bipolaroidbipolaroid/src/inference.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "metadata": {}
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2024-06-28 07:27:25,239 - INFO - Loading model from /home/andras/projects/bipolaroid/saved_models/run_13\n",
      "2024-06-28 07:27:25,240 - INFO - Hyperparameters: {'batch_size': 64, 'edit_count': 12, 'bin_count': 16, 'learning_rate': 0.00346006104230179, 'scheduler_gamma': 0.8696229263858167, 'num_epochs': 12, 'elu_alpha': 1.3186797055872976, 'leaky_relu_slope': 0.028723863794983127, 'dropout_prob': 0.0483439200772893, 'features': [16, 16, 16], 'use_residual': False, 'kernel_size': 3, 'model_type': 'HistogramNet', 'use_instance_norm': False, 'use_elu': True, 'leaky_relu_alpha': 0.03164975177595501}\n",
      "2024-06-28 07:27:26,746 - INFO - Parameter count: 28641\n",
      "2024-06-28 07:27:26,751 - INFO - Loaded 2498 original images\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "from models import load_model\n",
    "from config import MODELS_PATH, CACHE_PATH, TEST_DATA\n",
    "\n",
    "from utils import set_up_logging\n",
    "from training import HistogramDataset\n",
    "\n",
    "\n",
    "set_up_logging()\n",
    "device = torch.device(\"cuda:0\") if torch.cuda.is_available() else torch.device(\"cpu\")\n",
    "\n",
    "\n",
    "image = 127\n",
    "\n",
    "model, hyperparameters = load_model(MODELS_PATH / \"run_13\", device)\n",
    "\n",
    "dataset = HistogramDataset(\n",
    "    TEST_DATA,\n",
    "    edit_count=hyperparameters[\"edit_count\"],\n",
    "    bin_count=hyperparameters[\"bin_count\"],\n",
    "    delete_corrupt_images=False,\n",
    "    cache_path=CACHE_PATH,\n",
    "    target_size=(640, 640),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from visualisation import plot_histograms_in_3d\n",
    "from utils import compute_histogram\n",
    "from PIL import Image\n",
    "\n",
    "original_image = dataset.get_original_image(image)\n",
    "\n",
    "original_histogram = (\n",
    "    torch.tensor(\n",
    "        compute_histogram(\n",
    "            original_image, bins=hyperparameters[\"bin_count\"], normalize=True\n",
    "        ),\n",
    "        dtype=torch.float,\n",
    "    )\n",
    "    .unsqueeze(0)\n",
    "    .unsqueeze(0)\n",
    ").to(device)\n",
    "\n",
    "edited_image = dataset.get_edited_image(image, 5)\n",
    "# edited_image = Image.open(\"../data/IMG_3566.JPG\")\n",
    "# edited_image.thumbnail((640, 640))\n",
    "edited_histogram = (\n",
    "    torch.tensor(\n",
    "        compute_histogram(\n",
    "            edited_image, bins=hyperparameters[\"bin_count\"], normalize=True\n",
    "        )\n",
    "    )\n",
    "    .unsqueeze(0)\n",
    "    .unsqueeze(0)\n",
    ").to(device)\n",
    "\n",
    "\n",
    "predicted_histogram = model(edited_histogram)\n",
    "\n",
    "# plot_histograms_in_3d(\n",
    "#     {\n",
    "#         \"original\": original_histogram.cpu().numpy().squeeze(),\n",
    "#         \"edited\": edited_histogram.cpu().numpy().squeeze(),\n",
    "#         \"predicted\": predicted_histogram.cpu().detach().numpy().squeeze(),\n",
    "#     }\n",
    "# )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2400x1600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
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       "* Copyright 2012-2022, Plotly, Inc.\n",
       "* All rights reserved.\n",
       "* Licensed under the MIT license\n",
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       "/*!\n",
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       " * @author   Feross Aboukhadijeh <https://feross.org>\n",
       " * @license  MIT\n",
       " */\n",
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t[0]=s*(h*v-p*g)-f*(l*v-c*g)+m*(l*p-c*h),t[1]=-(n*(h*v-p*g)-f*(i*v-a*g)+m*(i*p-a*h)),t[2]=n*(l*v-c*g)-s*(i*v-a*g)+m*(i*c-a*l),t[3]=-(n*(l*p-c*h)-s*(i*p-a*h)+f*(i*c-a*l)),t[4]=-(o*(h*v-p*g)-u*(l*v-c*g)+d*(l*p-c*h)),t[5]=r*(h*v-p*g)-u*(i*v-a*g)+d*(i*p-a*h),t[6]=-(r*(l*v-c*g)-o*(i*v-a*g)+d*(i*c-a*l)),t[7]=r*(l*p-c*h)-o*(i*p-a*h)+u*(i*c-a*l),t[8]=o*(f*v-p*m)-u*(s*v-c*m)+d*(s*p-c*f),t[9]=-(r*(f*v-p*m)-u*(n*v-a*m)+d*(n*p-a*f)),t[10]=r*(s*v-c*m)-o*(n*v-a*m)+d*(n*c-a*s),t[11]=-(r*(s*p-c*f)-o*(n*p-a*f)+u*(n*c-a*s)),t[12]=-(o*(f*g-h*m)-u*(s*g-l*m)+d*(s*h-l*f)),t[13]=r*(f*g-h*m)-u*(n*g-i*m)+d*(n*h-i*f),t[14]=-(r*(s*g-l*m)-o*(n*g-i*m)+d*(n*l-i*s)),t[15]=r*(s*h-l*f)-o*(n*h-i*f)+u*(n*l-i*s),t}},{}],196:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return 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t[0]=1-(p+m),t[1]=f+y,t[2]=h-v,t[3]=0,t[4]=f-y,t[5]=1-(u+m),t[6]=d+g,t[7]=0,t[8]=h+v,t[9]=d-g,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],203:[function(t,e,r){e.exports=function(t,e){return t[0]=e[0],t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=e[1],t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=e[2],t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],204:[function(t,e,r){e.exports=function(t,e){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=e[0],t[13]=e[1],t[14]=e[2],t[15]=1,t}},{}],205:[function(t,e,r){e.exports=function(t,e){var r=Math.sin(e),n=Math.cos(e);return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=n,t[6]=r,t[7]=0,t[8]=0,t[9]=-r,t[10]=n,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],206:[function(t,e,r){e.exports=function(t,e){var r=Math.sin(e),n=Math.cos(e);return 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n(t);f=m-_,h=g-w,p=v-T,d=1/Math.sqrt(f*f+h*h+p*p),a=x*(p*=d)-b*(h*=d),o=b*(f*=d)-y*p,s=y*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=h*s-p*o,c=p*a-f*s,u=f*o-h*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=c,t[6]=h,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*m+o*g+s*v),t[13]=-(l*m+c*g+u*v),t[14]=-(f*m+h*g+p*v),t[15]=1,t}},{\"./identity\":209}],213:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],m=e[12],g=e[13],v=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*m,t[1]=x*i+b*l+_*h+w*g,t[2]=x*a+b*c+_*p+w*v,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*m,t[5]=x*i+b*l+_*h+w*g,t[6]=x*a+b*c+_*p+w*v,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*m,t[9]=x*i+b*l+_*h+w*g,t[10]=x*a+b*c+_*p+w*v,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*m,t[13]=x*i+b*l+_*h+w*g,t[14]=x*a+b*c+_*p+w*v,t[15]=x*o+b*u+_*d+w*y,t}},{}],214:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],215:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],216:[function(t,e,r){e.exports=function(t,e,r,n){var i=Math.tan(e.upDegrees*Math.PI/180),a=Math.tan(e.downDegrees*Math.PI/180),o=Math.tan(e.leftDegrees*Math.PI/180),s=Math.tan(e.rightDegrees*Math.PI/180),l=2/(o+s),c=2/(i+a);return t[0]=l,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=c,t[6]=0,t[7]=0,t[8]=-(o-s)*l*.5,t[9]=(i-a)*c*.5,t[10]=n/(r-n),t[11]=-1,t[12]=0,t[13]=0,t[14]=n*r/(r-n),t[15]=0,t}},{}],217:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);if(Math.abs(P)<1e-6)return null;E*=P=1/P,L*=P,C*=P,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],f=e[4],h=e[5],p=e[6],d=e[7],m=e[8],g=e[9],v=e[10],y=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+m*_,t[1]=l*x+h*b+g*_,t[2]=c*x+p*b+v*_,t[3]=u*x+d*b+y*_,t[4]=s*w+f*T+m*k,t[5]=l*w+h*T+g*k,t[6]=c*w+p*T+v*k,t[7]=u*w+d*T+y*k,t[8]=s*A+f*M+m*S,t[9]=l*A+h*M+g*S,t[10]=c*A+p*M+v*S,t[11]=u*A+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],218:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},{}],219:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},{}],220:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],f=e[6],h=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},{}],221:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],222:[function(t,e,r){e.exports=function(t){return\"mat4(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\", \"+t[6]+\", \"+t[7]+\", \"+t[8]+\", \"+t[9]+\", \"+t[10]+\", \"+t[11]+\", \"+t[12]+\", \"+t[13]+\", \"+t[14]+\", \"+t[15]+\")\"}},{}],223:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,f,h,p,d,m=r[0],g=r[1],v=r[2];e===t?