Palette.prototype.sort=function(){this.colours.sort(function(a,b){return a.position-b.position})};Palette.prototype.newColour=function(a,b){var c=new ColourPos(b,a);this.colours.push(c);this.sort();for(c=1;c<this.colours.length-1;c++)if(this.colours[c].position==a)return c;return-1};Palette.prototype.inRange=function(a,b,c){for(var d=0;d<this.colours.length;d++){var e=this.colours[d].position*c;if(a==e||1<b&&a>=e-b/2&&a<=e+b/2)return d}return-1};\n",
       "Palette.prototype.inDragRange=function(a,b,c){for(var d=1;d<this.colours.length-1;d++){var e=this.colours[d].position*c;if(a==e||1<b&&a>=e-b/2&&a<=e+b/2)return d}return 0};Palette.prototype.remove=function(a){this.colours.splice(a,1)};Palette.prototype.toString=function(){for(var a=\"Background=\"+this.background.html(),b=0;b<this.colours.length;b++)a+=\"\\n\"+this.colours[b].position.toFixed(6)+\"=\"+this.colours[b].colour.html();return a};\n",
       "Palette.prototype.get=function(a){a||(a={});a.background=this.background.html();a.colours=[];for(var b=0;b<this.colours.length;b++)a.colours.push({position:this.colours[b].position,colour:this.colours[b].colour.html()});return a};Palette.prototype.toJSON=function(){return JSON.stringify(this.get())};\n",
       "Palette.prototype.draw=function(a,b){if(!this.slider.width&&b){var c=this;setTimeout(function(){c.draw(a,b)},150)}else if(a){var d=/webkit/.test(navigator.userAgent.toLowerCase());0==this.colours.length&&(this.background=new Colour(\"#ffffff\"),this.colours.push(new ColourPos(\"#000000\",0)),this.colours.push(new ColourPos(\"#ffffff\",1)));list=this.colours.slice(0);list.sort(function(a,b){return a.position-b.position});if(a.getContext){var e=a.width,f=a.height,g=a.getContext(\"2d\");g.clearRect(0,0,e,f);\n",
       "if(d)for(var h=0,d=1;d<list.length;d++){var k=Math.round(e*list[d].position);g.fillStyle=g.createLinearGradient(h,0,k,0);var l=list[d-1].colour,m=list[d].colour;this.premultiply&&!b&&(l=this.background.blend(l),m=this.background.blend(m));g.fillStyle.addColorStop(0,l.html());g.fillStyle.addColorStop(1,m.html());g.fillRect(h,0,k-h,f);h=k}else{g.fillStyle=g.createLinearGradient(0,0,e,0);for(d=0;d<list.length;d++)h=list[d].colour,this.premultiply&&!b&&(h=this.background.blend(h)),g.fillStyle.addColorStop(list[d].position,\n",
       "h.html());g.fillRect(0,0,e,f)}if(f=document.getElementById(\"backgroundCUR\"))f.style.background=this.background.html();if(b)for(d=1;d<list.length-1;d++)f=Math.floor(e*list[d].position)+.5,50<list[d].colour.HSV().V?g.strokeStyle=\"black\":g.strokeStyle=\"white\",g.beginPath(),g.moveTo(f,0),g.lineTo(f,a.height),g.closePath(),g.stroke(),f-=this.slider.width/2,g.drawImage(this.slider,f,0)}else alert(\"getContext failed!\")}else alert(\"Invalid canvas!\")};\n",
       "function ColourPos(a,b){this.position=void 0==b?0:parseFloat(b);if(0<=this.position&&1>=this.position)this.colour=a?\"object\"==typeof a?a:new Colour(a):new Colour(\"#000000\");else throw\"Invalid Colour Position: \"+b;}\n",
       "function Colour(a){\"undefined\"==typeof a?this.set(\"#ffffff\"):\"string\"==typeof a?this.set(a):\"object\"==typeof a?\"undefined\"!=typeof a.H?this.setHSV(a):\"undefined\"!=typeof a.red?(this.red=a.red,this.green=a.green,this.blue=a.blue,this.alpha=a.alpha):a.R?(this.red=a.R,this.green=a.G,this.blue=a.B,this.alpha=\"undefined\"==typeof a.A?1:a.A):(this.red=a[0],this.green=a[1],this.blue=a[2],1>=this.red&&1>=this.green&&1>=this.blue&&(this.red=Math.round(255*this.red),this.green=Math.round(255*this.green),this.blue=\n",
       "Math.round(255*this.blue)),this.alpha=\"undefined\"==typeof a[3]?1:a[3]):this.fromInt(a);1<this.alpha&&(this.alpha/=255)}\n",
       "Colour.prototype.set=function(a){a||(a=\"#ffffff\");var b=/^rgba?\\((\\d{1,3})\\s*,\\s*(\\d{1,3})\\s*,\\s*(\\d{1,3})\\s*,?\\s*(\\d\\.?\\d*)?\\)$/.exec(a);b?(this.red=parseInt(b[1]),this.green=parseInt(b[2]),this.blue=parseInt(b[3]),this.alpha=\"undefined\"==typeof b[4]?1:parseFloat(b[4])):\"#\"==a.charAt(0)?(a=a.substring(1,7),this.alpha=1,this.red=parseInt(a.substring(0,2),16),this.green=parseInt(a.substring(2,4),16),this.blue=parseInt(a.substring(4,6),16)):this.fromInt(parseInt(a));1<this.alpha&&(this.alpha/=255)};\n",
       "Colour.prototype.fromInt=function(a){this.red=a&255;this.green=(a&65280)>>>8;this.blue=(a&16711680)>>>16;this.alpha=((a&4278190080)>>>24)/255};Colour.prototype.toInt=function(){var a=this.red,a=a+(this.green<<8),a=a+(this.blue<<16);return a+=Math.round(255*this.alpha)<<24};Colour.prototype.toString=function(){return this.html()};Colour.prototype.html=function(){return\"rgba(\"+this.red+\",\"+this.green+\",\"+this.blue+\",\"+this.alpha.toFixed(2)/1+\")\"};\n",
       "Colour.prototype.rgbaGL=function(){return new Float32Array([this.red/255,this.green/255,this.blue/255,this.alpha])};Colour.prototype.rgbaGLSL=function(){var a=this.rgbaGL();return\"rgba(\"+a[0].toFixed(4)/1+\",\"+a[1].toFixed(4)/1+\",\"+a[2].toFixed(4)/1+\",\"+a[3].toFixed(4)/1+\")\"};Colour.prototype.rgba=function(){return[this.red/255,this.green/255,this.blue/255,this.alpha]};Colour.prototype.rgbaObj=function(){return{R:this.red,G:this.green,B:this.blue,A:this.alpha}};Colour.prototype.print=function(){OK.debug(this.printString(!0))};\n",
       "Colour.prototype.printString=function(a){return\"R:\"+this.red+\" G:\"+this.green+\" B:\"+this.blue+(a?\" A:\"+this.alpha:\"\")};Colour.prototype.HEX=function(a){a=Math.round(Math.min(Math.max(0,a),255));return\"0123456789ABCDEF\".charAt((a-a%16)/16)+\"0123456789ABCDEF\".charAt(a%16)};Colour.prototype.htmlHex=function(a){return\"#\"+this.HEX(this.red)+this.HEX(this.green)+this.HEX(this.blue)};Colour.prototype.hex=function(a){return this.HEX(this.red)+this.HEX(this.green)+this.HEX(this.blue)+this.HEX(255*this.alpha)};\n",
       "Colour.prototype.hexGL=function(a){return this.HEX(255*this.alpha)+this.HEX(this.blue)+this.HEX(this.green)+this.HEX(this.red)};\n",
       "Colour.prototype.setHSV=function(a){var b,c,d,e,f;f=a.S/100;var g=a.V/100,h=a.H/360;if(0<f){1<=h&&(h=0);h*=6;F=h-Math.floor(h);d=Math.round(255*g*(1-f));e=Math.round(255*g*(1-f*F));f=Math.round(255*g*(1-f*(1-F)));g=Math.round(255*g);switch(Math.floor(h)){case 0:b=g;c=f;e=d;break;case 1:b=e;c=g;e=d;break;case 2:b=d;c=g;e=f;break;case 3:b=d;c=e;e=g;break;case 4:b=f;c=d;e=g;break;case 5:b=g,c=d}this.red=b?b:0;this.green=c?c:0;this.blue=e?e:0}else this.blue=this.green=this.red=g=Math.round(255*g);this.alpha=\n",
       "\"undefined\"==typeof a.A?1:a.A};Colour.prototype.HSV=function(){var a=this.red/255,b=this.green/255,c=this.blue/255,d=Math.max(a,b,c);deltaMax=d-Math.min(a,b,c);var e,f,g,h,k;0==deltaMax?e=f=0:(e=deltaMax/d,g=((d-a)/6+deltaMax/2)/deltaMax,h=((d-b)/6+deltaMax/2)/deltaMax,k=((d-c)/6+deltaMax/2)/deltaMax,a==d?f=k-h:b==d?f=1/3+g-k:c==d&&(f=2/3+h-g),0>f&&(f+=1),1<f&&--f);return{H:360*f,S:100*e,V:100*d}};Colour.prototype.HSVA=function(){var a=this.HSV();a.A=this.alpha;return a};\n",
       "Colour.prototype.interpolate=function(a,b){this.red=Math.round(this.red+b*(a.red-this.red));this.green=Math.round(this.green+b*(a.green-this.green));this.blue=Math.round(this.blue+b*(a.blue-this.blue));this.alpha=Math.round(this.alpha+b*(a.alpha-this.alpha))};Colour.prototype.blend=function(a){return new Colour([Math.round((1-a.alpha)*this.red+a.alpha*a.red),Math.round((1-a.alpha)*this.green+a.alpha*a.green),Math.round((1-a.alpha)*this.blue+a.alpha*a.blue),(1-a.alpha)*this.alpha+a.alpha*a.alpha])};\n",
       "function MoveWindow(a){if(a){this.element=document.getElementById(a);if(!this.element)return alert(\"No such element: \"+a),null;this.mouse=new Mouse(this.element,this);this.mouse.moveUpdate=!0;this.element.mouse=this.mouse}}\n",
       "MoveWindow.prototype.open=function(a,b){var c=this.element.style;0>a&&(a=0);0>b&&(b=0);void 0!=a&&(c.left=a+\"px\");void 0!=b&&(c.top=b+\"px\");c.display=\"block\";var d=this.element.offsetWidth,e=this.element.offsetHeight;a+d>window.innerWidth-20&&(c.left=window.innerWidth-d-20+\"px\");b+e>window.innerHeight-20&&(c.top=window.innerHeight-e-20+\"px\")};MoveWindow.prototype.close=function(){this.element.style.display=\"none\"};\n",
       "MoveWindow.prototype.move=function(a,b){if(b.isdown&&!(0<b.button)){var c=b.element.style;c.left=parseInt(c.left)+b.deltaX+\"px\";c.top=parseInt(c.top)+b.deltaY+\"px\"}};MoveWindow.prototype.down=function(a,b){return!1};function scale(a,b,c,d){return clamp(d*a/b,c,d)}function clamp(a,b,c){return Math.max(b,Math.min(c,a))}\n",
       "function ColourPicker(a,b){function c(a,b,c){var d=document.createElement(\"div\");d.id=a;b&&(d.innerHTML=b);c&&(d.style.cssText=c);return d}var d=document.getElementById(\"picker\");if(d&&d.picker)return d.picker.savefn=a,d.picker.abortfn=b,d.picker;d=document.body;this.element=c(\"picker\",null,\"display:none; top: 58px; z-index: 20; background: #0d0d0d; color: #aaa; cursor: move; font-family: sans; font-size: 11px; padding: 7px 10px 11px 10px; position: fixed; width: 252px; border-radius: 5px; border: 1px solid #444;\");\n",
       "var e=c(\"pickCURBG\",null,'background-image: url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAIElEQVQ4jWP4TwAcOHAAL2YYNWBYGEBIASEwasCwMAAALvidroqDalkAAAAASUVORK5CYII=\"); float: left; width: 12px; height: 12px; margin-right: 3px;');e.appendChild(c(\"pickCUR\",null,\"float: left; width: 12px; height: 12px; background: #fff; margin-right: 3px;\"));this.element.appendChild(e);e=c(\"pickRGB\",\"R: 255 G: 255 B: 255\",\"float: left; position: relative; top: -1px;\");e.onclick=\"colours.picker.updateString()\";\n",
       "this.element.appendChild(e);this.element.appendChild(c(\"pickCLOSE\",\"X\",\"float: right; cursor: pointer; margin: 0 8px 3px;\"));this.element.appendChild(c(\"pickOK\",\"OK\",\"float: right; cursor: pointer; margin: 0 8px 3px;\"));e=c(\"SV\",null,\"position: relative; cursor: crosshair; float: left; height: 170px; width: 170px; margin-right: 10px; background: url('data:image/png;base64,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') no-repeat; background-size: 100%;\");\n",
       "e.appendChild(c(\"SVslide\",null,\"background: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAJCAYAAADgkQYQAAAALUlEQVQYlWNgQAX/kTBW8B8ZYFMIk0ARQFaIoQCbQuopIspNRPsOrpABSzgBAFHzU61KjdKlAAAAAElFTkSuQmCC'); height: 9px; width: 9px; position: absolute; cursor: crosshair\"));this.element.appendChild(e);e=c(\"H\",null,'cursor: crosshair; float: left; height: 170px; position: relative; width: 19px; padding: 0;background-image: url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAIElEQVQ4jWP4TwAcOHAAL2YYNWBYGEBIASEwasCwMAAALvidroqDalkAAAAASUVORK5CYII=\");');\n",
       "e.appendChild(c(\"Hmodel\",null,\"position: relative;\"));e.appendChild(c(\"Hslide\",null,'top: 0px; left: -5px; background: url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAFCAYAAAC5Fuf5AAAAKklEQVQokWP4////fwY6gv////9n+A8F9LIQxVJaW4xiz4D5lB4WIlsMAPjER7mTpG/OAAAAAElFTkSuQmCC\"); height: 5px; width: 29px; position: absolute; '));this.element.appendChild(e);e=c(\"O\",null,'cursor: crosshair; float: left; height: 170px; position: relative; width: 19px; padding: 0;background-image: url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAIElEQVQ4jWP4TwAcOHAAL2YYNWBYGEBIASEwasCwMAAALvidroqDalkAAAAASUVORK5CYII=\");border: 1px solid #888; left: 9px;');\n",
       "e.appendChild(c(\"Omodel\",null,\"position: relative;\"));e.appendChild(c(\"Oslide\",null,'top: 0px; left: -5px; background: url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAFCAYAAAC5Fuf5AAAAKklEQVQokWP4////fwY6gv////9n+A8F9LIQxVJaW4xiz4D5lB4WIlsMAPjER7mTpG/OAAAAAElFTkSuQmCC\"); height: 5px; width: 29px; position: absolute; '));this.element.appendChild(e);d.appendChild(this.element);d=document.createElement(\"style\");d.styleSheet?d.styleSheet.cssText=\"#pickRGB:hover {color: #FFD000;} #pickCLOSE:hover {color: #FFD000;} #pickOK:hover {color: #FFD000;}\":\n",
       "d.appendChild(document.createTextNode(\"#pickRGB:hover {color: #FFD000;} #pickCLOSE:hover {color: #FFD000;} #pickOK:hover {color: #FFD000;}\"));document.getElementsByTagName(\"head\")[0].appendChild(d);MoveWindow.call(this,\"picker\");this.savefn=a;this.abortfn=b;this.size=170;this.sv=5;this.oh=2;this.picked={H:360,S:100,V:100,A:1};this.max={H:360,S:100,V:100,A:1};this.colour=new Colour;for(var e=\"\",f,d=0;d<=this.size;d++)f=new Colour({H:Math.round(360/this.size*d),S:100,V:100,A:1}),e+=\"<div class='hue' style='height: 1px; width: 19px; margin: 0; padding: 0; background: \"+\n",
       "f.htmlHex()+\";'> </div>\";document.getElementById(\"Hmodel\").innerHTML=e;e=\"\";for(d=0;d<=this.size;d++)f=1-d/this.size,e+=\"<div class='opacity' style='height: 1px; width: 19px; margin: 0; padding: 0; background: #000;opacity: \"+f.toFixed(2)+\";'> </div>\";document.getElementById(\"Omodel\").innerHTML=e;this.element.picker=this}ColourPicker.prototype=new MoveWindow;ColourPicker.prototype.constructor=MoveWindow;\n",
       "ColourPicker.prototype.pick=function(a,b,c){this.update(a.HSVA());\"block\"!=this.element.style.display&&MoveWindow.prototype.open.call(this,b,c)};ColourPicker.prototype.select=function(a,b,c){if(!b||!c){var d=a.getBoundingClientRect();b=b?b:d.left+32;c=c?c:d.top+32}d=new Colour(a.style.backgroundColor);this.update(d.HSVA());\"block\"!=this.element.style.display&&(MoveWindow.prototype.open.call(this,b,c),this.target=a)};\n",
       "ColourPicker.prototype.click=function(a,b){if(\"pickCLOSE\"==b.target.id)this.abortfn&&this.abortfn(),toggle(\"picker\");else if(\"pickOK\"==b.target.id){this.savefn&&this.savefn(this.picked);if(this.target){var c=new Colour(this.picked);this.target.style.backgroundColor=c.html()}toggle(\"picker\")}else\"SV\"==b.target.id?this.setSV(b):\"Hslide\"==b.target.id||\"hue\"==b.target.className?this.setHue(b):\"Oslide\"!=b.target.id&&\"opacity\"!=b.target.className||this.setOpacity(b)};\n",
       "ColourPicker.prototype.move=function(a,b){b.isdown&&0==b.button&&(\"picker\"==b.target.id||\"pickCUR\"==b.target.id||\"pickRGB\"==b.target.id?MoveWindow.prototype.move.call(this,a,b):b.target&&this.click(a,b))};ColourPicker.prototype.wheel=function(a,b){this.incHue(-a.spin)};\n",
       "ColourPicker.prototype.setSV=function(a){var b=document.getElementById(\"SV\").getBoundingClientRect(),c=a.absoluteX-parseInt(b.left);a=a.absoluteY-parseInt(b.top);this.picked.S=scale(c,this.size,0,this.max.S);this.picked.V=this.max.V-scale(a,this.size,0,this.max.V);this.update(this.picked)};ColourPicker.prototype.setHue=function(a){var b=document.getElementById(\"H\").getBoundingClientRect();parseInt(b.left);a=a.absoluteY-parseInt(b.top);this.picked.H=scale(a,this.size,0,this.max.H);this.update(this.picked)};\n",
       "ColourPicker.prototype.incHue=function(a){this.picked.H+=a;this.picked.H=clamp(this.picked.H,0,this.max.H);this.update(this.picked)};ColourPicker.prototype.setOpacity=function(a){var b=document.getElementById(\"O\").getBoundingClientRect();parseInt(b.left);a=a.absoluteY-parseInt(b.top);this.picked.A=1-clamp(a/this.size,0,1);this.update(this.picked)};ColourPicker.prototype.updateString=function(a){a||(a=prompt(\"Edit colour:\",this.colour.html()));a&&(this.colour=new Colour(a),this.update(this.colour.HSV()))};\n",
       "ColourPicker.prototype.update=function(a){this.picked=a;this.colour=new Colour(a);rgba=this.colour.rgbaObj();rgbaStr=this.colour.html();bgcol=new Colour({H:a.H,S:100,V:100,A:255});document.getElementById(\"pickRGB\").innerHTML=this.colour.printString();document.getElementById(\"pickCUR\").style.background=rgbaStr;document.getElementById(\"pickCUR\").style.backgroundColour=rgbaStr;document.getElementById(\"SV\").style.backgroundColor=bgcol.htmlHex();document.getElementById(\"Hslide\").style.top=a.H/360*this.size-\n",