(t[12]=e[0]*m+e[4]*g+e[8]*v+e[12],t[13]=e[1]*m+e[5]*g+e[9]*v+e[13],t[14]=e[2]*m+e[6]*g+e[10]*v+e[14],t[15]=e[3]*m+e[7]*g+e[11]*v+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*m+s*g+f*v+e[12],t[13]=i*m+l*g+h*v+e[13],t[14]=a*m+c*g+p*v+e[14],t[15]=o*m+u*g+d*v+e[15]);return t}},{}],224:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],225:[function(t,e,r){\"use strict\";var n=t(\"css-font\"),i=t(\"pick-by-alias\"),a=t(\"regl\"),o=t(\"gl-util/context\"),s=t(\"es6-weak-map\"),l=t(\"color-normalize\"),c=t(\"font-atlas\"),u=t(\"typedarray-pool\"),f=t(\"parse-rect\"),h=t(\"is-plain-obj\"),p=t(\"parse-unit\"),d=t(\"to-px\"),m=t(\"detect-kerning\"),g=t(\"object-assign\"),v=t(\"font-measure\"),y=t(\"flatten-vertex-data\"),x=t(\"bit-twiddle\").nextPow2,b=new s,_=!1;if(document.body){var w=document.body.appendChild(document.createElement(\"div\"));w.style.font=\"italic small-caps bold condensed 16px/2 cursive\",getComputedStyle(w).fontStretch&&(_=!0),document.body.removeChild(w)}var T=function(t){!function(t){return\"function\"==typeof t&&t._gl&&t.prop&&t.texture&&t.buffer}(t)?this.gl=o(t):(t={regl:t},this.gl=t.regl._gl),this.shader=b.get(this.gl),this.shader?this.regl=this.shader.regl:this.regl=t.regl||a({gl:this.gl}),this.charBuffer=this.regl.buffer({type:\"uint8\",usage:\"stream\"}),this.sizeBuffer=this.regl.buffer({type:\"float\",usage:\"stream\"}),this.shader||(this.shader=this.createShader(),b.set(this.gl,this.shader)),this.batch=[],this.fontSize=[],this.font=[],this.fontAtlas=[],this.draw=this.shader.draw.bind(this),this.render=function(){this.regl._refresh(),this.draw(this.batch)},this.canvas=this.gl.canvas,this.update(h(t)?t:{})};T.prototype.createShader=function(){var t=this.regl,e=t({blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},stencil:{enable:!1},depth:{enable:!1},count:t.prop(\"count\"),offset:t.prop(\"offset\"),attributes:{charOffset:{offset:4,stride:8,buffer:t.this(\"sizeBuffer\")},width:{offset:0,stride:8,buffer:t.this(\"sizeBuffer\")},char:t.this(\"charBuffer\"),position:t.this(\"position\")},uniforms:{atlasSize:function(t,e){return[e.atlas.width,e.atlas.height]},atlasDim:function(t,e){return[e.atlas.cols,e.atlas.rows]},atlas:function(t,e){return e.atlas.texture},charStep:function(t,e){return e.atlas.step},em:function(t,e){return e.atlas.em},color:t.prop(\"color\"),opacity:t.prop(\"opacity\"),viewport:t.this(\"viewportArray\"),scale:t.this(\"scale\"),align:t.prop(\"align\"),baseline:t.prop(\"baseline\"),translate:t.this(\"translate\"),positionOffset:t.prop(\"positionOffset\")},primitive:\"points\",viewport:t.this(\"viewport\"),vert:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tattribute float width, charOffset, char;\\n\\t\\t\\tattribute vec2 position;\\n\\t\\t\\tuniform float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 255.;\\n\\t\\t\\t}\",frag:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tuniform float fontSize, charStep, opacity;\\n\\t\\t\\tuniform vec2 atlasSize;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform sampler2D atlas;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\n\\t\\t\\tfloat lightness(vec4 color) {\\n\\t\\t\\t\\treturn color.r * 0.299 + color.g * 0.587 + color.b * 0.114;\\n\\t\\t\\t}\\n\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 uv = gl_FragCoord.xy - charCoord + charStep * .5;\\n\\t\\t\\t\\tfloat halfCharStep = floor(charStep * .5 + .5);\\n\\n\\t\\t\\t\\t// invert y and shift by 1px (FF expecially needs that)\\n\\t\\t\\t\\tuv.y = charStep - uv.y;\\n\\n\\t\\t\\t\\t// ignore points outside of character bounding box\\n\\t\\t\\t\\tfloat halfCharWidth = ceil(charWidth * .5);\\n\\t\\t\\t\\tif (floor(uv.x) > halfCharStep + halfCharWidth ||\\n\\t\\t\\t\\t\\tfloor(uv.x) < halfCharStep - halfCharWidth) return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},T.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign textbaseline\",baseline:\"baseline textBaseline textbaseline\",direction:\"dir direction textDirection\",color:\"color colour fill fill-color fillColor textColor textcolor\",kerning:\"kerning kern\",range:\"range dataBox\",viewport:\"vp viewport viewBox viewbox viewPort\",opacity:\"opacity alpha transparency visible visibility opaque\",offset:\"offset positionOffset padding shift indent indentation\"},!0)).opacity&&(Array.isArray(t.opacity)?this.opacity=t.opacity.map((function(t){return parseFloat(t)})):this.opacity=parseFloat(t.opacity)),null!=t.viewport&&(this.viewport=f(t.viewport),this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null==this.viewport&&(this.viewport={x:0,y:0,width:this.gl.drawingBufferWidth,height:this.gl.drawingBufferHeight},this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null!=t.kerning&&(this.kerning=t.kerning),null!=t.offset&&(\"number\"==typeof t.offset&&(t.offset=[t.offset,0]),this.positionOffset=y(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=T.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach((function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(T.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:T.baseFontSize,family:t.family,stretch:_?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),s=p(t.size),l=Math.round(s[0]*d(s[1]));if(l!==e.fontSize[r]&&(o=!0,e.fontSize[r]=l),!(e.font[r]&&i==e.font[r].baseString||(a=!0,e.font[r]=T.fonts[i],e.font[r]))){var c=t.family.join(\", \"),u=[t.style];t.style!=t.variant&&u.push(t.variant),t.variant!=t.weight&&u.push(t.weight),_&&t.weight!=t.stretch&&u.push(t.stretch),e.font[r]={baseString:i,family:c,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:v(c,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:u.join(\" \")})},T.fonts[i]=e.font[r]}})),(a||o)&&this.font.forEach((function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:_?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)})),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),h=0;h<s.length;h++)s[h]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)this.textOffsets[b]=this.textOffsets[b-1]+t.text[b-1].length,this.count+=t.text[b].length,this.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);g(t.kerning,m(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=u.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var L=0;L<S;L++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),u.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var C=u.mallocUint8(this.count),P=u.mallocFloat(2*this.count);this.textWidth=[];for(var I=0,O=0;I<this.counts.length;I++){for(var z=this.counts[I],D=this.font[I]||this.font[0],R=this.fontAtlas[I]||this.fontAtlas[0],F=0;F<z;F++){var B=this.text.charAt(O),N=this.text.charAt(O-1);if(C[O]=R.ids[B],P[2*O]=D.width[B],F){var j=P[2*O-2],U=P[2*O],V=P[2*O-1]+.5*j+.5*U;if(this.kerning){var H=D.kerning[N+B];H&&(V+=.001*H)}P[2*O+1]=V}else P[2*O+1]=.5*P[2*O];O++}this.textWidth.push(P.length?.5*P[2*O-2]+P[2*O-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:C,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:P,type:\"float\",usage:\"stream\"}),u.freeUint8(C),u.freeFloat(P),r.length&&this.font.forEach((function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(T.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),u=x(s*i);n.width=l,n.height=u,n.rows=s,n.cols=o,n.em&&n.texture({data:c({canvas:T.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,u],step:[i,i]})})}))}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map((function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,i+=\"number\"==typeof t?t-n.baseline:-n[t],i*=-1}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var q;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;q=u.mallocUint8(G);for(var Y=(t.color.subarray||t.color.slice).bind(t.color),W=0;W<G;W+=4)q.set(l(Y(W,W+4),\"uint8\"),W)}else{var X=t.color.length;q=u.mallocUint8(4*X);for(var Z=0;Z<X;Z++)q.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=q}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var J=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array(J);for(var 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this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new 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r=e.parse(t[1],1,Bt);if(!r)return null;var n=[],i=null;e.expectedType&&\"value\"!