       "this.oh+\"px\";document.getElementById(\"SVslide\").style.top=Math.round(this.size-a.V/100*this.size-this.sv)+\"px\";document.getElementById(\"SVslide\").style.left=Math.round(a.S/100*this.size-this.sv)+\"px\";document.getElementById(\"Oslide\").style.top=this.size*(1-a.A)-this.oh-1+\"px\"};\n",
       "function GradientEditor(a,b,c,d,e){this.canvas=a;this.callback=b;this.premultiply=c;this.changed=!0;this.inserting=!1;this.element=this.editing=null;this.spin=0;this.scrollable=e;d||(this.picker=new ColourPicker(this.save.bind(this),this.cancel.bind(this)));this.palette=new Palette(null,c);this.canvas.mouse=new Mouse(this.canvas,this);this.canvas.oncontextmenu=\"return false;\";this.canvas.oncontextmenu=function(){return!1}}\n",
       "GradientEditor.prototype.read=function(a){this.palette=new Palette(a,this.premultiply);this.reset();this.update(!0)};GradientEditor.prototype.update=function(a){this.changed=!0;this.palette.draw(this.canvas,!0);!a&&this.callback&&this.callback(this)};GradientEditor.prototype.get=function(a,b){if(b&&!this.changed)return!1;this.changed=!1;this.palette.draw(a,!1);return!0};\n",
       "GradientEditor.prototype.insert=function(a,b,c){this.inserting=!0;var d=new Colour;this.editing=this.palette.newColour(a,d);this.update();this.picker=new ColourPicker(this.save.bind(this),this.cancel.bind(this));this.picker.pick(d,b,c)};GradientEditor.prototype.editBackground=function(a){this.editing=-1;this.element=a;this.picker=new ColourPicker(this.save.bind(this),this.cancel.bind(this));a=a.getBoundingClientRect();this.picker.pick(this.palette.background,a.left+32,a.top+32)};\n",
       "GradientEditor.prototype.edit=function(a,b,c){this.picker=new ColourPicker(this.save.bind(this),this.cancel.bind(this));\"number\"==typeof a?(this.editing=a,this.picker.pick(this.palette.colours[a].colour,b,c)):\"object\"==typeof a&&(this.cancel(),this.element=a,b=new Colour(a.style.backgroundColor),a=a.getBoundingClientRect(),this.picker.pick(b,a.left+32,a.top+32));this.update()};\n",
       "GradientEditor.prototype.save=function(a){null!=this.editing&&(0<=this.editing?this.palette.colours[this.editing].colour.setHSV(a):this.palette.background.setHSV(a));if(this.element){var b=new Colour(0);b.setHSV(a);this.element.style.backgroundColor=b.html();if(this.element.onchange)this.element.onchange()}this.reset();this.update()};GradientEditor.prototype.cancel=function(){0<=this.editing&&this.inserting&&this.palette.remove(this.editing);this.reset();this.update()};\n",
       "GradientEditor.prototype.reset=function(){this.inserting=!1;this.element=this.editing=null};\n",
       "GradientEditor.prototype.click=function(a,b){if(a.ctrlKey){for(var c=0;c<this.palette.colours.length;c++)this.palette.colours[c].position=1-this.palette.colours[c].position;this.update();return!1}if(null!=b.slider)return b.slider=null,this.palette.sort(),this.update(),!1;var d=this.canvas;if(d.getContext){this.cancel();d.getContext(\"2d\");var e=d.getBoundingClientRect().top+30,c=this.palette.inRange(b.x,this.palette.slider.width,d.width);0<=c?0==a.button?this.edit(c,a.clientX-128,e):2==a.button&&(this.palette.remove(c),\n",
       "this.update()):this.insert(b.x/d.width,a.clientX-128,e)}return!1};GradientEditor.prototype.down=function(a,b){return!1};GradientEditor.prototype.move=function(a,b){if(!b.isdown)return!0;if(null==b.slider){var c=this.palette.inDragRange(b.x,this.palette.slider.width,this.canvas.width);0<c&&(b.slider=c)}null==b.slider?b.isdown=!1:(1>b.x&&(b.x=1),b.x>this.canvas.width-1&&(b.x=this.canvas.width-1),this.palette.colours[b.slider].position=b.x/this.canvas.width,this.update(!0))};\n",
       "GradientEditor.prototype.wheel=function(a,b){this.timer?clearTimeout(this.timer):this.canvas.style.cursor=\"wait\";this.spin+=.01*a.spin;var c=this;this.timer=setTimeout(function(){c.cycle(c.spin);c.spin=0},150)};GradientEditor.prototype.leave=function(a,b){};\n",
       "GradientEditor.prototype.cycle=function(a){this.canvas.style.cursor=\"default\";this.timer=null;for(var b=1;b<this.palette.colours.length-1;b++){var c=this.palette.colours[b].position,c=c+a;0>=c&&(c+=1);1<=c&&--c;this.palette.colours[b].position=c}this.palette.sort();this.update()};\n",
       "//Maintain a list of interactor instances opened by id\n",
       "//(check in case this script imported twice, don't overwrite previous)\n",
       "var _wi = window._wi ? window._wi : {};\n",
       "var debug_mode = false;\n",
       "\n",
       "function WindowInteractor(id, uid, port) {\n",
       "  //Interactor class, handles javascript side of window control\n",
       "  //Takes viewer id, viewer python id, command server port optional\n",
       "  //(otherwise assumes command server same as page server)\n",
       "  // - set as active target for commands\n",
       "  // - init webgl bounding box\n",
       "  // - display initial image\n",
       "\n",
       "  //Store self in list and save id\n",
       "  this.id = id;\n",
       "  this.uid = uid;\n",
       "  var loc = window.location;\n",
       "\n",
       "  //Request type settings\n",
       "  this.instant = true; //false; //Use image.src to issue commands, combines into single request;\n",
       "  this.post = false; //Set this to use POST instead of GET\n",
       "\n",
       "  //Standalone? Always request images at the full window size\n",
       "  this.fixedsize = 0;\n",
       "  if (uid == 0) {\n",
       "    this.fixedsize = 1;\n",
       "    var that = this;\n",
       "    window.onresize = function() {that.resize();};\n",
       "  }\n",
       "\n",
       "  //Connection attempts via this function, pass url\n",
       "  this.baseurl = null;\n",
       "  var that = this;\n",
       "  var connect = function(url, redirect) {\n",
       "    var xhttp = new XMLHttpRequest();\n",
       "    xhttp.onload = function() {\n",
       "      //Success? Use current url\n",
       "      if (xhttp.status == 200) {\n",
       "        if (!that.baseurl) {\n",
       "          if (that.uid && that.uid != parseInt(xhttp.response)) {\n",
       "            console.log(\"--- Connection OK, but UID does not match! \" + url + \" : \" + that.uid + \" != \" + xhttp.response);\n",
       "          } else {\n",
       "            if (redirect) {\n",
       "              //Use the redirected url\n",
       "              url = xhttp.responseURL;\n",
       "              url = url.substr(0, url.indexOf('/connect?'));\n",
       "            } else {\n",
       "              //Remove last slash if any\n",
       "              if (url.slice(-1) == '/')\n",
       "                url = url.slice(0,-1);\n",
       "            }\n",
       "            console.log(\"--- Connected to LavaVu via \" + url + \" UID: \" + that.uid);\n",
       "            that.baseurl = url;\n",
       "            //Ready to initialise\n",
       "            that.init();\n",
       "          }\n",
       "        } else {\n",
       "          console.log(\"--- Connection OK, but already connected: \" + url)\n",
       "        }\n",
       "      } else {\n",
       "        console.log(\"--- Connection failed on : \" + url);\n",
       "      }\n",
       "    }\n",
       "    //Catch errors, we expect some as not all urls will work\n",
       "    try {\n",
       "      xhttp.open('GET', url + \"/connect?url=\" + url + \"&ts=\" + new Date().getTime(), true);\n",
       "      xhttp.send();\n",
       "    } catch (err) {\n",
       "      console.log(err.message);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  //Possible connection modes:\n",
       "  // 1) No port provided, assume running on same port/address as current page\n",
       "  // 2) Port provided, running on this port, accessible via hostname:port\n",
       "  // 3) Port provided, running on this port, accessible via hostname/proxy/port (jupyter-server-proxy)\n",
       "  // 4) Port provided, running on this port, accessible via localhost:port (google colab auto-translated proxy)\n",
       "\n",
       "  //Call connect function for each url\n",
       "  //First to succeed will be used\n",
       "  console.log(\"Attempting to connect to LavaVu server\");\n",
       "  if (!port) {\n",
       "    //No port provided? We are the server,\n",
       "    //Just use the same address for requests\n",
       "    connect(loc.href);\n",
       "  } else {\n",
       "\n",
       "    //Several possible modes to try\n",
       "    //Modern JupyterHub lab URL\n",
       "    var regex = /\\/lab\\//;\n",
       "    var parsed = regex.exec(loc.href);\n",
       "    if (parsed && parsed.length > 0) {\n",
       "      connect(loc.href.substring(0,parsed.index) + \"/proxy/\" + port);\n",
       "    }\n",
       "    //Old JupyterHub URL\n",
       "    regex = /\\/user\\/[a-z0-9-]+\\//i;\n",
       "    parsed = regex.exec(loc.href);\n",
       "    if (parsed && parsed.length > 0) {\n",
       "      connect(loc.href.substring(0,parsed.index) + parsed[0] + \"proxy/\" + port);\n",
       "    }\n",
       "\n",
       "    if (loc.protocol != 'file:') {\n",
       "      //(Don't bother for file:// urls)\n",
       "      connect(loc.protocol + \"//\" + loc.hostname + \":\" + port);\n",
       "      connect(loc.protocol + \"//\" + loc.hostname + (loc.port ? \":\" + loc.port : \"\") + \"/proxy/\" + port);\n",
       "      // In an authenticated setting, user-redirect is used to tell the hub to\n",
       "      // make a link with the correct path for the user. jupyter-server-proxy\n",
       "      // documentation tells us to use a link of this form.\n",
       "      connect(loc.protocol + \"//\" + loc.hostname + (loc.port ? \":\" + loc.port : \"\") + \"/user-redirect/proxy/\" + port, true);\n",
       "    }\n",
       "    if (loc.hostname != \"localhost\") {\n",
       "      connect(\"https://localhost:\" + port);\n",
       "      //connect(\"http://localhost:\" + port);\n",
       "      connect(\"http://127.0.0.1:\" + port);\n",
       "      //connect(\"https://127.0.0.1:\" + port);\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.resize = function() {\n",
       "  var that = this;\n",
       "  if (that.resizeTimer)\n",
       "    clearTimeout(that.resizeTimer);\n",
       "  that.resizeTimer = setTimeout(function() {that.get_image();}, 250);\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.init = function() {\n",
       "  console.log(\"WindowInteractor: \" + this.id + \" baseurl: \" + this.baseurl);\n",
       "\n",
       "  this.img = document.getElementById(\"imgtarget_\" + this.id);\n",
       "\n",
       "  //No window\n",
       "  if (!this.img) return;\n",
       "\n",
       "  //Save baseurl on img for menu popup function\n",
       "  this.img.baseurl = this.baseurl;\n",
       "\n",
       "  //Load frame image and run command in single action\n",
       "  //console.log(\"INITIAL SIZE: \" + this.img.width + ' x ' + this.img.height);\n",
       "  //If initial img size > 64x64 (default image => grey 64x64 square)\n",
       "  //then use the image size as in the image requests\n",
       "  if (this.img.width > 64 && this.img.height > 64) {\n",
       "    this.fixedsize = 2; //2 == use image size\n",
       "    this.img.fixedsize = 2; //2 == use image size\n",
       "  }\n",
       "\n",
       "  //Initial image\n",
       "  //(Init WebGL bounding box interaction on load)\n",
       "  var that = this;\n",
       "  this.get_image(function() {\n",
       "    //console.log('In image loaded callback ' + that.id);\n",
       "    //Init on image load with callback function to execute commands\n",
       "    that.box = initBox(that.img, function(cmd) {that.execute(cmd);}, that.fixedsize);\n",
       "    console.log(\"Window initialised, id: \" + that.id);\n",
       "    //Clear onload\n",
       "    that.img.onload = null;\n",
       "\n",
       "    //Update the box size by getting state\n",
       "    that.get_state();\n",
       "  });\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.execute = function(cmd, callback) {\n",
       "  //console.log(this.id + \" execute: \" + cmd);\n",
       "  var that = this;\n",
       "  var final_callback = function(response) {\n",
       "    if (callback)\n",
       "      callback(response);\n",
       "\n",
       "    //Update state\n",
       "    that.get_state();\n",
       "  }\n",
       "\n",
       "  //Replace newlines with semi-colon first\n",
       "  if (cmd.charAt(0) != '{')\n",
       "    cmd = cmd.replace(/\\n/g,';');\n",
       "\n",
       "  var usepost = this.post;\n",
       "  if (cmd.length > 1024)\n",
       "    usepost = true;\n",
       "\n",
       "  //Use IMG.SRC to issue the command and retrieve new image in single action\n",
       "  if (this.instant && this.img && !usepost) {\n",
       "    //Base64 encode to avoid issues with jupyterlab and command urls\n",
       "    var url = this.baseurl +  \"/icommand=\" + '_' + window.btoa(cmd) + this.image_args();\n",
       "\n",
       "    //this.img.onload = null; //This breaks interact while timestepper animating\n",
       "    this.img.onload = final_callback;\n",
       "    this.img.src = url;\n",
       "  //Use HTTP POST or GET to issue command and IMG.SRC to get image\n",
       "  } else {\n",
       "    var xhttp = new XMLHttpRequest();\n",
       "    var params = undefined;\n",
       "    if (usepost) {\n",
       "      var url = this.baseurl;\n",
       "      xhttp.open('POST', this.baseurl, true);\n",
       "      params = cmd;\n",
       "      //console.log(\"POST: \" + params);\n",
       "    } else {\n",
       "      var url = this.baseurl + \"/command=\" + '_' + window.btoa(cmd);\n",
       "      xhttp.open('GET', url, true);\n",
       "    }\n",
       "    xhttp.onload = function() {\n",
       "      if (xhttp.status == 200) {\n",
       "        that.get_image();\n",
       "        final_callback(xhttp.response);\n",
       "      } else\n",
       "        console.log(\"Ajax Error: \" + url + \", returned status code \" + xhttp.status + \" \" + xhttp.statusText);\n",
       "    }\n",
       "    xhttp.send(params);\n",
       "  }\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.do_action = function(id, val, el) {\n",
       "  //HTML control actions via http, replace value first\n",
       "  var script = this.actions[id];\n",
       "  //console.log(id + \" : \" + val);\n",
       "  script = script.replace(/---VAL---/g, val);\n",
       "  this.execute(script);\n",
       "  //Reload state - this happens in action execute anyway, so not needed?\n",
       "  //this.get_state();\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.redisplay = function() {\n",
       "  //console.log(\"redisplay: \" + this.id);\n",
       "  if (this.img && this.box) {\n",
       "    //Call get_image\n",
       "    this.get_image();\n",
       "    //Update the box size by getting state\n",
       "    this.get_state();\n",
       "  }\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.image_args = function() {\n",
       "  if (this.fixedsize) {\n",
       "    if (this.fixedsize == 1) {\n",
       "      //Full screen minus image border (1px)\n",
       "      var W = window.innerWidth - 2;\n",
       "      var H = window.innerHeight - 2;\n",
       "      return \"?width=\" + W + \"&height=\" + H + \"&ts=\" + new Date().getTime()\n",
       "    } else if (this.fixedsize == 2) {\n",
       "      //Image size (use width only and preserve aspect ratio if dimensions are equal)\n",
       "      var W = this.img.width;\n",
       "      var H = this.img.height;\n",
       "      if (W == H) {\n",
       "        return \"?width=\" + W + \"&ts=\" + new Date().getTime()\n",
       "      } else {\n",
       "        return \"?width=\" + W + \"&height=\" + H + \"&ts=\" + new Date().getTime()\n",
       "      }\n",
       "    }\n",
       "  } else {\n",
       "    //Once the first frame received, set to fixed size to preserve dimensions\n",
       "    //(prevents changes if the default output res is modified)\n",
       "    this.fixedsize = 2;\n",
       "    return \"?\" + new Date().getTime();\n",
       "  }\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.get_image = function(onload) {\n",
       "  if (!this.img) return;\n",
       "  //console.log(\"get_img: \" + this.id);\n",
       "\n",
       "  //if (!this.img) this.img = document.getElementById('imgtarget_0');\n",
       "  var url = this.baseurl + \"/image\" + this.image_args();\n",
       "  if (this.img) {\n",
       "    this.img.onload = onload;\n",
       "    this.img.src = url;\n",
       "  }\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.get_state = function() {\n",
       "  //Reload state\n",
       "  if (!this.box) {\n",
       "    //console.log(\"Not yet initialised. Skip get_state\");\n",
       "    //No box interactor\n",
       "    //if this interactor has value controls only,\n",
       "    //trigger redisplay on matching interactive window if any\n",
       "    for (var w in _wi) {\n",
       "      if (_wi[w] != this && _wi[w].uid == this.uid) {\n",
       "        console.log(this.id + ': Redisplaying on matching controller found: ' + w)\n",
       "        _wi[w].redisplay();\n",
       "      }\n",
       "    }\n",
       "    return;\n",
       "  }\n",
       "  //console.log(\"get_state called by \" + this.get_state.caller);\n",
       "  if (!this.img) return; //Skip for control only interator\n",
       "  var that = this;\n",
       "  var onget = function(data) {\n",
       "    if (that.box.deleted) {\n",
       "      console.log(\"This Window is defunct! removing\");\n",
       "      that.box = null;\n",
       "    } else {\n",
       "      that.box.loadFile(data);\n",
       "      that.redisplay_reset();\n",
       "    }\n",
       "  };\n",
       "\n",
       "  var url = this.baseurl + \"/getstate?\" + new Date().getTime();\n",
       "  var xhttp = new XMLHttpRequest();\n",
       "  xhttp.onload = function() {\n",
       "    if (xhttp.status == 200) {\n",
       "      //Success, callback\n",
       "      onget(xhttp.response);\n",
       "    } else\n",
       "      console.log(\"Ajax Request Error: \" + url + \", returned status code \" + xhttp.status + \" \" + xhttp.statusText);\n",
       "  }\n",
       "  xhttp.open('GET', url, true);\n",
       "  xhttp.send();\n",
       "}\n",
       "\n",
       "WindowInteractor.prototype.redisplay_reset = function() {\n",
       "  //Auto redisplay on idle - should be called on successful image load\n",
       "  if (!this.img) return;\n",
       "\n",
       "  //Redisplay interval / keep-alive (10 seconds)\n",
       "  //Reset the timer whenever get_state called, should only trigger after idle period\n",
       "  //console.log(\"REDISPLAY RESET \" + this.id);\n",
       "  var that = this;\n",
       "  if (this.redisplay_timer)\n",
       "    clearTimeout(this.redisplay_timer);\n",
       "\n",
       "  //Image element no longer exists? Skip\n",
       "  if (!document.getElementById(\"imgtarget_\" + this.id)) return;\n",
       "\n",
       "  // Get img position in the viewport\n",
       "  var bounding = this.img.getBoundingClientRect();\n",
       "  if (\n",
       "    bounding.top >= 0 &&\n",
       "    bounding.left >= 0 &&\n",
       "    bounding.right <= (window.innerWidth || document.documentElement.clientWidth) &&\n",
       "    bounding.bottom <= (window.innerHeight || document.documentElement.clientHeight)\n",
       "  ) {\n",
       "    //console.log('IMG In the viewport! Setting redisplay timer on');\n",
       "    this.redisplay_timer = setTimeout(function() { console.log(\"Redisplay \" + that.id); that.redisplay(); }, 10000);\n",
       "  } else {\n",
       "    //console.log('Not in the viewport... disabling auto-refresh');\n",
       "  }\n",
       "}\n",
       "\n",
       "//Bounding box only in WebGL\n",
       "//Urgent TODO: move shared code with draw.js into common file\n",
       "//maintaining two copies currently!\n",
       "//Re-init using previous callback data\n",
       "\n",
       "function initBox(el, cmd_callback, fixedsize) {\n",
       "  //console.log(\"INITBOX: \" + el.id);\n",
       "  var canvas = document.createElement(\"canvas\");\n",
       "  canvas.classList.add(\"resized\");\n",
       "  if (!el) el = document.body.firstChild;\n",
       "  canvas.id = \"canvas_\" + el.id;\n",
       "  canvas.imgtarget = el\n",
       "  el.parentElement.appendChild(canvas);\n",
       "  canvas.style.cssText = \"position: absolute; width: 100%; height: 100%; margin: 0px; padding: 0px; top: 0; left: 0; bottom: 0; right: 0; z-index: 11; border: none;\"\n",
       "  var viewer = new BoxViewer(canvas);\n",
       "\n",
       "  //Canvas event handling\n",
       "  canvas.mouse = new Mouse(canvas, new MouseEventHandler(canvasBoxMouseClick, canvasBoxMouseWheel, canvasBoxMouseMove, canvasBoxMouseDown, null, null, canvasBoxMousePinch));\n",
       "  //Following two settings should probably be defaults?\n",
       "  canvas.mouse.moveUpdate = true; //Continual update of deltaX/Y\n",
       "  //canvas.mouse.setDefault();\n",
       "  canvas.mouse.wheelTimer = true; //Accumulate wheel scroll (prevents too many events backing up)\n",
       "  defaultMouse = document.mouse = canvas.mouse;\n",
       "\n",
       "  //Attach viewer object to canvas\n",
       "  canvas.viewer = viewer;\n",
       "\n",
       "  //Disable context menu and prevent bubbling\n",
       "  canvas.addEventListener('contextmenu', e => {e.preventDefault(); e.stopPropagation();});\n",
       "\n",
       "  //Command callback function\n",
       "  viewer.command = cmd_callback;\n",
       "\n",
       "  //Data dict and colourmap names stored in globals\n",
       "  viewer.dict = window.dictionary;\n",
       "  viewer.defaultcolourmaps = window.defaultcolourmaps;\n",
       "\n",
       "  //Enable to forward key presses to server directly\n",
       "  //(only used for full size viewers)\n",
       "  if (fixedsize == 1)\n",
       "    document.addEventListener('keyup', function(event) {keyPress(event, viewer);});\n",
       "\n",
       "  return viewer;\n",
       "}\n",
       "\n",
       "function keyModifiers(event) {\n",
       "  modifiers = '';\n",
       "  if (event.ctrlKey) modifiers += 'C';\n",
       "  if (event.shiftKey) modifiers += 'S';\n",
       "  if (event.altKey) modifiers += 'A';\n",
       "  if (event.metaKey) modifiers += 'M';\n",
       "  return modifiers;\n",
       "}\n",
       "\n",
       "function keyPress(event, viewer) {\n",
       "  // space and arrow keys, prevent scrolling\n",
       "  if ([' ', 'ArrowUp', 'ArrowDown', 'ArrowLeft', 'ArrowRight'].includes(event.key))\n",
       "    event.preventDefault();\n",
       "\n",
       "  if (event.target.tagName == 'INPUT') return;\n",
       "\n",
       "  //Special key codes\n",
       "  if (event.key == 'ArrowUp') key = 17;\n",
       "  else if (event.key == 'ArrowDown') key = 18;\n",
       "  else if (event.key == 'ArrowLeft') key = 20;\n",
       "  else if (event.key == 'ArrowRight') key = 19;\n",
       "  else if (event.key == 'PageUp') key = 24;\n",
       "  else if (event.key == 'PageDown') key = 25;\n",
       "  else if (event.key == 'PageUp') key = 24;\n",
       "  else if (event.key == 'Home') key = 22;\n",
       "  else if (event.key == 'End') key = 23;\n",
       "  else if (event.key == 'Backspace') key = 8;\n",
       "  else if (event.key == 'Tab') key = 9;\n",
       "  else if (event.key == 'Escape') key = 27;\n",
       "  else if (event.key == 'Enter') key = 13;\n",
       "  else if (event.key == 'Insert') key = 21;\n",
       "  else if (event.key == 'Delete') key = 127;\n",
       "  else if (event.key[0] == 'F' && event.key.length > 1)\n",
       "    key = 189 + parseInt(event.key.substr(1));\n",
       "  else if (event.key.length == 1) {\n",
       "    key = event.key.charCodeAt(0);\n",
       "    if (key > 127 && event.code.length == 4 && event.code.substr(0,3) == 'Key')\n",
       "      key = event.code.charCodeAt(3);\n",
       "  } else\n",
       "    return;\n",
       "\n",
       "  //console.log(event.key);\n",
       "  //console.log(event.code);\n",
       "  //console.log(key);\n",
       "\n",
       "  var modifiers = keyModifiers(event);\n",
       "\n",
       "  //Ignore CTRL+R, CTRL+SHIFT+R\n",
       "  if (key == 114 && modifiers == 'C' || key == 82 && modifiers == 'CS') return;\n",
       "\n",
       "  cmd = 'key key=' + key + ',modifiers=' + modifiers + \",x=\" + defaultMouse.x + \",y=\" + defaultMouse.y;\n",
       "  //console.log(cmd);\n",
       "  viewer.command(cmd);\n",
       "}\n",
       "\n",
       "function canvasBoxMouseClick(event, mouse) {\n",
       "  mouse.element.viewer.check_context(mouse);\n",
       "\n",
       "  if (mouse.element.viewer.rotating)\n",
       "    mouse.element.viewer.command('' + mouse.element.viewer.getRotationString());\n",
       "  else\n",
       "    mouse.element.viewer.command('' + mouse.element.viewer.getTranslationString());\n",
       "\n",
       "  if (mouse.element.viewer.rotating) {\n",
       "    mouse.element.viewer.rotating = false;\n",
       "    //mouse.element.viewer.reload = true;\n",
       "  }\n",
       "\n",
       "  //Clear the webgl box\n",
       "  mouse.element.viewer.clear();\n",
       "\n",
       "  return false;\n",
       "}\n",
       "\n",
       "function canvasBoxMouseDown(event, mouse) {\n",
       "  mouse.element.viewer.check_context(mouse);\n",
       "  //Just draw so the box appears\n",
       "  mouse.element.viewer.draw();\n",
       "  return false;\n",
       "}\n",
       "\n",
       "var hideBoxTimer;\n",
       "\n",
       "function canvasBoxMouseMove(event, mouse) {\n",
       "  //GUI elements to show on mouseover\n",
       "  if (mouse.element && mouse.element.viewer && Object.keys(mouse.element.viewer.vis).length) {\n",
       "    var gui = mouse.element.viewer.gui;\n",
       "    var rect = mouse.element.getBoundingClientRect();\n",
       "    x = event.clientX-rect.left;\n",
       "    y = event.clientY-rect.top;\n",
       "    if (x >= 0 && y >= 0 && x < rect.width && y < rect.height) {\n",
       "      if (!gui && mouse.element.imgtarget)\n",
       "        mouse.element.imgtarget.nextElementSibling.style.display = \"block\";\n",
       "\n",
       "      if (gui) {\n",
       "        if (mouse.element.imgtarget) mouse.element.imgtarget.nextElementSibling.style.display = \"none\";\n",
       "        gui.domElement.style.display = \"block\";\n",
       "      }\n",
       "\n",
       "      if (hideBoxTimer) \n",
       "        clearTimeout(hideBoxTimer);\n",
       "\n",
       "      hideBoxTimer = setTimeout(function () { hideMenu(mouse.element, gui);}, 1000 );\n",
       "    }\n",
       "  }\n",
       "\n",
       "  if (!mouse.isdown || !mouse.element.viewer) return true;\n",
       "  mouse.element.viewer.rotating = false;\n",
       "\n",
       "  //Switch buttons for translate/rotate\n",
       "  var button = mouse.button;\n",
       "\n",
       "  if (mouse.element.viewer.mode == \"Translate\") {\n",
       "    //Swap rotate/translate buttons\n",
       "    if (button == 0)\n",
       "      button = 2\n",
       "    else if (button == 2)\n",
       "      button = 0;\n",
       "  } else if (button==0 && mouse.element.viewer.mode == \"Zoom\") {\n",
       "      button = 100;\n",
       "  }\n",
       "\n",
       "  //console.log(mouse.deltaX + \",\" + mouse.deltaY);\n",
       "  switch (button)\n",
       "  {\n",
       "    case 0:\n",
       "      mouse.element.viewer.rotateY(mouse.deltaX/5);\n",
       "      mouse.element.viewer.rotateX(mouse.deltaY/5);\n",
       "      mouse.element.viewer.rotating = true;\n",
       "      break;\n",
       "    case 1:\n",
       "      mouse.element.viewer.rotateZ(Math.sqrt(mouse.deltaX*mouse.deltaX + mouse.deltaY*mouse.deltaY)/5);\n",
       "      mouse.element.viewer.rotating = true;\n",
       "      break;\n",
       "    case 2:\n",
       "      var adjust = mouse.element.viewer.modelsize / 1000;   //1/1000th of size\n",
       "      mouse.element.viewer.translate[0] += mouse.deltaX * adjust;\n",
       "      mouse.element.viewer.translate[1] -= mouse.deltaY * adjust;\n",
       "      break;\n",
       "    case 100:\n",
       "      var adjust = mouse.element.viewer.modelsize / 1000;   //1/1000th of size\n",
       "      mouse.element.viewer.translate[2] += mouse.deltaX * adjust;\n",
       "      break;\n",
       "  }\n",
       "\n",
       "  mouse.element.viewer.draw();\n",
       "\n",
       "  //Instant updates\n",
       "  if (mouse.element.viewer.alwaysdraw) {\n",
       "    if (mouse.element.viewer.rotating)\n",
       "      mouse.element.viewer.command('' + mouse.element.viewer.getRotationString());\n",
       "    else\n",
       "      mouse.element.viewer.command('' + mouse.element.viewer.getTranslationString());\n",
       "  }\n",
       "\n",
       "  return false;\n",
       "}\n",
       "\n",
       "function canvasBoxMouseWheel(event, mouse) {\n",
       "  mouse.element.viewer.check_context(mouse);\n",
       "  var scroll = event.deltaY < 0 ? 0.01 : -0.01;\n",
       "  //console.log(event.shiftKey,event.deltaY * -0.01);\n",
       "  if (event.shiftKey) {\n",
       "    mouse.element.viewer.zoomClip(scroll);\n",
       "    //mouse.element.viewer.zoomClip(event.spin*0.01);\n",
       "  } else {\n",
       "    mouse.element.viewer.zoom(scroll);\n",
       "    //mouse.element.viewer.zoom(event.spin*0.01);\n",
       "  }\n",
       "  return false; //Prevent default\n",
       "}\n",
       "\n",
       "function canvasBoxMousePinch(event, mouse) {\n",
       "  mouse.element.viewer.check_context(mouse);\n",
       "  if (event.distance != 0) {\n",
       "    var factor = event.distance * 0.0001;\n",
       "    mouse.element.viewer.zoom(factor);\n",
       "    //Clear the box after a second\n",
       "    setTimeout(function() {mouse.element.viewer.clear();}, 1000);\n",
       "  }\n",
       "  return false; //Prevent default\n",
       "}\n",
       "\n",
       "//This object encapsulates a vertex buffer and shader set\n",
       "function BoxRenderer(gl, colour) {\n",
       "  this.gl = gl;\n",
       "  if (colour)\n",
       "    this.colour = colour;\n",
       "  else\n",
       "    this.colour = [0.5, 0.5, 0.5, 1.0];\n",
       "\n",
       "  //Line renderer\n",
       "  this.attribSizes = [3 * Float32Array.BYTES_PER_ELEMENT];\n",
       "\n",
       "  this.elements = 0;\n",
       "  this.elementSize = 0;\n",
       "  for (var i=0; i<this.attribSizes.length; i++)\n",
       "    this.elementSize += this.attribSizes[i];\n",
       "}\n",
       "\n",
       "var vs = \"precision highp float; \\n \\\n",
       "attribute vec3 aVertexPosition; \\n \\\n",
       "attribute vec4 aVertexColour; \\n \\\n",
       "uniform mat4 uMVMatrix; \\n \\\n",
       "uniform mat4 uPMatrix; \\n \\\n",
       "uniform vec4 uColour; \\n \\\n",
       "varying vec4 vColour; \\n \\\n",