==e.expectedType.kind&&(i=e.expectedType);for(var a=1;a<t.length;a+=2){var o=1===a?-1/0:t[a],s=t[a+1],l=a,c=a+1;if(\"number\"!=typeof o)return e.error('Input/output pairs for \"step\" expressions must be defined using literal numeric values (not computed expressions) for the input values.',l);if(n.length&&n[n.length-1][0]>=o)return e.error('Input/output pairs for \"step\" expressions must be arranged with input values in strictly ascending order.',l);var u=e.parse(s,c,i);if(!u)return null;i=i||u.type,n.push([o,u])}return new He(i,r,n)},He.prototype.evaluate=function(t){var e=this.labels,r=this.outputs;if(1===e.length)return r[0].evaluate(t);var n=this.input.evaluate(t);if(n<=e[0])return r[0].evaluate(t);var i=e.length;return n>=e[i-1]?r[i-1].evaluate(t):r[Ve(e,n)].evaluate(t)},He.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},He.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},He.prototype.serialize=function(){for(var t=[\"step\",this.input.serialize()],e=0;e<this.labels.length;e++)e>0&&t.push(this.labels[e]),t.push(this.outputs[e].serialize());return t};var Ge=Object.freeze({__proto__:null,number:qe,color:function(t,e,r){return new te(qe(t.r,e.r,r),qe(t.g,e.g,r),qe(t.b,e.b,r),qe(t.a,e.a,r))},array:function(t,e,r){return t.map((function(t,n){return qe(t,e[n],r)}))}}),Ye=6/29,We=3*Ye*Ye,Xe=Math.PI/180,Ze=180/Math.PI;function Je(t){return t>.008856451679035631?Math.pow(t,1/3):t/We+4/29}function Ke(t){return t>Ye?t*t*t:We*(t-4/29)}function Qe(t){return 255*(t<=.0031308?12.92*t:1.055*Math.pow(t,1/2.4)-.055)}function $e(t){return(t/=255)<=.04045?t/12.92:Math.pow((t+.055)/1.055,2.4)}function tr(t){var e=$e(t.r),r=$e(t.g),n=$e(t.b),i=Je((.4124564*e+.3575761*r+.1804375*n)/.95047),a=Je((.2126729*e+.7151522*r+.072175*n)/1);return{l:116*a-16,a:500*(i-a),b:200*(a-Je((.0193339*e+.119192*r+.9503041*n)/1.08883)),alpha:t.a}}function er(t){var e=(t.l+16)/116,r=isNaN(t.a)?e:e+t.a/500,n=isNaN(t.b)?e:e-t.b/200;return e=1*Ke(e),r=.95047*Ke(r),n=1.08883*Ke(n),new te(Qe(3.2404542*r-1.5371385*e-.4985314*n),Qe(-.969266*r+1.8760108*e+.041556*n),Qe(.0556434*r-.2040259*e+1.0572252*n),t.alpha)}function rr(t,e,r){var n=e-t;return t+r*(n>180||n<-180?n-360*Math.round(n/360):n)}var nr={forward:tr,reverse:er,interpolate:function(t,e,r){return{l:qe(t.l,e.l,r),a:qe(t.a,e.a,r),b:qe(t.b,e.b,r),alpha:qe(t.alpha,e.alpha,r)}}},ir={forward:function(t){var e=tr(t),r=e.l,n=e.a,i=e.b,a=Math.atan2(i,n)*Ze;return{h:a<0?a+360:a,c:Math.sqrt(n*n+i*i),l:r,alpha:t.a}},reverse:function(t){var e=t.h*Xe,r=t.c;return er({l:t.l,a:Math.cos(e)*r,b:Math.sin(e)*r,alpha:t.alpha})},interpolate:function(t,e,r){return{h:rr(t.h,e.h,r),c:qe(t.c,e.c,r),l:qe(t.l,e.l,r),alpha:qe(t.alpha,e.alpha,r)}}},ar=Object.freeze({__proto__:null,lab:nr,hcl:ir}),or=function(t,e,r,n,i){this.type=t,this.operator=e,this.interpolation=r,this.input=n,this.labels=[],this.outputs=[];for(var a=0,o=i;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1];this.labels.push(l),this.outputs.push(c)}};function sr(t,e,r,n){var i=n-r,a=t-r;return 0===i?0:1===e?a/i:(Math.pow(e,a)-1)/(Math.pow(e,i)-1)}or.interpolationFactor=function(t,e,n,i){var a=0;if(\"exponential\"===t.name)a=sr(e,t.base,n,i);else if(\"linear\"===t.name)a=sr(e,1,n,i);else if(\"cubic-bezier\"===t.name){var o=t.controlPoints;a=new r(o[0],o[1],o[2],o[3]).solve(sr(e,1,n,i))}return a},or.parse=function(t,e){var r=t[0],n=t[1],i=t[2],a=t.slice(3);if(!Array.isArray(n)||0===n.length)return e.error(\"Expected an interpolation type expression.\",1);if(\"linear\"===n[0])n={name:\"linear\"};else if(\"exponential\"===n[0]){var o=n[1];if(\"number\"!=typeof o)return e.error(\"Exponential interpolation requires a numeric base.\",1,1);n={name:\"exponential\",base:o}}else{if(\"cubic-bezier\"!==n[0])return e.error(\"Unknown interpolation type \"+String(n[0]),1,0);var s=n.slice(1);if(4!==s.length||s.some((function(t){return\"number\"!=typeof t||t<0||t>1})))return e.error(\"Cubic bezier interpolation requires four numeric arguments with values between 0 and 1.\",1);n={name:\"cubic-bezier\",controlPoints:s}}if(t.length-1<4)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if((t.length-1)%2!=0)return e.error(\"Expected an even number of arguments.\");if(!(i=e.parse(i,2,Bt)))return null;var l=[],c=null;\"interpolate-hcl\"===r||\"interpolate-lab\"===r?c=Ut:e.expectedType&&\"value\"!==e.expectedType.kind&&(c=e.expectedType);for(var u=0;u<a.length;u+=2){var f=a[u],h=a[u+1],p=u+3,d=u+4;if(\"number\"!=typeof f)return e.error('Input/output pairs for 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a=Ve(e,n),o=e[a],s=e[a+1],l=or.interpolationFactor(this.interpolation,n,o,s),c=r[a].evaluate(t),u=r[a+1].evaluate(t);return\"interpolate\"===this.operator?Ge[this.type.kind.toLowerCase()](c,u,l):\"interpolate-hcl\"===this.operator?ir.reverse(ir.interpolate(ir.forward(c),ir.forward(u),l)):nr.reverse(nr.interpolate(nr.forward(c),nr.forward(u),l))},or.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},or.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},or.prototype.serialize=function(){var t;t=\"linear\"===this.interpolation.name?[\"linear\"]:\"exponential\"===this.interpolation.name?1===this.interpolation.base?[\"linear\"]:[\"exponential\",this.interpolation.base]:[\"cubic-bezier\"].concat(this.interpolation.controlPoints);for(var e=[this.operator,t,this.input.serialize()],r=0;r<this.labels.length;r++)e.push(this.labels[r],this.outputs[r].serialize());return e};var lr=function(t,e){this.type=t,this.args=e};lr.parse=function(t,e){if(t.length<2)return e.error(\"Expectected at least one argument.\");var r=null,n=e.expectedType;n&&\"value\"!==n.kind&&(r=n);for(var i=[],a=0,o=t.slice(1);a<o.length;a+=1){var s=o[a],l=e.parse(s,1+i.length,r,void 0,{typeAnnotation:\"omit\"});if(!l)return null;r=r||l.type,i.push(l)}var c=n&&i.some((function(t){return Jt(n,t.type)}));return new lr(c?Ht:r,i)},lr.prototype.evaluate=function(t){for(var e,r=null,n=0,i=0,a=this.args;i<a.length;i+=1){if(n++,(r=a[i].evaluate(t))&&r instanceof ie&&!r.available&&(e||(e=r.name),r=null,n===this.args.length&&(r=e)),null!==r)break}return r},lr.prototype.eachChild=function(t){this.args.forEach(t)},lr.prototype.outputDefined=function(){return this.args.every((function(t){return t.outputDefined()}))},lr.prototype.serialize=function(){var t=[\"coalesce\"];return this.eachChild((function(e){t.push(e.serialize())})),t};var cr=function(t,e){this.type=e.type,this.bindings=[].concat(t),this.result=e};cr.prototype.evaluate=function(t){return this.result.evaluate(t)},cr.prototype.eachChild=function(t){for(var e=0,r=this.bindings;e<r.length;e+=1){t(r[e][1])}t(this.result)},cr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found \"+(t.length-1)+\" instead.\");for(var r=[],n=1;n<t.length-1;n+=2){var i=t[n];if(\"string\"!=typeof i)return e.error(\"Expected string, but found \"+typeof i+\" instead.\",n);if(/[^a-zA-Z0-9_]/.test(i))return e.error(\"Variable names must contain only alphanumeric characters or '_'.\",n);var a=e.parse(t[n+1],n+1);if(!a)return null;r.push([i,a])}var o=e.parse(t[t.length-1],t.length-1,e.expectedType,r);return o?new cr(r,o):null},cr.prototype.outputDefined=function(){return this.result.outputDefined()},cr.prototype.serialize=function(){for(var t=[\"let\"],e=0,r=this.bindings;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t.push(i,a.serialize())}return t.push(this.result.serialize()),t};var ur=function(t,e,r){this.type=t,this.index=e,this.input=r};ur.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Bt),n=e.parse(t[2],2,Wt(e.expectedType||Ht));if(!r||!n)return null;var i=n.type;return new ur(i.itemType,r,n)},ur.prototype.evaluate=function(t){var e=this.index.evaluate(t),r=this.input.evaluate(t);if(e<0)throw new ue(\"Array index out of bounds: \"+e+\" < 0.\");if(e>=r.length)throw new ue(\"Array index out of bounds: \"+e+\" > \"+(r.length-1)+\".\");if(e!==Math.floor(e))throw new ue(\"Array index must be an integer, but found \"+e+\" instead.