       "void main(void) \\n \\\n",
       "{ \\n \\\n",
       "  vec4 mvPosition = uMVMatrix * vec4(aVertexPosition, 1.0); \\n \\\n",
       "  gl_Position = uPMatrix * mvPosition; \\n \\\n",
       "  vColour = uColour; \\n \\\n",
       "}\";\n",
       "\n",
       "var fs = \"precision highp float; \\n \\\n",
       "varying vec4 vColour; \\n \\\n",
       "void main(void) \\n \\\n",
       "{ \\n \\\n",
       "  gl_FragColor = vColour; \\n \\\n",
       "}\";\n",
       "\n",
       "BoxRenderer.prototype.init = function() {\n",
       "  //Compile the shaders\n",
       "  this.program = new WebGLProgram(this.gl, vs, fs);\n",
       "  if (this.program.errors) console.log(this.program.errors);\n",
       "  //Setup attribs/uniforms (flag set to skip enabling attribs)\n",
       "  this.program.setup(undefined, undefined, true);\n",
       "\n",
       "  return true;\n",
       "}\n",
       "\n",
       "BoxRenderer.prototype.updateBuffers = function(view) {\n",
       "  //Create buffer if not yet allocated\n",
       "  if (this.vertexBuffer == undefined) {\n",
       "    //Init shaders etc...\n",
       "    if (!this.init()) return;\n",
       "    this.vertexBuffer = this.gl.createBuffer();\n",
       "    this.indexBuffer = this.gl.createBuffer();\n",
       "  }\n",
       "\n",
       "  //Bind buffers\n",
       "  this.gl.bindBuffer(this.gl.ARRAY_BUFFER, this.vertexBuffer);\n",
       "  this.gl.bindBuffer(this.gl.ELEMENT_ARRAY_BUFFER, this.indexBuffer);\n",
       "\n",
       "  this.box(view.min, view.max);\n",
       "}\n",
       "\n",
       "BoxRenderer.prototype.box = function(min, max) {\n",
       "  var zero = [min[0]+0.5*(max[0] - min[0]), min[1]+0.5*(max[1] - min[1]), min[2]+0.5*(max[2] - min[2])];\n",
       "  var min10 = [min[0] + 0.45*(max[0] - min[0]), min[1]+0.45*(max[1] - min[1]), min[2]+0.45*(max[2] - min[2])];\n",
       "  var max10 = [min[0] + 0.55*(max[0] - min[0]), min[1]+0.55*(max[1] - min[1]), min[2]+0.55*(max[2] - min[2])];\n",
       "  var vertices = new Float32Array(\n",
       "        [\n",
       "          /* Bounding box */\n",
       "          min[0], min[1], max[2],\n",
       "          min[0], max[1], max[2],\n",
       "          max[0], max[1], max[2],\n",
       "          max[0], min[1], max[2],\n",
       "          min[0], min[1], min[2],\n",
       "          min[0], max[1], min[2],\n",
       "          max[0], max[1], min[2],\n",
       "          max[0], min[1], min[2],\n",
       "          /* 10% box */\n",
       "          min10[0], min10[1], max10[2],\n",
       "          min10[0], max10[1], max10[2],\n",
       "          max10[0], max10[1], max10[2],\n",
       "          max10[0], min10[1], max10[2],\n",
       "          min10[0], min10[1], min10[2],\n",
       "          min10[0], max10[1], min10[2],\n",
       "          max10[0], max10[1], min10[2],\n",
       "          max10[0], min10[1], min10[2],\n",
       "          /* Axis lines */\n",
       "          min[0], zero[1], zero[2],\n",
       "          max[0], zero[1], zero[2],\n",
       "          zero[0], min[1], zero[2],\n",
       "          zero[0], max[1], zero[2],\n",
       "          zero[0], zero[1], min[2],\n",
       "          zero[0], zero[1], max[2]\n",
       "        ]);\n",
       "\n",
       "  var indices = new Uint16Array(\n",
       "        [\n",
       "          /* Bounding box */\n",
       "          0, 1, 1, 2, 2, 3, 3, 0,\n",
       "          4, 5, 5, 6, 6, 7, 7, 4,\n",
       "          0, 4, 3, 7, 1, 5, 2, 6,\n",
       "          /* 10% box */\n",
       "          8, 9, 9, 10, 10, 11, 11, 8,\n",
       "          12, 13, 13, 14, 14, 15, 15, 12,\n",
       "          8, 12, 11, 15, 9, 13, 10, 14,\n",
       "          /* Axis lines */\n",
       "          16, 17,\n",
       "          18, 19,\n",
       "          20, 21\n",
       "        ]\n",
       "     );\n",
       "  this.gl.bufferData(this.gl.ARRAY_BUFFER, vertices, this.gl.STATIC_DRAW);\n",
       "  this.gl.bufferData(this.gl.ELEMENT_ARRAY_BUFFER, indices, this.gl.STATIC_DRAW);\n",
       "  this.elements = 24+24+6;\n",
       "}\n",
       "\n",
       "BoxRenderer.prototype.draw = function(webgl, nobox, noaxes) {\n",
       "  if (!this.elements) return;\n",
       "\n",
       "  if (this.program.attributes[\"aVertexPosition\"] == undefined) return; //Require vertex buffer\n",
       "\n",
       "  webgl.use(this.program);\n",
       "  webgl.setMatrices();\n",
       "\n",
       "  //Bind buffers\n",
       "  this.gl.bindBuffer(this.gl.ARRAY_BUFFER, this.vertexBuffer);\n",
       "  this.gl.bindBuffer(this.gl.ELEMENT_ARRAY_BUFFER, this.indexBuffer);\n",
       "\n",
       "  //Enable attributes\n",
       "  for (var key in this.program.attributes)\n",
       "    this.gl.enableVertexAttribArray(this.program.attributes[key]);\n",
       "\n",
       " \n",
       "  //Line box render\n",
       "  this.gl.vertexAttribPointer(this.program.attributes[\"aVertexPosition\"], 3, this.gl.FLOAT, false, 0, 0);\n",
       "  //Bounding box\n",
       "  if (!nobox) {\n",
       "    this.gl.uniform4f(this.program.uniforms[\"uColour\"], this.colour[0], this.colour[1], this.colour[2], this.colour[3]);\n",
       "    this.gl.drawElements(this.gl.LINES, 24, this.gl.UNSIGNED_SHORT, 0);\n",
       "  }\n",
       "\n",
       "  //10% box (always draw)\n",
       "  this.gl.drawElements(this.gl.LINES, 24, this.gl.UNSIGNED_SHORT, 24 * 2);\n",
       "\n",
       "  //Axes (2 bytes per unsigned short)\n",
       "  if (!noaxes) {\n",
       "    this.gl.uniform4f(this.program.uniforms[\"uColour\"], 1.0, 0.0, 0.0, 1.0);\n",
       "    this.gl.drawElements(this.gl.LINES, 2, this.gl.UNSIGNED_SHORT, (24+24) * 2);\n",
       "    this.gl.uniform4f(this.program.uniforms[\"uColour\"], 0.0, 1.0, 0.0, 1.0);\n",
       "    this.gl.drawElements(this.gl.LINES, 2, this.gl.UNSIGNED_SHORT, (24+24+2) * 2);\n",
       "    this.gl.uniform4f(this.program.uniforms[\"uColour\"], 0.0, 0.0, 1.0, 1.0);\n",
       "    this.gl.drawElements(this.gl.LINES, 2, this.gl.UNSIGNED_SHORT, (24+24+4) * 2);\n",
       "  }\n",
       "\n",
       "  //Disable attribs\n",
       "  for (var key in this.program.attributes)\n",
       "    this.gl.disableVertexAttribArray(this.program.attributes[key]);\n",
       "\n",
       "  this.gl.bindBuffer(this.gl.ARRAY_BUFFER, null);\n",
       "  this.gl.bindBuffer(this.gl.ELEMENT_ARRAY_BUFFER, null);\n",
       "  this.gl.useProgram(null);\n",
       "}\n",
       "\n",
       "//This object holds the viewer details and calls the renderers\n",
       "function BoxViewer(canvas) {\n",
       "  this.vis = {};\n",
       "  this.vis.objects = [];\n",
       "  this.vis.colourmaps = [];\n",
       "  this.canvas = canvas;\n",
       "  if (!canvas) {alert(\"Invalid Canvas\"); return;}\n",
       "  try {\n",
       "    this.webgl = new WebGL(this.canvas, {antialias: true}); //, premultipliedAlpha: false});\n",
       "    this.gl = this.webgl.gl;\n",
       "    canvas.addEventListener(\"webglcontextlost\", function(event) {\n",
       "      //event.preventDefault();\n",
       "      console.log(\"Context loss detected, clearing data/state and flagging defunct\");\n",
       "      this.mouse.lostContext = true;\n",
       "    }, false);\n",
       "\n",
       "    canvas.addEventListener(\"webglcontextrestored\", function(event) {\n",
       "      console.log(\"Context restored\");\n",
       "    }, false);\n",
       "\n",
       "  } catch(e) {\n",
       "    //No WebGL\n",
       "    console.log(\"No WebGL: \" + e);\n",
       "  }\n",
       "\n",
       "  this.rotating = false;\n",
       "  this.translate = [0,0,0];\n",
       "  this.rotate = quat4.create();\n",
       "  quat4.identity(this.rotate);\n",
       "  this.fov = 45;\n",
       "  this.focus = [0,0,0];\n",
       "  this.centre = [0,0,0];\n",
       "  this.near_clip = this.far_clip = 0.0;\n",
       "  this.modelsize = 1;\n",
       "  this.scale = [1, 1, 1];\n",
       "  this.orientation = 1.0; //1.0 for RH, -1.0 for LH\n",
       "\n",
       "  //Non-persistant settings\n",
       "  this.mode = 'Rotate';\n",
       "  this.alwaysdraw = false;\n",
       "  if (!this.gl) return;\n",
       "\n",
       "  //Create the renderers\n",
       "  this.border = new BoxRenderer(this.gl, [0.5,0.5,0.5,1]);\n",
       "\n",
       "  this.gl.enable(this.gl.DEPTH_TEST);\n",
       "  this.gl.depthFunc(this.gl.LEQUAL);\n",
       "  //this.gl.depthMask(this.gl.FALSE);\n",
       "  this.gl.enable(this.gl.BLEND);\n",
       "  //this.gl.blendFunc(this.gl.SRC_ALPHA, this.gl.ONE_MINUS_SRC_ALPHA);\n",
       "  //this.gl.blendFuncSeparate(this.gl.SRC_ALPHA, this.gl.ONE_MINUS_SRC_ALPHA, this.gl.ZERO, this.gl.ONE);\n",
       "  this.gl.blendFuncSeparate(this.gl.SRC_ALPHA, this.gl.ONE_MINUS_SRC_ALPHA, this.gl.ONE, this.gl.ONE_MINUS_SRC_ALPHA);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.check_context = function(mouse) {\n",
       "  if (mouse.lostContext) {\n",
       "    console.log(\"Recreating viewer after context loss\");\n",
       "    //Reinit on timer? on click?\n",
       "    var box = initBox(this.canvas.imgtarget, this.command);\n",
       "    box.loadFile(JSON.stringify(this.vis));\n",
       "    //Delete the old canvas now\n",
       "    this.canvas.parentNode.removeChild(this.canvas);\n",
       "    this.vis = null;\n",
       "    mouse.lostContext = false;\n",
       "    this.deleted = true;\n",
       "  }\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.reload = function() {\n",
       "  this.command('reload');\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.checkPointMinMax = function(coord) {\n",
       "  for (var i=0; i<3; i++) {\n",
       "    this.view.min[i] = Math.min(coord[i], this.view.min[i]);\n",
       "    this.view.max[i] = Math.max(coord[i], this.view.max[i]);\n",
       "  }\n",
       "  //console.log(JSON.stringify(this.view.min) + \" -- \" + JSON.stringify(this.view.max));\n",
       "}\n",
       "\n",
       "function Merge(obj1, obj2) {\n",
       "  for (var p in obj2) {\n",
       "    try {\n",
       "      //console.log(p + \" ==> \" + obj2[p].constructor);\n",
       "      // Property in destination object set; update its value.\n",
       "      if (!obj2.hasOwnProperty(p)) continue;\n",
       "      if (obj2[p].constructor == Object || obj2[p].constructor == Array) {\n",
       "        obj1[p] = Merge(obj1[p], obj2[p]);\n",
       "      } else {\n",
       "        //Just copy\n",
       "        obj1[p] = obj2[p];\n",
       "      }\n",
       "    } catch(e) {\n",
       "      // Property in destination object not set; create it and set its value.\n",
       "      obj1[p] = obj2[p];\n",
       "    }\n",
       "  }\n",
       "\n",
       "  //Clear any keys in obj1 that are not in obj2\n",
       "  for (var p in obj1) {\n",
       "    if (!obj1.hasOwnProperty(p)) continue; //Ignore built in keys\n",
       "    if (p in obj2) continue;\n",
       "    if (typeof(obj1[p]) != 'object') {\n",
       "      //Just delete\n",
       "      delete obj1[p]\n",
       "    }\n",
       "  }\n",
       "\n",
       "  return obj1;\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.exportJson = function(nocam) {\n",
       "  return {\"objects\"    : this.exportObjects(),\n",
       "          \"colourmaps\" : this.vis.colourmaps,\n",
       "          \"views\"      : this.exportView(nocam),\n",
       "          \"properties\" : this.vis.properties};\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.sendState = function(reload) {\n",
       "  var exp = this.exportJson();\n",
       "  exp.reload = reload;\n",
       "  this.command(JSON.stringify(exp));\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.toString = function(nocam, reload, noformat) {\n",
       "  var exp = this.exportJson(nocam);\n",
       "  exp.exported = true;\n",
       "  exp.reload = reload ? true : false;\n",
       "\n",
       "  if (noformat)\n",
       "    return JSON.stringify(exp);\n",
       "  //Export with 2 space indentation\n",
       "  return JSON.stringify(exp, undefined, 2);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.exportView = function(nocam) {\n",
       "  //Update camera settings of current view\n",
       "  if (nocam)\n",
       "    this.view = {};\n",
       "  else {\n",
       "    this.view.rotate = this.getRotation();\n",
       "    this.view.focus = this.focus;\n",
       "    this.view.translate = this.translate;\n",
       "    //Allows scale editing in UI by commenting this\n",
       "    //this.view.scale = this.scale;\n",
       "  }\n",
       "  /*\n",
       "   * If we overwrite these, changes from menu will not apply\n",
       "   *\n",
       "  this.view.fov = this.fov;\n",
       "  this.view.near = this.near_clip;\n",
       "  this.view.far = this.far_clip;\n",
       "  this.view.border = this.showBorder ? 1 : 0;\n",
       "  this.view.axis = this.axes;\n",
       "  */\n",
       "  //this.view.background = this.background.toString();\n",
       "\n",
       "  //Never export min/max\n",
       "  var V = Object.assign(this.view);\n",
       "  V.min = undefined;\n",
       "  V.max = undefined;\n",
       "  return [V];\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.exportObjects = function() {\n",
       "  objs = [];\n",
       "  for (var id in this.vis.objects) {\n",
       "    objs[id] = {};\n",
       "    //Skip geometry data\n",
       "    for (var type in this.vis.objects[id]) {\n",
       "      if (type != \"triangles\" && type != \"points\" && type != 'lines' && type != \"volume\") {\n",
       "        objs[id][type] = this.vis.objects[id][type];\n",
       "      }\n",
       "    }\n",
       "  }\n",
       "  //console.log(\"OBJECTS: \" + JSON.stringify(objs));\n",
       "\n",
       "  return objs;\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.exportColourMaps = function() {\n",
       "  return this.vis.colourmaps;\n",
       "//DEPRECATED\n",
       "  //Below extracts map from gui editor, not needed unless editor hasn't updated vis object\n",
       "  cmaps = [];\n",
       "  if (this.vis.colourmaps) {\n",
       "    for (var i=0; i<this.vis.colourmaps.length; i++) {\n",
       "      console.log(i + \" - \" + this.vis.colourmaps[i].palette);\n",
       "      if (!this.vis.colourmaps[i].palette) continue;\n",
       "      cmaps[i] = this.vis.colourmaps[i].palette.get();\n",
       "      //Copy additional properties\n",
       "      for (var type in this.vis.colourmaps[i]) {\n",
       "        if (type != \"palette\" && type != \"colours\")\n",
       "          cmaps[i][type] = this.vis.colourmaps[i][type];\n",
       "      }\n",
       "    }\n",
       "  }\n",
       "  return cmaps;\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.exportFile = function() {\n",
       "  window.open('data:text/plain;base64,' + window.btoa(this.toString(false, true)));\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.loadFile = function(source) {\n",
       "  //Skip update to rotate/translate etc if in process of updating\n",
       "  //if (document.mouse.isdown) return;\n",
       "  if (source.length < 3) {\n",
       "    console.log('Invalid source data, ignoring');\n",
       "    console.log(source);\n",
       "    console.log(BoxViewer.prototype.loadFile.caller);\n",
       "    return; //Invalid\n",
       "  }\n",
       "\n",
       "  if (!this.vis)\n",
       "    this.vis = {};\n",
       "\n",
       "  //Parse data\n",
       "  var src = {};\n",
       "  try {\n",
       "    src = JSON.parse(source);\n",
       "  } catch(e) {\n",
       "    console.log(source);\n",
       "    console.log(\"Parse Error: \" + e);\n",
       "    return;\n",
       "  }\n",
       "\n",
       "  //Before merge, delete all colourmap data if changed\n",
       "  for (var c in this.vis.colourmaps) {\n",
       "    //Name or colour count mismatch? delete so can be recreated\n",
       "    if (this.vis.colourmaps[c].name != src.colourmaps[c].name || \n",
       "        this.vis.colourmaps[c].colours.length != src.colourmaps[c].colours.length) {\n",
       "      //Delete the colourmap folder for this map, will be re-created\n",
       "      if (this.cgui && this.cgui.__folders[this.vis.colourmaps[c].name]) {\n",
       "        this.cgui.removeFolder(this.cgui.__folders[this.vis.colourmaps[c].name]);\n",
       "        this.cgui.__folders[this.vis.colourmaps[c].name] = undefined;\n",
       "      }\n",
       "      //Clear all the colours so new data will replace in merge\n",
       "      this.vis.colourmaps[c].colours = undefined;\n",
       "    }\n",
       "  }\n",
       "\n",
       "  //Merge keys - preserves original objects for gui access\n",
       "  Merge(this.vis, src);\n",
       "\n",
       "  //No model loaded? Prevents errors so default are loaded\n",
       "  if (!this.vis.properties)\n",
       "    this.vis.properties = {};\n",
       "\n",
       "  //Set active view (always first for now)\n",
       "  this.view = this.vis.views[0];\n",
       "\n",
       "  //Always set a bounding box, get from objects if not in view\n",
       "  var objbb = false;\n",
       "  if (!this.view.min || !this.view.max) {\n",
       "    this.view.min = [Number.MAX_VALUE, Number.MAX_VALUE, Number.MAX_VALUE];\n",
       "    this.view.max = [-Number.MAX_VALUE, -Number.MAX_VALUE, -Number.MAX_VALUE];\n",
       "    objbb = true;\n",
       "  }\n",
       "  //console.log(JSON.stringify(this.view,null, 2));\n",
       "\n",
       "  if (this.view) {\n",
       "    this.fov = this.view.fov || 45;\n",
       "    this.near_clip = this.view.near || 0;\n",
       "    this.far_clip = this.view.far || 0;\n",
       "    this.orientation = this.view.orientation || 1;\n",
       "    this.axes = this.view.axis == undefined ? true : this.view.axis;\n",
       "  }\n",
       "\n",
       "  if (this.vis.properties.resolution && this.vis.properties.resolution[0] && this.vis.properties.resolution[1]) {\n",
       "    this.width = this.vis.properties.resolution[0];\n",
       "    this.height = this.vis.properties.resolution[1];\n",
       "    //this.canvas.style.width = \"\";\n",
       "    //this.canvas.style.height = \"\";\n",
       "  } else {\n",
       "    //Autosize when img loaded\n",
       "    this.width = 0;\n",
       "    this.height = 0;\n",
       "  }\n",
       "\n",
       "  //Process object data\n",
       "  for (var id in this.vis.objects) {\n",
       "    //Apply object bounding box\n",
       "    if (objbb && this.vis.objects[id].min)\n",
       "      this.checkPointMinMax(this.vis.objects[id].min);\n",
       "    if (objbb && this.vis.objects[id].max)\n",
       "      this.checkPointMinMax(this.vis.objects[id].max);\n",
       "  }\n",
       "\n",
       "  this.updateDims(this.view);\n",
       "\n",
       "  //Update display\n",
       "  if (!this.gl) return;\n",
       "  this.draw();\n",
       "  this.clear();\n",
       "\n",
       "  //Create UI - disable by omitting dat.gui.min.js\n",
       "  //(If menu doesn't exist or is open, update immediately\n",
       "  // otherwise, wait until clicked/opened as update is slow)\n",
       "  if (!this.gui || !this.gui.closed)\n",
       "    this.menu();\n",
       "  else\n",
       "    this.reloadgui = true;\n",
       "\n",
       "  //Copy updated values to all generated controls\n",
       "  //This allows data changed by other means (ie: through python) to \n",
       "  // be reflected in the HTML control values\n",
       "  var that = this;\n",
       "  var getValWithIndex = function(prop, val, idx) {\n",
       "    if (val === undefined) return;\n",
       "    if (idx != null && idx >= 0 && val.length > idx)\n",
       "       val = val[idx];\n",
       "    //Round off floating point numbers\n",
       "    if (that.dict[property].type.indexOf('real') >= 0)\n",
       "       return val.toFixed(6) / 1; //toFixed() / 1 rounds to fixed position and removes trailing zeros\n",
       "    return val;\n",
       "  }\n",
       "  var pel = this.canvas.parentElement.parentElement;\n",
       "  var children = pel.getElementsByTagName('*');\n",
       "  for (var i=0; i<children.length; i++) {\n",
       "    //Process property controls\n",
       "    var id = children[i].id;\n",
       "    if (id.indexOf('lvctrl') >= 0) {\n",
       "      var target = children[i].getAttribute(\"data-target\");\n",
       "      var property = children[i].getAttribute(\"data-property\");\n",
       "      var idx = children[i].getAttribute(\"data-index\");\n",
       "      //console.log(id + \" : \" + target + \" : \" + property + \" [\" + idx + \"]\");\n",
       "      if (property) {\n",
       "        if (target) {\n",
       "          //Loop through objects, find those whose name matches element target\n",
       "          for (var o in this.vis.objects) {\n",
       "            var val = this.vis.objects[o][property];\n",
       "            if (val === undefined) continue;\n",
       "            if (this.vis.objects[o].name == target) {\n",
       "              if (idx != null && idx >= 0)\n",
       "                val = val[idx];\n",
       "              //console.log(target + \" ==> SET \" + id + \" : ['\" + property + \"'] VALUE TO \" + val);\n",
       "              //console.log(\"TAG: \" + children[i].tagName);\n",
       "              if (children[i].type == 'checkbox')\n",
       "                children[i].checked = val;\n",
       "              else if (children[i].tagName == 'SELECT') {\n",
       "                //If integer, set by index, otherwise set by value\n",
       "                var parsed = parseInt(val);\n",
       "                if (isNaN(parsed) || parsed.toString() != val) {\n",
       "                  //If the value is in the options, set it, otherwise leave as is\n",
       "                  for (var c in children[i].options) {\n",
       "                    if (children[i].options[c].value == val) {\n",
       "                      children[i].selectedIndex = c;\n",
       "                      break;\n",
       "                    }\n",
       "                  }\n",
       "                } else {\n",
       "                  children[i].selectedIndex = parsed;\n",
       "                }\n",
       "              } else if (children[i].tagName == 'DIV') {\n",
       "                children[i].style.background = new Colour(val).html();\n",
       "              } else if (children[i].tagName == 'CANVAS' && children[i].gradient) {\n",
       "                //Store full list of colourmaps\n",
       "                var el = children[i]; //canvas element\n",
       "                //Ensure we aren't merging the same object\n",
       "                el.colourmaps = Merge(JSON.parse(JSON.stringify(el.colourmaps)), this.vis.colourmaps);\n",
       "                //Load the initial colourmap\n",
       "                if (!el.selectedIndex >= 0) {\n",
       "                  //Get the selected index from the property value\n",
       "                  for (var c in this.vis.colourmaps) {\n",
       "                    if (this.vis.colourmaps[c].name == val) {\n",
       "                      el.selectedIndex = c;\n",
       "                      //Copy, don't link\n",
       "                      el.currentmap = JSON.parse(JSON.stringify(this.vis.colourmaps[c]));\n",
       "                      //el.currentmap = Object.assign(this.vis.colourmaps[c]);\n",
       "                      break;\n",
       "                    }\n",
       "                  }\n",
       "                }\n",
       "                //Can't use gradient.read() here as it triggers another state load,\n",
       "                //looping infinitely - so load the palette change directly\n",
       "                el.gradient.palette = new Palette(this.vis.colourmaps[el.selectedIndex].colours, true);\n",
       "                //el.gradient.reset(); //For some reason this screws up colour editing\n",
       "                el.gradient.update(true); //Update without triggering callback that triggers a state reload\n",
       "              } else {\n",
       "                //console.log(id + \" : \" + target + \" : \" + property + \" = \" + val);\n",
       "                children[i].value = getValWithIndex(property, val, idx);\n",
       "              }\n",
       "            }\n",
       "          }\n",
       "        } else if (this.vis.views[0][property] != null) {\n",
       "          //View property\n",
       "          var val = this.vis.views[0][property];\n",
       "          //console.log(\"SET \" + id + \" : ['\" + property + \"'] VIEW PROP VALUE TO \" + val);\n",
       "          children[i].value = getValWithIndex(property, val, idx);\n",
       "        } else if (this.vis.properties[property] != null) {\n",
       "          //Global property\n",
       "          var val = this.vis.properties[property];\n",
       "          //console.log(\"SET \" + id + \" : ['\" + property + \"'] GLOBAL VALUE TO \" + val);\n",
       "          children[i].value = getValWithIndex(property, val, idx);\n",
       "        }\n",
       "      }\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.menu = function() {\n",
       "  //Create UI - disable by omitting dat.gui.min.js\n",
       "  //This is slow! Don't call while animating\n",
       "  var viewer = this;\n",
       "  var changefn = function(value, reload) {\n",
       "    //console.log(JSON.stringify(Object.keys(this)));\n",
       "    //console.log(value);\n",
       "    if (reload == undefined) {\n",
       "      reload = true;\n",
       "      if (this.property && viewer.dict[this.property])\n",
       "      {\n",
       "        //Get reload level from prop dict\n",
       "        //console.log(this.property + \" REDRAW: \" + viewer.dict[this.property].redraw);\n",
       "        reload = viewer.dict[this.property].redraw;\n",
       "      }\n",
       "    }\n",
       "\n",
       "    //Sync state and reload\n",
       "    viewer.sendState(reload);\n",
       "  };\n",
       "\n",
       "  if (!this.gui || this.gui.closed) {\n",
       "    //Re-create from scratch if closed or not present\n",
       "    createMenu(this, changefn);\n",
       "  } else {\n",
       "    updateMenu(this, changefn);\n",
       "  }\n",
       "  this.reloadgui = false;\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.clear = function() {\n",
       "  if (!this.gl) return;\n",
       "  this.gl.clear(this.gl.COLOR_BUFFER_BIT | this.gl.DEPTH_BUFFER_BIT);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.draw = function() {\n",
       "  if (!this.canvas) return;\n",
       "\n",
       "  //Get the dimensions from the current canvas\n",
       "  if (this.width != this.canvas.offsetWidth || this.height != this.canvas.offsetHeight) {\n",
       "    this.width = this.canvas.offsetWidth;\n",
       "    this.height = this.canvas.offsetHeight;\n",
       "    //Need to set this too for some reason\n",
       "    this.canvas.width = this.width;\n",
       "    this.canvas.height = this.height;\n",
       "    if (this.gl) {\n",
       "      this.gl.viewportWidth = this.width;\n",
       "      this.gl.viewportHeight = this.height;\n",
       "      this.webgl.viewport = new Viewport(0, 0, this.width, this.height);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  /*/Attempt to prevent element resizing to 0,0 when a frame is dropped\n",
       "  if (this.width)\n",
       "    this.canvas.parentElement.style.minWidth = this.width + 'px';\n",
       "  if (this.height)\n",
       "    this.canvas.parentElement.style.minHeight = this.height + 'px';\n",
       "  */\n",
       "\n",
       "  if (!this.gl) return;\n",
       "\n",
       "  //Check isContextLost\n",
       "  if (this.gl.isContextLost()) {\n",
       "    console.log(\"boxviewer_draw_: context lost\");\n",
       "    this.mouse.lostContext = true;\n",
       "    return;\n",
       "  }\n",
       "\n",
       "  this.gl.viewport(0, 0, this.gl.viewportWidth, this.gl.viewportHeight);\n",
       "  //this.gl.clearColor(1, 1, 1, 0);\n",
       "  this.gl.clearColor(0, 0, 0, 0);\n",
       "  this.gl.clear(this.gl.COLOR_BUFFER_BIT | this.gl.DEPTH_BUFFER_BIT);\n",
       "\n",
       "  this.webgl.view(this);\n",
       "\n",
       "  //Render objects\n",
       "  this.border.draw(this.webgl, false, true);\n",
       "\n",
       "    //Remove translation and re-render axes\n",
       "    var tr = this.translate.slice();\n",
       "    this.translate = [0,0,-this.modelsize*1.25];\n",
       "    this.webgl.apply(this);\n",
       "    this.border.draw(this.webgl, true, false);\n",
       "    this.translate = tr;\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.syncRotation = function(rot) {\n",
       "  if (rot)\n",
       "    this.rotate = quat4.create(rot);\n",
       "  this.rotated = true;\n",
       "  this.draw();\n",
       "  rstr = '' + this.getRotationString();\n",
       "  that = this;\n",
       "  window.requestAnimationFrame(function() {that.command(rstr);});\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.rotateX = function(deg) {\n",
       "  this.rotation(deg, [1,0,0]);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.rotateY = function(deg) {\n",
       "  this.rotation(deg, [0,1,0]);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.rotateZ = function(deg) {\n",
       "  this.rotation(deg, [0,0,1]);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.rotation = function(deg, axis) {\n",
       "  //Quaterion rotate\n",
       "  var arad = deg * Math.PI / 180.0;\n",
       "  var rotation = quat4.fromAngleAxis(arad, axis);\n",
       "  rotation = quat4.normalize(rotation);\n",
       "  this.rotate = quat4.multiply(rotation, this.rotate);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.getRotation = function() {\n",
       "  return [this.rotate[0], this.rotate[1], this.rotate[2], this.rotate[3]];\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.getRotationString = function() {\n",
       "  //Return current rotation quaternion as string\n",
       "  var q = this.getRotation();\n",
       "  return 'rotation ' + q[0] + ' ' + q[1] + ' ' + q[2] + ' ' + q[3];\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.getTranslationString = function() {\n",
       "  return 'translation ' + this.translate[0] + ' ' + this.translate[1] + ' ' + this.translate[2];\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.reset = function() {\n",
       "  if (this.gl) {\n",
       "    this.updateDims(this.view);\n",
       "    this.draw();\n",
       "  }\n",
       "\n",
       "  this.command('reset');\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.zoom = function(factor) {\n",
       "  if (this.gl) {\n",
       "    this.translate[2] += factor * Math.max(0.01*this.modelsize, Math.abs(this.translate[2]));\n",
       "    this.draw();\n",
       "  }\n",
       "\n",
       "  var that = this;\n",
       "  if (this.zoomTimer) \n",
       "    clearTimeout(this.zoomTimer);\n",