\");return r[e]},ur.prototype.eachChild=function(t){t(this.index),t(this.input)},ur.prototype.outputDefined=function(){return!1},ur.prototype.serialize=function(){return[\"at\",this.index.serialize(),this.input.serialize()]};var fr=function(t,e){this.type=jt,this.needle=t,this.haystack=e};fr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);return r&&n?Kt(r.type,[jt,Nt,Bt,Ft,Ht])?new fr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\"):null},fr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");return r.indexOf(e)>=0},fr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},fr.prototype.outputDefined=function(){return!0},fr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var hr=function(t,e,r){this.type=Bt,this.needle=t,this.haystack=e,this.fromIndex=r};hr.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);if(!r||!n)return null;if(!Kt(r.type,[jt,Nt,Bt,Ft,Ht]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Bt);return i?new hr(r,n,i):null}return new hr(r,n)},hr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");if(this.fromIndex){var n=this.fromIndex.evaluate(t);return r.indexOf(e,n)}return r.indexOf(e)},hr.prototype.eachChild=function(t){t(this.needle),t(this.haystack),this.fromIndex&&t(this.fromIndex)},hr.prototype.outputDefined=function(){return!1},hr.prototype.serialize=function(){if(null!=this.fromIndex&&void 0!==this.fromIndex){var t=this.fromIndex.serialize();return[\"index-of\",this.needle.serialize(),this.haystack.serialize(),t]}return[\"index-of\",this.needle.serialize(),this.haystack.serialize()]};var pr=function(t,e,r,n,i,a){this.inputType=t,this.type=e,this.input=r,this.cases=n,this.outputs=i,this.otherwise=a};pr.parse=function(t,e){if(t.length<5)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=1)return e.error(\"Expected an even number of 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m?\"value\"!==d.type.kind&&e.concat(1).checkSubtype(r,d.type)?null:new pr(r,n,d,i,a,m):null},pr.prototype.evaluate=function(t){var e=this.input.evaluate(t);return(se(e)===this.inputType&&this.outputs[this.cases[e]]||this.otherwise).evaluate(t)},pr.prototype.eachChild=function(t){t(this.input),this.outputs.forEach(t),t(this.otherwise)},pr.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))&&this.otherwise.outputDefined()},pr.prototype.serialize=function(){for(var t=this,e=[\"match\",this.input.serialize()],r=[],n={},i=0,a=Object.keys(this.cases).sort();i<a.length;i+=1){var o=a[i];void 0===(f=n[this.cases[o]])?(n[this.cases[o]]=r.length,r.push([this.cases[o],[o]])):r[f][1].push(o)}for(var s=function(e){return\"number\"===t.inputType.kind?Number(e):e},l=0,c=r;l<c.length;l+=1){var u=c[l],f=u[0],h=u[1];1===h.length?e.push(s(h[0])):e.push(h.map(s)),e.push(this.outputs[outputIndex$1].serialize())}return e.push(this.otherwise.serialize()),e};var dr=function(t,e,r){this.type=t,this.branches=e,this.otherwise=r};dr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=0)return e.error(\"Expected an odd number of arguments.\");var r;e.expectedType&&\"value\"!==e.expectedType.kind&&(r=e.expectedType);for(var n=[],i=1;i<t.length-1;i+=2){var a=e.parse(t[i],i,jt);if(!a)return null;var o=e.parse(t[i+1],i+1,r);if(!o)return null;n.push([a,o]),r=r||o.type}var s=e.parse(t[t.length-1],t.length-1,r);return s?new dr(r,n,s):null},dr.prototype.evaluate=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];if(i.evaluate(t))return a.evaluate(t)}return this.otherwise.evaluate(t)},dr.prototype.eachChild=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t(i),t(a)}t(this.otherwise)},dr.prototype.outputDefined=function(){return this.branches.every((function(t){t[0];return 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or?a.interpolation:void 0;return Ir(new Zr(n?\"camera\":\"composite\",t.value,a.labels,o))}Zr.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},Zr.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},Zr.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?or.interpolationFactor(this.interpolationType,t,e,r):0};var Kr=function(t,e){this._parameters=t,this._specification=e,It(this,function t(e,r){var n,i,a,o=\"color\"===r.type,s=e.stops&&\"object\"==typeof e.stops[0][0],l=s||void 0!==e.property,c=s||!l,u=e.type||(Rr(r)?\"exponential\":\"interval\");if(o&&((e=It({},e)).stops&&(e.stops=e.stops.map((function(t){return[t[0],te.parse(t[1])]}))),e.default?e.default=te.parse(e.default):e.default=te.parse(r.default)),e.colorSpace&&\"rgb\"!==e.colorSpace&&!ar[e.colorSpace])throw new Error(\"Unknown color space: 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n&&r<n.minimum?[new Ct(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Ct(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function en(t){var e,r,n,i=t.valueSpec,a=Ot(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,c=\"array\"===Fr(t.value.stops)&&\"array\"===Fr(t.value.stops[0])&&\"object\"===Fr(t.value.stops[0][0]),u=Qr({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Ct(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;e=e.concat($r({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:f})),\"array\"===Fr(r)&&0===r.length&&e.push(new Ct(t.key,r,\"array must have at least one stop\"));return e},default:function(t){return kn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&u.push(new Ct(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||u.push(new Ct(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!Rr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!zr(t.valueSpec)?u.push(new Ct(t.key,t.value,\"property functions not supported\")):s&&!Dr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!c||void 0!==t.value.property||u.push(new Ct(t.key,t.value,'\"property\" property is required')),u;function f(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Fr(a))return[new Ct(s,a,\"array expected, \"+Fr(a)+\" found\")];if(2!==a.length)return[new Ct(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(c){if(\"object\"!==Fr(a[0]))return[new Ct(s,a,\"object expected, \"+Fr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Ct(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Ct(s,a,\"object stop key must have value\")];if(n&&n>Ot(a[0].zoom))return[new Ct(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ot(a[0].zoom)!==n&&(n=Ot(a[0].zoom),r=void 0,o={}),e=e.concat(Qr({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:tn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return Yr(zt(a[1]))?e.concat([new Ct(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(kn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function h(t,n){var s=Fr(t.value),l=Ot(t.value),c=null!==t.value?t.value:n;if(e){if(s!==e)return[new Ct(t.key,c,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Ct(t.key,c,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var u=\"number expected, \"+s+\" found\";return zr(i)&&void 0===a&&(u+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Ct(t.key,c,u)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Ct(t.key,c,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Ct(t.key,c,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Ct(t.key,c,\"integer expected, found \"+l)]}}function rn(t){var e=(\"property\"===t.expressionContext?Jr:Wr)(zt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Ct(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Ct(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Ne(r,[\"zoom\",\"feature-state\"]))return[new Ct(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!Fe(r))return[new Ct(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function nn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ot(r))&&i.push(new Ct(e,r,\"expected one of [\"+n.values.join(\", \")+\"], 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on={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function sn(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};an(t)||(t=cn(t));var e=Wr(t,on);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:function t(e){if(!Array.isArray(e))return!1;if(\"within\"===e[0])return!0;for(var r=1;r<e.length;r++)if(t(e[r]))return!0;return!1}(t)}}function ln(t,e){return t<e?-1:t>e?1:0}function cn(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?un(t[1],t[2],\"==\"):\"!=\"===r?pn(un(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?un(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(cn))):\"all\"===r?[\"all\"].concat(t.slice(1).map(cn)):\"none\"===r?[\"all\"].concat(t.slice(1).map(cn).map(pn)):\"in\"===r?fn(t[1],t.slice(2)):\"!in\"===r?pn(fn(t[1],t.slice(2))):\"has\"===r?hn(t[1]):\"!has\"===r?pn(hn(t[1])):\"within\"!==r||t}function un(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function fn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(ln)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function hn(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function pn(t){return[\"!\",t]}function dn(t){return an(zt(t.value))?rn(It({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):function t(e){var r=e.value,n=e.key;if(\"array\"!==Fr(r))return[new Ct(n,r,\"array expected, \"+Fr(r)+\" found\")];var i,a=e.styleSpec,o=[];if(r.length<1)return[new Ct(n,r,\"filter array must have at least 1 element\")];switch(o=o.concat(nn({key:n+\"[0]\",value:r[0],valueSpec:a.filter_operator,style:e.style,styleSpec:e.styleSpec})),Ot(r[0])){case\"<\":case\"<=\":case\">\":case\">=\":r.length>=2&&\"$type\"===Ot(r[1])&&o.push(new Ct(n,r,'\"$type\" cannot be use with operator \"'+r[0]+'\"'));case\"==\":case\"!=\":3!==r.length&&o.push(new Ct(n,r,'filter array for operator \"'+r[0]+'\" must have 3 elements'));case\"in\":case\"!in\":r.length>=2&&\"string\"!==(i=Fr(r[1]))&&o.push(new Ct(n+\"[1]\",r[1],\"string expected, \"+i+\" 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r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return kn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var c,u=t.valueSpec||s[o];if(!u)return[new Ct(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Fr(a)&&zr(u)&&!u.tokens&&(c=/^{([^}]+)}$/.exec(a)))return[new Ct(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(c[1])+\" }`.\")];var f=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&f.push(new Ct(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&Br(zt(a))&&\"identity\"===Ot(a.type)&&f.push(new Ct(r,a,'\"text-font\" does not support identity 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null!=hi.applyArabicShaping&&null!=hi.processBidirectionalText&&null!=hi.processStyledBidirectionalText},getPluginURL:function(){return oi}},pi=function(t,e){this.zoom=t,e?(this.now=e.now,this.fadeDuration=e.fadeDuration,this.zoomHistory=e.zoomHistory,this.transition=e.transition):(this.now=0,this.fadeDuration=0,this.zoomHistory=new Gn,this.transition={})};pi.prototype.isSupportedScript=function(t){return function(t,e){for(var r=0,n=t;r<n.length;r+=1){if(!Qn(n[r].charCodeAt(0),e))return!1}return!0}(t,hi.isLoaded())},pi.prototype.crossFadingFactor=function(){return 0===this.fadeDuration?1:Math.min((this.now-this.zoomHistory.lastIntegerZoomTime)/this.fadeDuration,1)},pi.prototype.getCrossfadeParameters=function(){var t=this.zoom,e=t-Math.floor(t),r=this.crossFadingFactor();return t>this.zoomHistory.lastIntegerZoom?{fromScale:2,toScale:1,t:e+(1-e)*r}:{fromScale:.5,toScale:1,t:1-(1-r)*e}};var di=function(t,e){this.property=t,this.value=e,this.expression=function(t,e){if(Br(t))return new Kr(t,e);if(Yr(t)){var r=Jr(t,e);if(\"error\"===r.result)throw new Error(r.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return r.value}var n=t;return\"string\"==typeof t&&\"color\"===e.type&&(n=te.parse(t)),{kind:\"constant\",evaluate:function(){return n}}}(void 0===e?t.specification.default:e,t.specification)};di.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},di.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var mi=function(t){this.property=t,this.value=new di(t,void 0)};mi.prototype.transitioned=function(t,e){return new vi(this.property,this.value,e,u({},t.transition,this.transition),t.now)},mi.prototype.untransitioned=function(){return new vi(this.property,this.value,null,{},0)};var gi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};gi.prototype.getValue=function(t){return x(this._values[t].value.value)},gi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new mi(this._values[t].property)),this._values[t].value=new di(this._values[t].property,null===e?void 0:x(e))},gi.prototype.getTransition=function(t){return x(this._values[t].transition)},gi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new mi(this._values[t].property)),this._values[t].transition=x(e)||void 0},gi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},gi.prototype.transitioned=function(t,e){for(var r=new yi(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},gi.prototype.untransitioned=function(){for(var t=new yi(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var vi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};vi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var yi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};yi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},yi.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var xi=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};xi.prototype.getValue=function(t){return x(this._values[t].value)},xi.prototype.setValue=function(t,e){this._values[t]=new di(this._values[t].property,null===e?void 0:x(e))},xi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},xi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var bi=function(t,e,r){this.property=t,this.value=e,this.parameters=r};bi.prototype.isConstant=function(){return\"constant\"===this.value.kind},bi.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},bi.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var _i=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};_i.prototype.get=function(t){return this._values[t]};var wi=function(t){this.specification=t};wi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},wi.prototype.interpolate=function(t,e,r){var n=Ge[this.specification.type];return n?n(t,e,r):t};var Ti=function(t,e){this.specification=t,this.overrides=e};Ti.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new bi(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new bi(this,t.expression,e)},Ti.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new bi(this,{kind:\"constant\",value:void 0},t.parameters);var n=Ge[this.specification.type];return n?new bi(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Ti.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0===t.value)return new bi(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new bi(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new bi(this,{kind:\"constant\",value:s},e)}return new bi(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Ti),Ai=function(t){this.specification=t};Ai.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return this._calculate(i,i,i,e)}return this._calculate(t.expression.evaluate(new pi(Math.floor(e.zoom-1),e)),t.expression.evaluate(new pi(Math.floor(e.zoom),e)),t.expression.evaluate(new pi(Math.floor(e.zoom+1),e)),e)}},Ai.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},Ai.prototype.interpolate=function(t){return t};var Mi=function(t){this.specification=t};Mi.prototype.possiblyEvaluate=function(t,e,r,n){return!!t.expression.evaluate(e,null,{},r,n)},Mi.prototype.interpolate=function(){return!1};var Si=function(t){for(var e in this.properties=t,this.defaultPropertyValues={},this.defaultTransitionablePropertyValues={},this.defaultTransitioningPropertyValues={},this.defaultPossiblyEvaluatedValues={},this.overridableProperties=[],t){var r=t[e];r.specification.overridable&&this.overridableProperties.push(e);var n=this.defaultPropertyValues[e]=new di(r,void 0),i=this.defaultTransitionablePropertyValues[e]=new mi(r);this.defaultTransitioningPropertyValues[e]=i.untransitioned(),this.defaultPossiblyEvaluatedValues[e]=n.possiblyEvaluate({})}};Nn(\"DataDrivenProperty\",Ti),Nn(\"DataConstantProperty\",wi),Nn(\"CrossFadedDataDrivenProperty\",ki),Nn(\"CrossFadedProperty\",Ai),Nn(\"ColorRampProperty\",Mi);var Ei=function(t){function e(e,r){if(t.call(this),this.id=e.id,this.type=e.type,this._featureFilter={filter:function(){return!0},needGeometry:!1},\"custom\"!==e.type&&(e=e,this.metadata=e.metadata,this.minzoom=e.minzoom,this.maxzoom=e.maxzoom,\"background\"!