       "  this.zoomTimer = setTimeout(function () {that.command('' + that.getTranslationString());  that.clear(); that.zoomTimer = null;}, 500 );\n",
       "\n",
       "  //this.command('' + this.getTranslationString());\n",
       "  //this.command('zoom ' + factor);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.zoomClip = function(factor) {\n",
       "  var near_clip = this.near_clip + factor * this.modelsize;\n",
       "  if (near_clip >= this.modelsize * 0.001)\n",
       "     this.near_clip = near_clip;\n",
       "\n",
       "  if (this.gl) this.draw();\n",
       "\n",
       "  var that = this;\n",
       "  if (this.zoomTimer) clearTimeout(this.zoomTimer);\n",
       "  //this.zoomTimer = setTimeout(function () {that.command('zoomclip ' + factor);  that.clear();}, 500 );\n",
       "  this.zoomTimer = setTimeout(function () {that.command('nearclip ' + that.near_clip);  that.clear();}, 500 );\n",
       "\n",
       "  //this.command('zoomclip ' + factor);\n",
       "}\n",
       "\n",
       "BoxViewer.prototype.updateDims = function(view) {\n",
       "  if (!view) return;\n",
       "  var oldsize = this.modelsize;\n",
       "\n",
       "  //Check for valid dims\n",
       "  for (var i=0; i<3; i++) {\n",
       "    if (view.bounds && view.max[i] < view.bounds.max[i])\n",
       "      view.max[i] = view.bounds.max[i];\n",
       "    if (view.bounds && view.min[i] > view.bounds.min[i])\n",
       "      view.min[i] = view.bounds.min[i];\n",
       "    /*if (view.max[i] <  view.min[i] <= 0.0) {\n",
       "        view.max[i] = 1.0;\n",
       "        view.min[i] = -1.0;\n",
       "      }\n",
       "    }*/\n",
       "  }\n",
       "\n",
       "  this.dims = [view.max[0] - view.min[0], view.max[1] - view.min[1], view.max[2] - view.min[2]];\n",
       "  this.modelsize = Math.sqrt(this.dims[0]*this.dims[0] + this.dims[1]*this.dims[1] + this.dims[2]*this.dims[2]);\n",
       "\n",
       "  this.focus = [view.min[0] + 0.5*this.dims[0], view.min[1] + 0.5*this.dims[1], view.min[2] + 0.5*this.dims[2]];\n",
       "  this.centre = [this.focus[0],this.focus[1],this.focus[2]];\n",
       "\n",
       "  this.translate = [0,0,0];\n",
       "  if (this.modelsize != oldsize) this.translate[2] = -this.modelsize*1.25;\n",
       "\n",
       "  if (this.near_clip == 0.0) this.near_clip = this.modelsize / 10.0;   \n",
       "  if (this.far_clip == 0.0) this.far_clip = this.modelsize * 10.0;\n",
       "\n",
       "  quat4.identity(this.rotate);\n",
       "\n",
       "  if (view) {\n",
       "    //Initial rotation\n",
       "    if (view.rotate) {\n",
       "      if (view.rotate.length == 3) {\n",
       "        this.rotateZ(-view.rotate[2]);\n",
       "        this.rotateY(-view.rotate[1]);\n",
       "        this.rotateX(-view.rotate[0]);\n",
       "      } else if (view.rotate.length == 4) {\n",
       "        this.rotate = quat4.create(view.rotate);\n",
       "      }\n",
       "    }\n",
       "\n",
       "    //Translate\n",
       "    if (view.translate) {\n",
       "      this.translate[0] = view.translate[0];\n",
       "      this.translate[1] = view.translate[1];\n",
       "      this.translate[2] = view.translate[2];\n",
       "    }\n",
       "\n",
       "    //Scale\n",
       "    if (view.scale) {\n",
       "      this.scale[0] = view.scale[0];\n",
       "      this.scale[1] = view.scale[1];\n",
       "      this.scale[2] = view.scale[2];\n",
       "    }\n",
       "\n",
       "    //Focal point\n",
       "    if (view.focus) {\n",
       "      this.focus[0] = this.centre[0] = view.focus[0];\n",
       "      this.focus[1] = this.centre[1] = view.focus[1];\n",
       "      this.focus[2] = this.centre[2] = view.focus[2];\n",
       "    }\n",
       "\n",
       "  }\n",
       "\n",
       "  //console.log(\"DIMS: \" + view.min[0] + \" to \" + view.max[0] + \",\" + view.min[1] + \" to \" + view.max[1] + \",\" + view.min[2] + \" to \" + view.max[2]);\n",
       "  //console.log(\"New model size: \" + this.modelsize + \", Focal point: \" + this.focus[0] + \",\" + this.focus[1] + \",\" + this.focus[2]);\n",
       "  //console.log(\"Translate: \" + this.translate[0] + \",\" + this.translate[1] + \",\" + this.translate[2]);\n",
       "\n",
       "  if (!this.gl) return;\n",
       " \n",
       "  //Create the bounding box vertex buffer\n",
       "  this.border.updateBuffers(this.view);\n",
       "}\n",
       "\n",
       "/* dat.gui menu */\n",
       "\n",
       "function parseColour(input) {\n",
       "  if (typeof(input) != 'object') {\n",
       "    //var div = document.createElement('div');\n",
       "    var div = document.getElementById('hidden_style_div');\n",
       "    div.style.color = input;\n",
       "    //This triggers a full layout calc - can slow things down\n",
       "    c = getComputedStyle(div).color;\n",
       "    o = getComputedStyle(div).opacity;\n",
       "    C = new Colour(c);\n",
       "    //c.alpha = o;\n",
       "    //toFixed() / 1 rounds to fixed position and removes trailing zeros\n",
       "    c.alpha = parseFloat(o).toFixed(2) / 1;\n",
       "  } else {\n",
       "    C = new Colour(input);\n",
       "  }\n",
       "  return C.html();\n",
       "}\n",
       "\n",
       "//Attempts to get range from data/volume objects for range controls\n",
       "function menu_getrange(obj, ctrl) {\n",
       "    //Ranged?\n",
       "    if (ctrl.length > 1 && ctrl[1].length == 3) {\n",
       "      var range = [ctrl[1][0], ctrl[1][1]];\n",
       "      //Mapped range?\n",
       "      if (ctrl[1][0] === ctrl[1][1] && ctrl[1][0] === 0.0) {\n",
       "        //Try volume range\n",
       "        if (obj.volume && obj.volume.minimum < obj.volume.maximum)\n",
       "          range = [obj.volume.minimum, obj.volume.maximum];\n",
       "        //Or value data range\n",
       "        else if (obj.values && obj.values.minimum < obj.values.maximum)\n",
       "          range = [obj.values.minimum, obj.values.maximum];\n",
       "      }\n",
       "      if (range[1] <= range[0]) {\n",
       "        //console.log(obj.name + \" : range (invalid) = \" + range);\n",
       "        return [0.0, 1.0]; //No valid range data, use a default\n",
       "      }\n",
       "      //console.log(obj.name + \" : range = \" + range);\n",
       "      return range;\n",
       "    }\n",
       "    return null;\n",
       "}\n",
       "\n",
       "//Add controls to menu, using property metadata\n",
       "function menu_addctrl(menu, obj, viewer, prop, changefn) {\n",
       "  //TODO: implement delayed high quality render for faster interaction\n",
       "  //var changefn = function(value) {viewer.delayedRender(250);};\n",
       "  var ctrl = viewer.dict[prop].control;\n",
       "\n",
       "  //Query prop dict for data type, default, min/max/step etc\n",
       "  var dtype = viewer.dict[prop].type;\n",
       "  if (prop === 'colourmap') {\n",
       "    var maps = ['']\n",
       "    for (var i=0; i<viewer.vis.colourmaps.length; i++)\n",
       "      maps.push(viewer.vis.colourmaps[i].name);\n",
       "    //console.log(JSON.stringify(maps));\n",
       "    menu.add(obj, prop, maps).onFinishChange(changefn);\n",
       "\n",
       "  } else if (ctrl.length > 2 && ctrl[2] != null) {\n",
       "    //Select from list of options\n",
       "    menu.add(obj, prop, ctrl[2]).onFinishChange(changefn);\n",
       "\n",
       "  } else if ((dtype.indexOf('real') >= 0 || dtype.indexOf('integer') >= 0)) { // && typeof(obj[prop]) == 'number') {\n",
       "\n",
       "    //Ranged?\n",
       "    var range = menu_getrange(obj, ctrl);\n",
       "    var addnumeric = function(menu, obj, prop, range, changefn) {\n",
       "      if (range) {\n",
       "        if (obj[prop] < range[0]) obj[prop] = range[0];\n",
       "        if (obj[prop] > range[1]) obj[prop] = range[1];\n",
       "        return menu.add(obj, prop, range[0], range[1], ctrl[1][2]).onFinishChange(changefn);\n",
       "      } else {\n",
       "        return menu.add(obj, prop).onFinishChange(changefn);\n",
       "      }\n",
       "    }\n",
       "\n",
       "    //Array quantities\n",
       "    var dims = 1;\n",
       "    var p0 = dtype.indexOf('[');\n",
       "    var p1 = dtype.indexOf(']');\n",
       "    if (p0 >= 0 && p1 >= 0)\n",
       "      dims = parseInt(dtype.slice(p0+1, p1));\n",
       "    if (dims > 1) {\n",
       "      //2d, 3d ?\n",
       "      for (var d=0; d<dims; d++) {\n",
       "        //console.log(\"Adding DIM \" + d);\n",
       "        var added = addnumeric(menu, obj[prop], \"\" + d, range, changefn)\n",
       "        added.name(prop + '[' + d + ']');\n",
       "      }\n",
       "\n",
       "    //Only add if a number, anything else will cause dat.gui to error\n",
       "    } else if (typeof(obj[prop]) == 'number') {\n",
       "      //1d\n",
       "      console.log(\"Adding \", prop, typeof(obj[prop]));\n",
       "      addnumeric(menu, obj, prop, range, changefn)\n",
       "    }\n",
       "\n",
       "  } else if (dtype === 'string' || dtype === 'boolean') {\n",
       "    menu.add(obj, prop).onFinishChange(changefn);\n",
       "  } else if (dtype === 'boolean') {\n",
       "    menu.add(obj, prop).onFinishChange(changefn);\n",
       "  } else if (dtype === 'colour') {\n",
       "    try {\n",
       "      //Convert to html colour first\n",
       "      obj[prop] = parseColour(obj[prop]);\n",
       "      menu.addColor(obj, prop).onChange(changefn);\n",
       "    } catch(e) {\n",
       "      console.log(e);\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "function menu_addctrls(menu, obj, viewer, onchange) {\n",
       "  //Loop through every available property\n",
       "  var extras = [];\n",
       "  for (var prop in viewer.dict) {\n",
       "\n",
       "    //Check if it is enabled in GUI\n",
       "    var ctrl = viewer.dict[prop].control;\n",
       "    if (!ctrl || ctrl[0] === false) continue; //Control disabled\n",
       "\n",
       "    //Check if it has been set on the target object\n",
       "    if (prop in obj) {\n",
       "      //console.log(prop + \" ==> \" + JSON.stringify(viewer.dict[prop]));\n",
       "      menu_addctrl(menu, obj, viewer, prop, onchange);\n",
       "\n",
       "    } else {\n",
       "      //Save list of properties without controls\n",
       "      extras.push(prop);\n",
       "      continue;\n",
       "    }\n",
       "  }\n",
       "\n",
       "  //Sort into alphabetical order\n",
       "  extras.sort();\n",
       "\n",
       "  //Add the extra properties to a dropdown list\n",
       "  //Selecting a property will add a controller for it\n",
       "  var propadd = {\"properties\" : \"\"};\n",
       "  var propselfn = function(prop) {\n",
       "    //Set the property to the default value\n",
       "    propadd.ref[prop] = viewer.dict[prop][\"default\"];\n",
       "    //Add new property controller\n",
       "    menu_addctrl(propadd.menu, propadd.ref, viewer, prop, onchange);\n",
       "    //Remove, then add the props list back at the bottom, minus new prop\n",
       "    propadd.menu.remove(propadd.controller);\n",
       "    //Save the new filtered list\n",
       "    propadd.list = propadd.list.filter(word => word != prop);\n",
       "    propadd.controller = propadd.menu.add(propadd, \"properties\", propadd.list).name(\"More properties\").onFinishChange(propadd.fn);\n",
       "  }\n",
       "  propadd.controller = menu.add(propadd, \"properties\", extras).name(\"More properties\").onFinishChange(propselfn);\n",
       "  propadd.ref = obj;\n",
       "  propadd.menu = menu;\n",
       "  propadd.fn = propselfn;\n",
       "  propadd.list = extras;\n",
       "}\n",
       "\n",
       "\n",
       "function menu_addcmaps(menu, obj, viewer, onchange) {\n",
       "  //Colourmap editing menu\n",
       "  if (viewer.cgui.prmenu) viewer.cgui.removeFolder(viewer.cgui.prmenu);\n",
       "  if (viewer.cgui.cmenu) viewer.cgui.removeFolder(viewer.cgui.cmenu);\n",
       "  if (viewer.cgui.pomenu) viewer.cgui.removeFolder(viewer.cgui.pomenu);\n",
       "  viewer.cgui.prmenu = viewer.cgui.addFolder(\"Properties\");\n",
       "  viewer.cgui.cmenu = viewer.cgui.addFolder(\"Colours\");\n",
       "  viewer.cgui.pomenu = viewer.cgui.addFolder(\"Positions\");\n",
       "  //Loop through every available property\n",
       "  for (var prop in viewer.dict) {\n",
       "    //Check if it is enabled in GUI\n",
       "    var ctrl = viewer.dict[prop].control;\n",
       "    if (!ctrl || ctrl[0] === false) continue; //Control disabled\n",
       "\n",
       "    //Check if it applies to colourmap object\n",
       "    if (viewer.dict[prop][\"target\"] == 'colourmap') {\n",
       "      //console.log(prop + \" ==> \" + JSON.stringify(viewer.dict[prop]));\n",
       "      //Need to add property default if not set\n",
       "      if (!obj[prop])\n",
       "        obj[prop] = viewer.dict[prop].default;\n",
       "      menu_addctrl(menu.prmenu, obj, viewer, prop, onchange);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  var reload_onchange = function() {onchange(\"\", true);};\n",
       "\n",
       "  //Loop through colours\n",
       "  menu.cmenu.add({\"Add Colour\" : function() {obj.colours.unshift({\"colour\" : \"rgba(0,0,0,1)\", \"position\" : 0.0}); viewer.gui.close(); reload_onchange(); }}, \"Add Colour\");\n",
       "  //Need to add delete buttons in closure to get correct pos/index\n",
       "  function del_btn(pos) {menu.pomenu.add({\"Delete\" : function() {obj.colours.splice(pos, 1); viewer.gui.close(); reload_onchange(); }}, 'Delete').name('Delete ' + pos);}\n",
       "  for (var c in obj.colours) {\n",
       "    var o = obj.colours[c];\n",
       "    //Convert to html colour first\n",
       "    o.colour = parseColour(o.colour);\n",
       "    o.opacity = 1.0;\n",
       "    menu.cmenu.addColor(o, 'colour').onChange(reload_onchange).name('Colour ' + c);\n",
       "    menu.pomenu.add(o, 'position', 0.0, 1.0, 0.01).onFinishChange(reload_onchange).name('Position ' + c);\n",
       "    del_btn(c);\n",
       "  }\n",
       "}\n",
       "\n",
       "function createMenu(viewer, onchange, webglmode, global) {\n",
       "  if (!dat) return null;\n",
       "  //var t0 = performance.now();\n",
       "\n",
       "  //Exists? Destroy\n",
       "  if (viewer.gui)\n",
       "    viewer.gui.destroy();\n",
       "\n",
       "  var el = null;\n",
       "  //Insert within element rather than whole document\n",
       "  if (!global && viewer.canvas && viewer.canvas.parentElement != document.body && viewer.canvas.parentElement.parentElement != document.body) {\n",
       "    var pel = viewer.canvas.parentElement;\n",
       "    //A bit of a hack to detect converted HTML output and skip going up two parent elements\n",
       "    if (pel.parentElement.className != 'section')\n",
       "      pel = pel.parentElement;\n",
       "    pel.style.position = 'relative'; //Parent element relative prevents menu escaping wrapper div\n",
       "    //Jupyter notebook overflow hacks (allows gui to be larger than cell)\n",
       "    var e = pel;\n",
       "    //These parent elements need 'overflow: visible' to prevent scrolling or cut-off of menu\n",
       "    //Add the \"pgui\" class to all the parent containers \n",
       "    while (e != document.body) {\n",
       "      e.classList.add(\"pgui\");\n",
       "      e = e.parentElement;\n",