==e.type&&(this.source=e.source,this.sourceLayer=e[\"source-layer\"],this.filter=e.filter),r.layout&&(this._unevaluatedLayout=new xi(r.layout)),r.paint)){for(var n in this._transitionablePaint=new gi(r.paint),e.paint)this.setPaintProperty(n,e.paint[n],{validate:!1});for(var i in e.layout)this.setLayoutProperty(i,e.layout[i],{validate:!1});this._transitioningPaint=this._transitionablePaint.untransitioned(),this.paint=new _i(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate(In,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return g(t,\"-transition\")?this._transitionablePaint.getTransition(t.slice(0,-\"-transition\".length)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Pn,n,t,e,r))return!1}if(g(t,\"-transition\"))return this._transitionablePaint.setTransition(t.slice(0,-\"-transition\".length),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||(!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility)},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),y(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&On(this,t.call(Ln,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Lt,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof bi&&zr(e.property.specification)&&((\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent))return!0}return!1},e}(Et),Li={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},Ci=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Pi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function Ii(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Li[i].BYTES_PER_ELEMENT),o=r=Oi(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:Oi(r,Math.max(n,e)),alignment:e}}function Oi(t,e){return Math.ceil(t/e)*e}Pi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Pi.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Pi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Pi.prototype.clear=function(){this.length=0},Pi.prototype.resize=function(t){this.reserve(t),this.length=t},Pi.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new ArrayBuffer(this.capacity*this.bytesPerElement);var e=this.uint8;this._refreshViews(),e&&this.uint8.set(e)}},Pi.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")};var zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.int16[n+0]=e,this.int16[n+1]=r,t},e}(Pi);zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2i4\",zi);var Di=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.int16[a+0]=e,this.int16[a+1]=r,this.int16[a+2]=n,this.int16[a+3]=i,t},e}(Pi);Di.prototype.bytesPerElement=8,Nn(\"StructArrayLayout4i8\",Di);var Ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Ri.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i4i12\",Ri);var Fi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Pi);Fi.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2i4ub8\",Fi);var Bi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c){var u=this.length;return this.resize(u+1),this.emplace(u,t,e,r,n,i,a,o,s,l,c)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u){var f=9*t,h=18*t;return this.uint16[f+0]=e,this.uint16[f+1]=r,this.uint16[f+2]=n,this.uint16[f+3]=i,this.uint16[f+4]=a,this.uint16[f+5]=o,this.uint16[f+6]=s,this.uint16[f+7]=l,this.uint8[h+16]=c,this.uint8[h+17]=u,t},e}(Pi);Bi.prototype.bytesPerElement=18,Nn(\"StructArrayLayout8ui2ub18\",Bi);var Ni=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f){var h=this.length;return this.resize(h+1),this.emplace(h,t,e,r,n,i,a,o,s,l,c,u,f)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=12*t;return this.int16[p+0]=e,this.int16[p+1]=r,this.int16[p+2]=n,this.int16[p+3]=i,this.uint16[p+4]=a,this.uint16[p+5]=o,this.uint16[p+6]=s,this.uint16[p+7]=l,this.int16[p+8]=c,this.int16[p+9]=u,this.int16[p+10]=f,this.int16[p+11]=h,t},e}(Pi);Ni.prototype.bytesPerElement=24,Nn(\"StructArrayLayout4i4ui4i24\",Ni);var ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.float32[i+0]=e,this.float32[i+1]=r,this.float32[i+2]=n,t},e}(Pi);ji.prototype.bytesPerElement=12,Nn(\"StructArrayLayout3f12\",ji);var Ui=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint32[r+0]=e,t},e}(Pi);Ui.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1ul4\",Ui);var Vi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l){var c=this.length;return this.resize(c+1),this.emplace(c,t,e,r,n,i,a,o,s,l)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c){var u=10*t,f=5*t;return this.int16[u+0]=e,this.int16[u+1]=r,this.int16[u+2]=n,this.int16[u+3]=i,this.int16[u+4]=a,this.int16[u+5]=o,this.uint32[f+3]=s,this.uint16[u+8]=l,this.uint16[u+9]=c,t},e}(Pi);Vi.prototype.bytesPerElement=20,Nn(\"StructArrayLayout6i1ul2ui20\",Vi);var Hi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Hi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i2i2i12\",Hi);var qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i){var a=this.length;return this.resize(a+1),this.emplace(a,t,e,r,n,i)},e.prototype.emplace=function(t,e,r,n,i,a){var o=4*t,s=8*t;return this.float32[o+0]=e,this.float32[o+1]=r,this.float32[o+2]=n,this.int16[s+6]=i,this.int16[s+7]=a,t},e}(Pi);qi.prototype.bytesPerElement=16,Nn(\"StructArrayLayout2f1f2i16\",qi);var Gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=12*t,o=3*t;return this.uint8[a+0]=e,this.uint8[a+1]=r,this.float32[o+1]=n,this.float32[o+2]=i,t},e}(Pi);Gi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2ub2f12\",Gi);var Yi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.uint16[i+0]=e,this.uint16[i+1]=r,this.uint16[i+2]=n,t},e}(Pi);Yi.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3ui6\",Yi);var Wi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g){var v=this.length;return this.resize(v+1),this.emplace(v,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v){var y=24*t,x=12*t,b=48*t;return this.int16[y+0]=e,this.int16[y+1]=r,this.uint16[y+2]=n,this.uint16[y+3]=i,this.uint32[x+2]=a,this.uint32[x+3]=o,this.uint32[x+4]=s,this.uint16[y+10]=l,this.uint16[y+11]=c,this.uint16[y+12]=u,this.float32[x+7]=f,this.float32[x+8]=h,this.uint8[b+36]=p,this.uint8[b+37]=d,this.uint8[b+38]=m,this.uint32[x+10]=g,this.int16[y+22]=v,t},e}(Pi);Wi.prototype.bytesPerElement=48,Nn(\"StructArrayLayout2i2ui3ul3ui2f3ub1ul1i48\",Wi);var Xi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S){var E=this.length;return this.resize(E+1),this.emplace(E,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S,E){var L=34*t,C=17*t;return this.int16[L+0]=e,this.int16[L+1]=r,this.int16[L+2]=n,this.int16[L+3]=i,this.int16[L+4]=a,this.int16[L+5]=o,this.int16[L+6]=s,this.int16[L+7]=l,this.uint16[L+8]=c,this.uint16[L+9]=u,this.uint16[L+10]=f,this.uint16[L+11]=h,this.uint16[L+12]=p,this.uint16[L+13]=d,this.uint16[L+14]=m,this.uint16[L+15]=g,this.uint16[L+16]=v,this.uint16[L+17]=y,this.uint16[L+18]=x,this.uint16[L+19]=b,this.uint16[L+20]=_,this.uint16[L+21]=w,this.uint16[L+22]=T,this.uint32[C+12]=k,this.float32[C+13]=A,this.float32[C+14]=M,this.float32[C+15]=S,this.float32[C+16]=E,t},e}(Pi);Xi.prototype.bytesPerElement=68,Nn(\"StructArrayLayout8i15ui1ul4f68\",Xi);var Zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.float32[r+0]=e,t},e}(Pi);Zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1f4\",Zi);var Ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.int16[i+0]=e,this.int16[i+1]=r,this.int16[i+2]=n,t},e}(Pi);Ji.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3i6\",Ji);var Ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=2*t,a=4*t;return this.uint32[i+0]=e,this.uint16[a+2]=r,this.uint16[a+3]=n,t},e}(Pi);Ki.prototype.bytesPerElement=8,Nn(\"StructArrayLayout1ul2ui8\",Ki);var Qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.uint16[n+0]=e,this.uint16[n+1]=r,t},e}(Pi);Qi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2ui4\",Qi);var $i=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint16[r+0]=e,t},e}(Pi);$i.prototype.bytesPerElement=2,Nn(\"StructArrayLayout1ui2\",$i);var ta=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.float32[n+0]=e,this.float32[n+1]=r,t},e}(Pi);ta.