       "    }\n",
       "    //pel.style.overflow = 'visible'; //Parent element relative prevents menu escaping wrapper div\n",
       "    //pel.parentElement.style.overflow = 'visible'; //Parent element relative prevents menu escaping wrapper div\n",
       "    var id = 'dat_gui_menu_' + (viewer.canvas ? viewer.canvas.id : 'default');\n",
       "    el = document.getElementById(id)\n",
       "    if (el)\n",
       "      el.parentNode.removeChild(el);\n",
       "    el = document.createElement(\"div\");\n",
       "    el.id = id;\n",
       "    el.style.cssText = \"position: absolute; top: 0em; right: 0em; z-index: 255;\";\n",
       "    pel.insertBefore(el, pel.childNodes[0]);\n",
       "  }\n",
       "\n",
       "  var gui;\n",
       "  //Insert within element rather than whole document\n",
       "  if (el) {\n",
       "    gui = new dat.GUI({ autoPlace: false, width: 275, hideable: false });\n",
       "    el.appendChild(gui.domElement);\n",
       "  } else {\n",
       "    gui = new dat.GUI({ hideable: false, width: 275 });\n",
       "  }\n",
       "\n",
       "  //Re-create menu on element mouse down if we need to reload\n",
       "  //(Instead of calling whenever state changes, re-creation is slow!)\n",
       "  gui.domElement.onmousedown = function(e) {\n",
       "    if (viewer.reloadgui)\n",
       "      viewer.menu();\n",
       "    return true;\n",
       "  }\n",
       "\n",
       "  //Horrible hack to stop codemirror stealing events when menu is over an editor element\n",
       "  gui.domElement.onmouseenter = function(e) {\n",
       "    //console.log('mouseenter');\n",
       "    var stylesheet = document.styleSheets[0];\n",
       "    stylesheet.insertRule('.CodeMirror-code { pointer-events: none;}', 0);\n",
       "  };\n",
       "\n",
       "  gui.domElement.onmouseleave = function(e) {\n",
       "    //console.log('mouseleave');\n",
       "    var stylesheet = document.styleSheets[0];\n",
       "    if (stylesheet.cssRules[0].cssText.indexOf('CodeMirror') >= 0)\n",
       "      stylesheet.deleteRule(0);\n",
       "  };\n",
       "\n",
       "  //Hidden element for style compute, required to be on page for chrome, can't just use createElement\n",
       "  var elem = document.getElementById('hidden_style_div');\n",
       "  if (!elem) {\n",
       "    elem = document.createElement('div');\n",
       "    elem.style.display = 'none';\n",
       "    elem.id = 'hidden_style_div';\n",
       "    document.body.appendChild(elem);\n",
       "  }\n",
       "\n",
       "  //Move above other controls\n",
       "  gui.domElement.parentElement.style.zIndex = '255';\n",
       "  //Save close button for hide menu check\n",
       "  gui.closebtn = gui.domElement.getElementsByClassName('close-button')[0];\n",
       "  //Hide/show on mouseover (only if overlapping)\n",
       "  if (!viewer.reloadgui) {\n",
       "    //Create closed and hidden for the first time, leave as is otherwise\n",
       "    gui.close();\n",
       "    hideMenu(viewer.canvas, gui);\n",
       "  }\n",
       "\n",
       "  gui.add({\"Reload\" : function() {viewer.reload();}}, \"Reload\");\n",
       "  //VR supported? (WebGL only)\n",
       "  if (webglmode === 1 && navigator.getVRDisplays) {\n",
       "    viewer.vrDisplay = null;\n",
       "    viewer.inVR = false;\n",
       "    gui.add({\"VR Mode\" : function() {start_VR(viewer);}}, 'VR Mode');\n",
       "  }\n",
       "\n",
       "  if (!!window.chrome) //Stupid chrome disabled data URL open\n",
       "    gui.add({\"Export\" : function() {var w = window.open(); w.document.write('<pre>' + viewer.toString()  + '</pre>');}}, 'Export');\n",
       "  else\n",
       "    gui.add({\"Export\" : function() {window.open('data:application/json;base64,' + window.btoa(viewer.toString()));}}, 'Export');\n",
       "  //gui.add({\"loadFile\" : function() {document.getElementById('fileupload').click();}}, 'loadFile'). name('Load Image file');\n",
       "\n",
       "  //Non-persistent settings\n",
       "  gui.add(viewer, \"mode\", ['Rotate', 'Translate', 'Zoom']);\n",
       "  if (webglmode === 0) {\n",
       "    viewer.cmd = '';\n",
       "    gui.add(viewer, \"cmd\").onFinishChange(function(cmd) {if (cmd.length) {viewer.command(cmd); viewer.cmd = '';}}).name('Command');\n",
       "  }\n",
       "\n",
       "  //var s = gui.addFolder('Settings');\n",
       "  if (webglmode === 1) {\n",
       "    //Old WebGL 1.0 mode\n",
       "    gui.add(viewer.vis, \"interactive\").name(\"Interactive Render\");\n",
       "    gui.add(viewer.vis, \"immediatesort\").name(\"Immediate Sort\");\n",
       "    gui.add(viewer.vis, \"sortenabled\").name('Sort Enabled');\n",
       "  } else if (webglmode === 2) {\n",
       "    //Emscripten WebGL2 mode\n",
       "    gui.add({\"Full Screen\" : function() {Module.requestFullscreen(false,true);}}, 'Full Screen');\n",
       "    var params = {loadBrowserFile : function() { document.getElementById('fileinput').click(); } };\n",
       "    gui.add(params, 'loadBrowserFile').name('Load file');\n",
       "    gui.add({\"Export GLDB\" : function() {window.commands.push('export');}}, 'Export GLDB');\n",
       "  } else if (viewer.canvas) {\n",
       "    //Server render\n",
       "    gui.add(viewer, \"alwaysdraw\");\n",
       "    var url = viewer.canvas.imgtarget.baseurl;\n",
       "    if (url)\n",
       "      gui.add({\"Popup Viewer\" : function() {window.open(url, \"LavaVu\", \"toolbar=no,location=no,directories=no,status=no,menubar=no,scrollbars=no,resizable=no,width=1024,height=768\");}}, 'Popup Viewer');\n",
       "  }\n",
       "\n",
       "  var g = gui.addFolder('Globals/Defaults');\n",
       "  menu_addctrls(g, viewer.vis.properties, viewer, onchange);\n",
       "\n",
       "  var v = gui.addFolder('Views');\n",
       "  var ir2 = 1.0 / Math.sqrt(2.0);\n",
       "  v.add({\"Reset\" : function() {viewer.reset(); }}, 'Reset');\n",
       "  v.add({\"XY\" : function() {viewer.syncRotation([0, 0, 0, 1]); }}, 'XY');\n",
       "  v.add({\"YX\" : function() {viewer.syncRotation([0, 1, 0, 0]);}}, 'YX');\n",
       "  v.add({\"XZ\" : function() {viewer.syncRotation([ir2, 0, 0, -ir2]);}}, 'XZ');\n",
       "  v.add({\"ZX\" : function() {viewer.syncRotation([ir2, 0, 0, ir2]);}}, 'ZX');\n",
       "  v.add({\"YZ\" : function() {viewer.syncRotation([0, -ir2, 0, -ir2]);}}, 'YZ');\n",
       "  v.add({\"ZY\" : function() {viewer.syncRotation([0, -ir2, 0, ir2]);}}, 'ZY');\n",
       "  //console.log(JSON.stringify(viewer.view));\n",
       "  if (viewer.view)\n",
       "    menu_addctrls(v, viewer.view, viewer, onchange);\n",
       "  else\n",
       "    menu_addctrls(v, viewer.vis.views[0], viewer, onchange);\n",
       "\n",
       "  var o = gui.addFolder('Objects');\n",
       "  for (var id in viewer.vis.objects) {\n",
       "    var of = o.addFolder(viewer.vis.objects[id].name);\n",
       "    menu_addctrls(of, viewer.vis.objects[id], viewer, onchange);\n",
       "  }\n",
       "\n",
       "  viewer.gui = gui;\n",
       "  if (!viewer.selectedcolourmap) {\n",
       "    viewer.selectedcolourmap = \"\";\n",
       "    viewer.newcolourmap = \"\";\n",
       "  }\n",
       "  viewer.cgui = viewer.gui.addFolder('ColourMaps');\n",
       "\n",
       "  createColourMapMenu(viewer, onchange, webglmode === 1);\n",
       "\n",
       "  //var t1 = performance.now();\n",
       "  //console.log(\"Call to menu() took \" + (t1 - t0) + \" milliseconds.\")\n",
       "}\n",
       "\n",
       "function createColourMapMenu(viewer, onchange, webglmode) {\n",
       "  //Remove existing entries\n",
       "  for (var i in viewer.cgui.__controllers)\n",
       "    viewer.cgui.__controllers[i].remove();\n",
       "\n",
       "  var cms = [];\n",
       "\n",
       "  //Dropdown to select a colourmap, when selected the editing menu will be populated\n",
       "  for (var id in viewer.vis.colourmaps)\n",
       "    cms.push(viewer.vis.colourmaps[id].name);\n",
       "\n",
       "  if (webglmode) {\n",
       "    //Add a default colourmap\n",
       "    viewer.cgui.add({\"Add\" : function() {viewer.addColourMap(); viewer.gui.close();}}, 'Add');\n",
       "  } else {\n",
       "    //Add a colourmap from list of defaults\n",
       "    cmapaddfn = function(value) {\n",
       "      if (!value || !value.length) return;\n",
       "      viewer.command(\"select; colourmap \" + value + \" \" + value);\n",
       "      viewer.gui.close();\n",
       "    };\n",
       "\n",
       "    viewer.cgui.add(viewer, \"newcolourmap\", viewer.defaultcolourmaps).onFinishChange(cmapaddfn).name(\"Add\");\n",
       "  }\n",
       "\n",
       "  //Do the rest only if colourmaps exist...\n",
       "  if (cms.length == 0) return;\n",
       "\n",
       "  //When selected, populate the Colours & Positions menus\n",
       "  cmapselfn = function(value) {\n",
       "    if (!value) return;\n",
       "    for (var id in viewer.vis.colourmaps) {\n",
       "      if (value == viewer.vis.colourmaps[id].name)\n",
       "        menu_addcmaps(viewer.cgui, viewer.vis.colourmaps[id], viewer, onchange);\n",
       "    }\n",
       "  };\n",
       "\n",
       "  viewer.cgui.cmap = viewer.cgui.add(viewer, \"selectedcolourmap\", cms).onFinishChange(cmapselfn).name(\"Colourmap\");\n",
       "\n",
       "  //Re-select if previous value if any\n",
       "  if (viewer.selectedcolourmap)\n",
       "  cmapselfn(viewer.selectedcolourmap);\n",
       "}\n",
       "\n",
       "function updateMenu(viewer, onchange) {\n",
       "  //Attempt to update DAT.GUI controls\n",
       "  function updateDisplay(gui) {\n",
       "    for (var i in gui.__controllers)\n",
       "      gui.__controllers[i].updateDisplay();\n",
       "    for (var f in gui.__folders)\n",
       "      updateDisplay(gui.__folders[f]);\n",
       "  }\n",
       "  updateDisplay(viewer.gui);\n",
       "  updateDisplay(viewer.cgui);\n",
       "}\n",
       "\n",
       "function hideMenu(canvas, gui) {\n",
       "  //No menu, but hide the mode controls\n",
       "  if (!gui) {\n",
       "    if (canvas && canvas.imgtarget)\n",
       "      canvas.imgtarget.nextElementSibling.style.display = \"none\";\n",
       "    return;\n",
       "  }\n",
       "\n",
       "  //Requires menu to be closed and hiding enabled\n",
       "  if (!gui.closed) return;\n",
       "\n",
       "  //Only hide if overlapping the canvas (unless no canvas passed)\n",
       "  if (canvas) {\n",
       "    var rect0 = gui.closebtn.getBoundingClientRect();\n",
       "    var rect1 = canvas.getBoundingClientRect();\n",
       "    if (rect0.right < rect1.left || rect0.left > rect1.right ||\n",
       "        rect0.bottom < rect1.top || rect0.top > rect1.bottom) {\n",
       "      //No overlap, don't hide\n",
       "      return;\n",
       "    }\n",
       "  }\n",
       "\n",
       "  //Reached this point? Menu needs hiding\n",
       "  gui.domElement.style.display = \"none\";\n",
       "}\n",
       "\n",
       "//https://hacks.mozilla.org/2018/09/converting-a-webgl-application-to-webvr/\n",
       "//https://github.com/Manishearth/webgl-to-webvr/\n",
       "// This function is triggered when the user clicks the \"enter VR\" button\n",
       "function start_VR(viewer) {\n",
       "  if (viewer.vrDisplay != null) {\n",
       "    if (!viewer.inVR) {\n",
       "      viewer.inVR = true;\n",
       "      // hand the canvas to the WebVR API\n",
       "      viewer.vrDisplay.requestPresent([{ source: viewer.canvas }]);\n",
       "      // requestPresent() will request permission to enter VR mode,\n",
       "      // and once the user has done this our `vrdisplaypresentchange`\n",
       "      // callback will be triggered\n",
       "\n",
       "      //Show stats\n",
       "      if (!document.getElementById(\"stats_info\")) {\n",
       "        var stats = new Stats();\n",
       "        document.body.appendChild(stats.dom);\n",
       "        requestAnimationFrame(function loop() {\n",
       "          stats.update();\n",
       "          requestAnimationFrame(loop)\n",
       "        });\n",
       "      }\n",
       "\n",
       "    } else {\n",
       "      stop_VR(viewer);\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "function stop_VR(viewer) {\n",
       "  viewer.inVR = false;\n",
       "  // resize canvas to regular non-VR size if necessary\n",
       "  viewer.width = 0; //Auto resize\n",
       "  viewer.height = 0;\n",
       "  viewer.canvas.style.width = \"100%\";\n",
       "  viewer.canvas.style.height = \"100%\";\n",
       "\n",
       "  viewer.drawFrame();\n",
       "  viewer.draw();\n",
       "}\n",
       "\n",
       "function setup_VR(viewer) {\n",
       "  if (!navigator.getVRDisplays) {\n",
       "    alert(\"Your browser does not support WebVR\");\n",
       "    return;\n",
       "  }\n",
       "\n",
       "  function display_setup(displays) {\n",
       "    if (displays.length === 0)\n",
       "      return;\n",
       "    //Use last in list\n",
       "    viewer.vrDisplay = displays[displays.length-1];\n",
       "  }\n",
       "\n",
       "  navigator.getVRDisplays().then(display_setup);\n",
       "\n",
       "  function VR_change() {\n",
       "    // no VR display, exit\n",
       "    if (viewer.vrDisplay == null)\n",
       "        return;\n",
       "\n",
       "    // are we entering or exiting VR?\n",
       "    if (viewer.vrDisplay.isPresenting) {\n",
       "      // optional, but recommended\n",
       "      viewer.vrDisplay.depthNear = viewer.near_clip;\n",
       "      viewer.vrDisplay.depthFar = viewer.far_clip;\n",
       "\n",
       "      // We should make our canvas the size expected\n",
       "      // by WebVR\n",
       "      const eye = viewer.vrDisplay.getEyeParameters(\"left\");\n",
       "      // multiply by two since we're rendering both eyes side\n",
       "      // by side\n",
       "      viewer.width = eye.renderWidth * 2;\n",
       "      viewer.height = eye.renderHeight;\n",
       "      viewer.canvas.style.width = viewer.width + \"px\";\n",
       "      viewer.canvas.style.height = viewer.height + \"px\";\n",
       "      viewer.canvas.width = viewer.canvas.clientWidth;\n",
       "      viewer.canvas.height = viewer.canvas.clientHeight;\n",
       "\n",
       "      const vrCallback = () => {\n",
       "        if (viewer.vrDisplay == null || !viewer.inVR)\n",
       "          return;\n",
       "\n",
       "        // reregister callback if we're still in VR\n",
       "        viewer.vrDisplay.requestAnimationFrame(vrCallback);\n",
       "\n",
       "        // render scene\n",
       "        renderVR(viewer);\n",
       "      };\n",
       "\n",
       "      // register callback\n",
       "      viewer.vrDisplay.requestAnimationFrame(vrCallback);\n",
       "\n",
       "    } else {\n",
       "      stop_VR(viewer);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  window.addEventListener('vrdisplaypresentchange', VR_change);\n",
       "}\n",
       "\n",
       "function renderVR(viewer) {\n",
       "  //Clear full canvas\n",
       "  viewer.gl.viewport(0, 0, viewer.canvas.width, viewer.canvas.height);\n",
       "  viewer.gl.clear(viewer.gl.COLOR_BUFFER_BIT | viewer.gl.DEPTH_BUFFER_BIT);\n",
       "\n",
       "  //Left eye\n",
       "  renderEye(viewer, true);\n",
       "\n",
       "  //Right eye\n",
       "  renderEye(viewer, false);\n",
       "\n",
       "  viewer.vrDisplay.submitFrame();\n",
       "}\n",