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2f8\",ta);var ea=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.float32[a+0]=e,this.float32[a+1]=r,this.float32[a+2]=n,this.float32[a+3]=i,t},e}(Pi);ea.prototype.bytesPerElement=16,Nn(\"StructArrayLayout4f16\",ea);var ra=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorPointX:{configurable:!0},anchorPointY:{configurable:!0},x1:{configurable:!0},y1:{configurable:!0},x2:{configurable:!0},y2:{configurable:!0},featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0},anchorPoint:{configurable:!0}};return r.anchorPointX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorPointY.get=function(){return this._structArray.int16[this._pos2+1]},r.x1.get=function(){return this._structArray.int16[this._pos2+2]},r.y1.get=function(){return this._structArray.int16[this._pos2+3]},r.x2.get=function(){return this._structArray.int16[this._pos2+4]},r.y2.get=function(){return this._structArray.int16[this._pos2+5]},r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.sourceLayerIndex.get=function(){return this._structArray.uint16[this._pos2+8]},r.bucketIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.anchorPoint.get=function(){return new i(this.anchorPointX,this.anchorPointY)},Object.defineProperties(e.prototype,r),e}(Ci);ra.prototype.size=20;var na=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ra(this,t)},e}(Vi);Nn(\"CollisionBoxArray\",na);var ia=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},glyphStartIndex:{configurable:!0},numGlyphs:{configurable:!0},vertexStartIndex:{configurable:!0},lineStartIndex:{configurable:!0},lineLength:{configurable:!0},segment:{configurable:!0},lowerSize:{configurable:!0},upperSize:{configurable:!0},lineOffsetX:{configurable:!0},lineOffsetY:{configurable:!0},writingMode:{configurable:!0},placedOrientation:{configurable:!0},hidden:{configurable:!0},crossTileID:{configurable:!0},associatedIconIndex:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.glyphStartIndex.get=function(){return this._structArray.uint16[this._pos2+2]},r.numGlyphs.get=function(){return this._structArray.uint16[this._pos2+3]},r.vertexStartIndex.get=function(){return this._structArray.uint32[this._pos4+2]},r.lineStartIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.lineLength.get=function(){return this._structArray.uint32[this._pos4+4]},r.segment.get=function(){return this._structArray.uint16[this._pos2+10]},r.lowerSize.get=function(){return this._structArray.uint16[this._pos2+11]},r.upperSize.get=function(){return this._structArray.uint16[this._pos2+12]},r.lineOffsetX.get=function(){return this._structArray.float32[this._pos4+7]},r.lineOffsetY.get=function(){return this._structArray.float32[this._pos4+8]},r.writingMode.get=function(){return this._structArray.uint8[this._pos1+36]},r.placedOrientation.get=function(){return this._structArray.uint8[this._pos1+37]},r.placedOrientation.set=function(t){this._structArray.uint8[this._pos1+37]=t},r.hidden.get=function(){return this._structArray.uint8[this._pos1+38]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+38]=t},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+10]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+10]=t},r.associatedIconIndex.get=function(){return this._structArray.int16[this._pos2+22]},Object.defineProperties(e.prototype,r),e}(Ci);ia.prototype.size=48;var aa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ia(this,t)},e}(Wi);Nn(\"PlacedSymbolArray\",aa);var oa=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},rightJustifiedTextSymbolIndex:{configurable:!0},centerJustifiedTextSymbolIndex:{configurable:!0},leftJustifiedTextSymbolIndex:{configurable:!0},verticalPlacedTextSymbolIndex:{configurable:!0},placedIconSymbolIndex:{configurable:!0},verticalPlacedIconSymbolIndex:{configurable:!0},key:{configurable:!0},textBoxStartIndex:{configurable:!0},textBoxEndIndex:{configurable:!0},verticalTextBoxStartIndex:{configurable:!0},verticalTextBoxEndIndex:{configurable:!0},iconBoxStartIndex:{configurable:!0},iconBoxEndIndex:{configurable:!0},verticalIconBoxStartIndex:{configurable:!0},verticalIconBoxEndIndex:{configurable:!0},featureIndex:{configurable:!0},numHorizontalGlyphVertices:{configurable:!0},numVerticalGlyphVertices:{configurable:!0},numIconVertices:{configurable:!0},numVerticalIconVertices:{configurable:!0},useRuntimeCollisionCircles:{configurable:!0},crossTileID:{configurable:!0},textBoxScale:{configurable:!0},textOffset0:{configurable:!0},textOffset1:{configurable:!0},collisionCircleDiameter:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.rightJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+2]},r.centerJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+3]},r.leftJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+4]},r.verticalPlacedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+5]},r.placedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+6]},r.verticalPlacedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+7]},r.key.get=function(){return this._structArray.uint16[this._pos2+8]},r.textBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.textBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+10]},r.verticalTextBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+11]},r.verticalTextBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+12]},r.iconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+13]},r.iconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+14]},r.verticalIconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+15]},r.verticalIconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+16]},r.featureIndex.get=function(){return this._structArray.uint16[this._pos2+17]},r.numHorizontalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+18]},r.numVerticalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+19]},r.numIconVertices.get=function(){return this._structArray.uint16[this._pos2+20]},r.numVerticalIconVertices.get=function(){return this._structArray.uint16[this._pos2+21]},r.useRuntimeCollisionCircles.get=function(){return 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c=t.readVarint();n=7&c,a=c>>3}if(a--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new i(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},ws.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,c=-1/0;t.pos<e;){if(n<=0){var u=t.readVarint();r=7&u,n=u>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>c&&(c=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,c]},ws.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),c=ws.types[this.type];function u(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var f=[];for(n=0;n<l.length;n++)f[n]=l[n][0];u(l=f);break;case 2:for(n=0;n<l.length;n++)u(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=ks(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}r&&i.push(r);return i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)u(l[n][i])}1===l.length?l=l[0]:c=\"Multi\"+c;var h={type:\"Feature\",geometry:{type:c,coordinates:l},properties:this.properties};return\"id\"in this&&(h.id=this.id),h};var As=Ms;function Ms(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields(Ss,this,e),this.length=this._features.length}function Ss(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){var e=null,r=t.readVarint()+t.pos;for(;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Es(t,e,r){if(3===t){var n=new As(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Ms.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new _s(this._pbf,e,this.extent,this._keys,this._values)};var Ls={VectorTile:function(t,e){this.layers=t.readFields(Es,{},e)},VectorTileFeature:_s,VectorTileLayer:As},Cs=Ls.VectorTileFeature.types,Ps=Math.pow(2,13);function Is(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*Ps)+o,i*Ps*2,a*Ps*2,Math.round(s))}var Os=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new Ri,this.indexArray=new Yi,this.programConfigurations=new Ua(bs,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function zs(t,e){return t.x===e.x&&(t.x<0||t.x>8192)||t.y===e.y&&(t.y<0||t.y>8192)}function Ds(t){return t.every((function(t){return t.x<0}))||t.every((function(t){return t.x>8192}))||t.every((function(t){return t.y<0}))||t.every((function(t){return t.y>8192}))}Os.