       "\n",
       "function renderEye(viewer, isLeft) {\n",
       "  let projection, mview;\n",
       "  let frameData = new VRFrameData();\n",
       "  var gl = viewer.webgl.gl;\n",
       "  var width = viewer.canvas.width / 2;\n",
       "  var height = viewer.canvas.height;\n",
       "\n",
       "  viewer.vrDisplay.getFrameData(frameData);\n",
       "\n",
       "  // choose which half of the canvas to draw on\n",
       "  if (isLeft) {\n",
       "    viewer.webgl.viewport = new Viewport(0, 0, width, height);\n",
       "    gl.viewport(0, 0, width, height);\n",
       "    //Apply the default camera\n",
       "    viewer.webgl.apply(viewer);\n",
       "\n",
       "    projection = frameData.leftProjectionMatrix;\n",
       "    mview = frameData.leftViewMatrix;\n",
       "  } else {\n",
       "    viewer.webgl.viewport = new Viewport(width, 0, width, height);\n",
       "    gl.viewport(width, 0, width, height);\n",
       "//viewer.webgl.viewport = new Viewport(0, 0, width, height);\n",
       "//gl.viewport(0, 0, width, height);\n",
       "    projection = frameData.rightProjectionMatrix;\n",
       "    mview = frameData.rightViewMatrix;\n",
       "  }\n",
       "\n",
       "  //Apply the default camera\n",
       "  viewer.webgl.apply(viewer);\n",
       "\n",
       "  //Update matrices with VR modified versions\n",
       "  //mat4.multiply(mview, viewer.webgl.modelView.matrix);\n",
       "  //viewer.webgl.modelView.matrix = mview;\n",
       "  mat4.multiply(viewer.webgl.modelView.matrix, mview);\n",
       "//console.log(isLeft ? \"LEFT \" : \"RIGHT \"); printMatrix(mview);\n",
       "  //gl.uniformMatrix4fv(viewer.webgl.program.mvMatrixUniform, false, mview);\n",
       "\n",
       "  viewer.webgl.projection.matrix = projection;\n",
       "\n",
       "  //Render objects\n",
       "  for (var r in viewer.renderers) {\n",
       "    if (viewer.renderers[r].border && !viewer.showBorder) continue;\n",
       "    viewer.renderers[r].draw();\n",
       "  }\n",
       "\n",
       "  viewer.rotated = false; //Clear rotation flag\n",
       "}\n",
       "\n",
       "\n",
       "</script>\n",
       "<style>\n",
       "/* Notebook control stylesheet */\n",
       ".lvctrl input { display: inline; }\n",
       ".lvctrl input[type=range] { width: 200px; border: 0px;}\n",
       ".lvctrl input[type=button] { width: 100px; border: 1px solid #999; border-radius: 3px; background: transparent; margin-right: 3px; height: 20px;}\n",
       ".lvctrl input[type=number] { width: 105px; height: 26px; border-radius: 0; border: 1px dotted #999;}\n",
       ".lvctrl pre { display: inline; }\n",
       ".lvctrl p  { color: gray; margin: 0px}\n",
       ".lvctrl label { margin: 0px}\n",
       "\n",
       ".lvtab    { border: 1px solid #999; padding: 5px; }\n",
       ".lvtabbar { width:100%; overflow:hidden; margin-top: 5px; }\n",
       ".lvtabbar .lvtabbar-item { padding:4px 8px; float:left; width:auto; border:none; outline:none; display:block; }\n",
       ".lvtabbar .dropdown-hover,.lvtabbar .dropdown-click { position:static; float:left; }\n",
       ".lvtabbar .lvbutton { white-space:normal; }\n",
       "\n",
       ".lvbutton:hover { color:#000!important; background-color:#ccc!important; border: 1px solid #999; border-bottom: 0; }\n",
       ".lvbutton { border: 1px solid #999; border-bottom: 0; border-radius: 5px 5px 0px 0px; margin-right: 3px; display:inline-block; outline:0; padding:4px 8px; vertical-align:middle; overflow:hidden; text-decoration:none; color:inherit; background-color:inherit; text-align:center; cursor:pointer; white-space:nowrap; }\n",
       "\n",
       ".lvseltab,.hover-lvseltab:hover { color:#fff!important; background-color:#555!important; }\n",
       "\n",
       "/* Range styling: http://danielstern.ca/range.css/?ref=css-tricks#/ */\n",
       "input[type=range] {\n",
       "  -webkit-appearance: none;\n",
       "  width: 100%;\n",
       "}\n",
       "input[type=range]:focus {\n",
       "  outline: none;\n",
       "}\n",
       "input[type=range]::-webkit-slider-runnable-track {\n",
       "  width: 100%;\n",
       "  height: 3px; /* Larger track in chrome as can only click exactly on it */\n",
       "  cursor: pointer;\n",
       "  background: #d7d7d7;\n",
       "  border-radius: 0px;\n",
       "  border: 0px solid #7f7f7f;\n",
       "}\n",
       "input[type=range]::-webkit-slider-thumb {\n",
       "  border: 0.5px solid #7f7f7f;\n",
       "  height: 12px;\n",
       "  width: 12px;\n",
       "  border-radius: 8px;\n",
       "  background: #ffffff;\n",
       "  cursor: pointer;\n",
       "  -webkit-appearance: none;\n",
       "  margin-top: -5px;\n",
       "}\n",
       "input[type=range]:focus::-webkit-slider-runnable-track {\n",
       "  background: #949494;\n",
       "  margin-top: -3px;\n",
       "}\n",
       "input[type=range]::-moz-range-track {\n",
       "  width: 100%;\n",
       "  height: 2px;\n",
       "  cursor: pointer;\n",
       "  background: #d7d7d7;\n",
       "  border-radius: 0px;\n",
       "  border: 0px solid #7f7f7f;\n",
       "}\n",
       "input[type=range]::-moz-range-thumb {\n",
       "  border: 0.5px solid #7f7f7f;\n",
       "  height: 12px;\n",
       "  width: 12px;\n",
       "  border-radius: 8px;\n",
       "  background: #ffffff;\n",
       "  cursor: pointer;\n",
       "}\n",
       "input[type=range]::-ms-track {\n",
       "  width: 100%;\n",
       "  height: 2px;\n",
       "  cursor: pointer;\n",
       "  background: transparent;\n",
       "  border-color: transparent;\n",
       "  color: transparent;\n",
       "}\n",
       "input[type=range]::-ms-fill-lower {\n",
       "  background: #cacaca;\n",
       "  border: 0px solid #7f7f7f;\n",
       "  border-radius: 0px;\n",
       "}\n",
       "input[type=range]::-ms-fill-upper {\n",
       "  background: #d7d7d7;\n",
       "  border: 0px solid #7f7f7f;\n",
       "  border-radius: 0px;\n",
       "}\n",
       "input[type=range]::-ms-thumb {\n",
       "  border: 0.5px solid #7f7f7f;\n",
       "  height: 12px;\n",
       "  width: 12px;\n",
       "  border-radius: 8px;\n",
       "  background: #ffffff;\n",
       "  cursor: pointer;\n",
       "  height: 2px;\n",
       "}\n",
       "input[type=range]:focus::-ms-fill-lower {\n",
       "  background: #d7d7d7;\n",
       "}\n",
       "input[type=range]:focus::-ms-fill-upper {\n",
       "  background: #949494;\n",
       "}\n",
       "\n",
       ".resizer { display:flex; margin:0; padding:0; resize:both; overflow:hidden }\n",
       ".resizer > .resized { flex-grow:1; margin:0; padding:0; border:0 }\n",
       "\n",
       "\n",
       "/* General webgl control stylesheet */\n",
       "\n",
       "/*\n",
       ".lvctrl {\n",
       "  font-family: sans-serif;\n",
       "  font-size: 9pt !important;\n",
       "  line-height: 20px !important;\n",
       "}\n",
       "*/\n",
       ".message {font-family: monospace; font-size: 9pt;}\n",
       "\n",
       "/* Popup div */\n",
       ".popup {\n",
       "  position:fixed;\n",
       "  width:200px; height:100px;\n",
       "  top: 50%; left:50%;\n",
       "  margin:-50px 0 0 -100px; /* [-(height/2)px 0 0 -(width/2)px] */\n",
       "  display:none; z-index: 30; border: none; \n",
       "  padding: 5px; overflow: hidden;\n",
       "  background: #ffe;\n",
       "  border-radius: 5px 5px 5px 5px;\n",
       "  box-shadow: 3px 3px 2px #333;\n",
       "}\n",
       ".popclose {float: right; cursor: pointer; color: #333; margin: 0px 3px; font-weight: bold}\n",
       "\n",
       "/*\n",
       " * These somehow break scrollbars in jupyter notebook, should be scoped if still needed\n",
       ".lvctrl input, select {\n",
       "  margin: 1px 0px;\n",
       "  font-size: 9pt;\n",
       "}\n",
       "\n",
       ".lvctrl input[type=\"text\"] {width: 200px; }\n",
       ".lvctrl input[type=\"range\"] {width: 148px; }\n",
       "*/\n",
       "\n",
       "/* Colour select */\n",
       ".colourbg {margin:0px; width: 100px; height: 20px; border: 1px dotted #999; }\n",
       ".colour {display: inline-block; width: 100%; height: 100%; margin: 0px; padding: 0px; border: none;}\n",
       "\n",
       ".checkerboard {background-image: url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAIElEQVQ4jWP4TwAcOHAAL2YYNWBYGEBIASEwasCwMAAALvidroqDalkAAAAASUVORK5CYII=\");}\n",
       "\n",
       ".palette { margin: 3px 0px; border:1px solid #999;}\n",
       "\n",
       "/* Hacky select element styling, fixes selects in dat.gui, but also apply to other inline select elements */\n",
       "select:not([multiple]) {\n",
       "    -webkit-appearance: none;\n",
       "    -moz-appearance: none;\n",
       "    background-position: right 50%;\n",
       "    background-repeat: no-repeat;\n",
       "    background-image: url(data:image/png;base64,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);\n",
       "    padding-right: 1.0em;\n",
       "    border: 1px solid #888;\n",
       "    border-radius: 0\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       ".dg.main.taller-than-window .close-button {\n",
       "    border-top: 1px solid #ddd;\n",
       "}\n",
       "\n",
       ".dg.main .close-button {\n",
       "    background-color: #e8e8e8;\n",
       "}\n",
       "\n",
       ".dg.main ul { padding-left: 0; list-style: none; }\n",
       " \n",
       ".dg.main .close-button:hover {\n",
       "    background-color: #ddd;\n",
       "}\n",
       "\n",
       ".dg {\n",
       "    color: #555;\n",
       "    text-shadow: none !important;\n",
       "}\n",
       "\n",
       ".dg.main::-webkit-scrollbar {\n",
       "    background: #fafafa;\n",
       "}\n",
       "\n",
       ".dg.main::-webkit-scrollbar-thumb {\n",
       "    background: #bbb;\n",
       "}\n",
       " \n",
       ".dg li:not(.folder) {\n",
       "    background: #fafafa;\n",
       "    border-bottom: 1px solid #ddd;\n",
       "}\n",
       " \n",
       ".dg li input {\n",
       "    line-height: 16px;\n",
       "}\n",
       "\n",
       ".dg li.save-row .button {\n",
       "    text-shadow: none !important;\n",
       "}\n",
       "\n",
       ".dg li.title {\n",
       "    background: #e8e8e8 url(data:image/gif;base64,R0lGODlhBQAFAJEAAP////Pz8////////yH5BAEAAAIALAAAAAAFAAUAAAIIlI+hKgFxoCgAOw==) 6px 10px no-repeat;\n",
       "}\n",
       "\n",
       ".dg .cr.function:hover,.dg .cr.boolean:hover {\n",
       "    background: #bbb;\n",
       "}\n",
       " \n",
       ".dg .c input[type=text] {\n",
       "    background: #e9e9e9;\n",
       "}\n",
       " \n",
       ".dg .c input[type=text]:hover {\n",
       "    background: #bbb;\n",
       "}\n",
       " \n",
       ".dg .c input[type=text]:focus {\n",
       "    background: #bbb;\n",
       "    color: #555;\n",
       "}\n",
       " \n",
       ".dg .c .slider {\n",
       "    background: #e9e9e9;\n",
       "}\n",
       "\n",
       ".dg .c .slider:hover {\n",
       "    background: #bbb;\n",
       "}\n",
       "\n",
       ".dg li input {\n",
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[x,y,z]\",\"strict\":true,\"redraw\":0,\"control\":[true,[0.0,1.0,0.01]]},\"xmin\":{\"default\":0.0,\"target\":\"object\",\"type\":\"real\",\"desc\":\"(legacy) Object clipping, minimum x\",\"strict\":true,\"redraw\":0,\"control\":[true,[0.0,1.0,0.01]]},\"ymin\":{\"default\":0.0,\"target\":\"object\",\"type\":\"real\",\"desc\":\"(legacy) Object clipping, maximum y\",\"strict\":true,\"redraw\":0,\"control\":[true,[0.0,1.0,0.01]]},\"zmin\":{\"default\":0.0,\"target\":\"object\",\"type\":\"real\",\"desc\":\"(legacy) Object clipping, minimum z\",\"strict\":true,\"redraw\":0,\"control\":[true,[0.0,1.0,0.01]]},\"xmax\":{\"default\":1.0,\"target\":\"object\",\"type\":\"real\",\"desc\":\"(legacy) Object clipping, maximum x\",\"strict\":true,\"redraw\":0,\"control\":[true,[0.0,1.0,0.01]]},\"ymax\":{\"default\":1.0,\"target\":\"object\",\"type\":\"real\",\"desc\":\"(legacy) Object clipping, maximum 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colourmap\",\"strict\":true,\"redraw\":0,\"control\":[true]},\"fliptexture\":{\"default\":true,\"target\":\"object\",\"type\":\"boolean\",\"desc\":\"Flip texture image after loading, usually required\",\"strict\":true,\"redraw\":0,\"control\":[false]},\"repeat\":{\"default\":false,\"target\":\"object\",\"type\":\"boolean\",\"desc\":\"Repeat texture image enabled, default is clamp to edges\",\"strict\":true,\"redraw\":0,\"control\":[false]},\"texturefilter\":{\"default\":2,\"target\":\"object\",\"type\":\"integer\",\"desc\":\"Type of texture filtering, 0=nearest, 1=linear, 2=mipmap (default)\",\"strict\":true,\"redraw\":0,\"control\":[false]},\"colourby\":{\"default\":0,\"target\":\"object\",\"type\":\"string or integer\",\"desc\":\"Index or label of data set to colour object by (requires colour map)\",\"strict\":false,\"redraw\":2,\"control\":[true]},\"opacityby\":{\"default\":\"\",\"target\":\"object\",\"type\":\"string or integer\",\"desc\":\"Index or label of data set to apply 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point sizes\",\"strict\":false,\"redraw\":2,\"control\":[true]},\"opaque\":{\"default\":false,\"target\":\"object,surface\",\"type\":\"boolean\",\"desc\":\"If opaque flag is set skips depth sorting step and allows individual surface properties to be applied\",\"strict\":true,\"redraw\":0,\"control\":[true]},\"optimise\":{\"default\":true,\"target\":\"object,surface\",\"type\":\"boolean\",\"desc\":\"Disable this flag to skip the mesh optimisation step\",\"strict\":true,\"redraw\":0,\"control\":[false]},\"vertexnormals\":{\"default\":true,\"target\":\"object,surface\",\"type\":\"boolean\",\"desc\":\"Disable this flag to skip calculating vertex normals\",\"strict\":true,\"redraw\":0,\"control\":[false]},\"smoothangle\":{\"default\":90,\"target\":\"object,surface\",\"type\":\"int\",\"desc\":\"Angle between surface normals (in degrees) below which normals will be smoothed. 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       "var defaultcolourmaps = [\"diverge\", \"isolum\", \"isorainbow\", \"cubelaw\", \"cubelaw2\", \"smoothheat\", \"coolwarm\", \"spectral\", \"drywet\", \"elevation\", \"dem1\", \"dem2\", \"dem3\", \"dem4\", \"ocean\", \"bathy\", \"seafloor\", \"abyss\", \"ibcso\", \"gebco\", \"topo\", \"sealand\", \"nighttime\", \"world\", \"geo\", \"terra\", \"relief\", \"globe\", \"earth\", \"etopo1\", \"cubhelix\", \"hot\", \"cool\", \"copper\", \"gray\", \"split\", \"polar\", \"red2green\", \"paired\", \"categorical\", \"haxby\", \"jet\", \"panoply\", \"no_green\", \"wysiwyg\", \"seis\", \"rainbow\", \"nih\"]\n",
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    "## Conclusion\n",
    "\n",
    "In this notebook, we've demonstrated how to:\n",
    "\n",
    "- Download and crop global temperature data to focus on a specific region, such as South-eastern Australia.\n",
    "- Apply a colour scheme to visualise the data effectively.\n",
    "- Interpolate the data to place it above the Earth's surface with a slight offset for better visibility.\n",
    "\n",
    "By following these steps, you can plot high-resolution data for any region of interest, customise the visualisation with colour schemes, and position the data above the Earth's surface for clearer representation.\n",
    "\n",
    "Feel free to explore other datasets and apply similar techniques to plot data for different regions or variables, using the tools available in the `accessvis` package!"
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