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=ds(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,c=a.sourceLayerIndex,u=this.layers[0]._featureFilter.needGeometry,f={type:o.type,id:s,properties:o.properties,geometry:u?Ya(o):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),f,r)){var h={id:s,sourceLayerIndex:c,index:l,geometry:u?f.geometry:Ya(o),properties:o.properties,type:o.type,patterns:{}};void 0!==o.id&&(h.id=o.id),this.hasPattern?this.features.push(ms(\"fill-extrusion\",this.layers,h,this.zoom,e)):this.addFeature(h,h.geometry,l,r,{}),e.featureIndex.insert(o,h.geometry,l,c,this.index,!0)}}},Os.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},Os.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},Os.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},Os.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},Os.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,bs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},Os.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},Os.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=hs(e,500);a<o.length;a+=1){for(var s=o[a],l=0,c=0,u=s;c<u.length;c+=1){l+=u[c].length}for(var f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),h=0,p=s;h<p.length;h+=1){var d=p[h];if(0!==d.length&&!Ds(d))for(var m=0,g=0;g<d.length;g++){var v=d[g];if(g>=1){var y=d[g-1];if(!zs(v,y)){f.vertexLength+4>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=v.sub(y)._perp()._unit(),b=y.dist(v);m+b>32768&&(m=0),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,0,m),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,1,m),m+=b,Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,m),Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,m);var _=f.vertexLength;this.indexArray.emplaceBack(_,_+2,_+1),this.indexArray.emplaceBack(_+1,_+2,_+3),f.vertexLength+=4,f.primitiveLength+=2}}}}if(f.vertexLength+l>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===Cs[t.type]){for(var w=[],T=[],k=f.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var L=S[E];Is(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=Do(w,T),P=0;P<C.length;P+=3)this.indexArray.emplaceBack(k+C[P],k+C[P+2],k+C[P+1]);f.primitiveLength+=C.length/3,f.vertexLength+=l}}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},Nn(\"FillExtrusionBucket\",Os,{omit:[\"layers\",\"features\"]});var Rs={paint:new Si({\"fill-extrusion-opacity\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new ki(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},Fs=function(t){function e(e){t.call(this,e,Rs)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new Os(t)},e.prototype.queryRadius=function(){return so(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,a,o,s,l){var c=lo(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),u=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),f=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),h=function(t,e,r,n){for(var a=[],o=0,s=t;o<s.length;o+=1){var l=s[o],c=[l.x,l.y,n,1];xo(c,c,e),a.push(new i(c[0]/c[3],c[1]/c[3]))}return a}(c,l,0,0),p=function(t,e,r,n){for(var a=[],o=[],s=n[8]*e,l=n[9]*e,c=n[10]*e,u=n[11]*e,f=n[8]*r,h=n[9]*r,p=n[10]*r,d=n[11]*r,m=0,g=t;m<g.length;m+=1){for(var v=g[m],y=[],x=[],b=0,_=v;b<_.length;b+=1){var w=_[b],T=w.x,k=w.y,A=n[0]*T+n[4]*k+n[12],M=n[1]*T+n[5]*k+n[13],S=n[2]*T+n[6]*k+n[14],E=n[3]*T+n[7]*k+n[15],L=S+c,C=E+u,P=A+f,I=M+h,O=S+p,z=E+d,D=new i((A+s)/C,(M+l)/C);D.z=L/C,y.push(D);var R=new i(P/z,I/z);R.z=O/z,x.push(R)}a.push(y),o.push(x)}return[a,o]}(n,f,u,l);return function(t,e,r){var n=1/0;Ka(r,e)&&(n=Ns(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],c=a[s+1],u=o[s],f=o[s+1],h=[l,c,f,u,l];Za(r,h)&&(n=Math.min(n,Ns(r,h)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Ei);function Bs(t,e){return t.x*e.x+t.y*e.y}function Ns(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),c=o.sub(i),u=Bs(s,s),f=Bs(s,l),h=Bs(l,l),p=Bs(c,s),d=Bs(c,l),m=u*h-f*f,g=(h*p-f*d)/m,v=(u*d-f*p)/m,y=1-g-v,x=i.z*y+r.z*g+a.z*v;if(isFinite(x))return x}return 1/0}for(var b=1/0,_=0,w=e;_<w.length;_+=1){var T=w[_];b=Math.min(b,T.z)}return b}var js=Ii([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,Us=Ls.VectorTileFeature.types,Vs=Math.cos(Math.PI/180*37.5),Hs=Math.pow(2,14)/.5,qs=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.layoutVertexArray=new Fi,this.indexArray=new Yi,this.programConfigurations=new Ua(js,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};qs.prototype.populate=function(t,e,r){this.hasPattern=ds(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,c=s.id,u=s.index,f=s.sourceLayerIndex,h=this.layers[0]._featureFilter.needGeometry,p={type:l.type,id:c,properties:l.properties,geometry:h?Ya(l):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),p,r)){h||(p.geometry=Ya(l));var d=n?n.evaluate(p,{},r):void 0,m={id:c,properties:l.properties,type:l.type,sourceLayerIndex:f,index:u,geometry:p.geometry,patterns:{},sortKey:d};i.push(m)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var g=0,v=i;g<v.length;g+=1){var y=v[g],x=y,b=x.geometry,_=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=ms(\"line\",this.layers,y,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(y,b,_,r,{});var k=t[_].feature;e.featureIndex.insert(k,b,_,w,this.index)}},qs.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},qs.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},qs.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},qs.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},qs.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,js),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},qs.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},qs.prototype.addFeature=function(t,e,r,n,i){for(var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),c=a.get(\"line-round-limit\"),u=0,f=e;u<f.length;u+=1){var h=f[u];this.addLine(h,t,o,s,l,c)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},qs.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,e.properties&&e.properties.hasOwnProperty(\"mapbox_clip_start\")&&e.properties.hasOwnProperty(\"mapbox_clip_end\")){this.clipStart=+e.properties.mapbox_clip_start,this.clipEnd=+e.properties.mapbox_clip_end;for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance()}for(var s=\"Polygon\"===Us[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var c=0;c<l-1&&t[c].equals(t[c+1]);)c++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var u,f=this.overscaling<=16?122880/(512*this.overscaling):0,h=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,m=void 0,g=void 0;this.e1=this.e2=-1,s&&(u=t[l-2],g=t[c].sub(u)._unit()._perp());for(var v=c;v<l;v++)if(!(d=v===l-1?s?t[c+1]:void 0:t[v+1])||!t[v].equals(d)){g&&(m=g),u&&(p=u),u=t[v],g=d?d.sub(u)._unit()._perp():m;var y=(m=m||g).add(g);0===y.x&&0===y.y||y._unit();var x=m.x*g.x+m.y*g.y,b=y.x*g.x+y.y*g.y,_=0!==b?1/b:1/0,w=2*Math.sqrt(2-2*b),T=b<Vs&&p&&d,k=m.x*g.y-m.y*g.x>0;if(T&&v>c){var A=u.dist(p);if(A>2*f){var M=u.sub(u.sub(p)._mult(f/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,m,0,0,h),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(_<a?E=\"miter\":_<=2&&(E=\"fakeround\")),\"miter\"===E&&_>i&&(E=\"bevel\"),\"bevel\"===E&&(_>2&&(E=\"flipbevel\"),_<i&&(E=\"miter\")),p&&this.updateDistance(p,u),\"miter\"===E)y._mult(_),this.addCurrentVertex(u,y,0,0,h);else if(\"flipbevel\"===E){if(_>100)y=g.mult(-1);else{var L=_*m.add(g).mag()/m.sub(g).mag();y._perp()._mult(L*(k?-1:1))}this.addCurrentVertex(u,y,0,0,h),this.addCurrentVertex(u,y.mult(-1),0,0,h)}else if(\"bevel\"===E||\"fakeround\"===E){var C=-Math.sqrt(_*_-1),P=k?C:0,I=k?0:C;if(p&&this.addCurrentVertex(u,m,P,I,h),\"fakeround\"===E)for(var O=Math.round(180*w/Math.PI/20),z=1;z<O;z++){var D=z/O;if(.5!==D){var R=D-.5;D+=D*R*(D-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=g.sub(m)._mult(D)._add(m)._unit()._mult(k?-1:1);this.addHalfVertex(u,F.x,F.y,!1,k,0,h)}d&&this.addCurrentVertex(u,g,-P,-I,h)}else if(\"butt\"===E)this.addCurrentVertex(u,y,0,0,h);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(u,y,B,B,h)}else\"round\"===E&&(p&&(this.addCurrentVertex(u,m,0,0,h),this.addCurrentVertex(u,m,1,1,h,!0)),d&&(this.addCurrentVertex(u,g,-1,-1,h,!0),this.addCurrentVertex(u,g,0,0,h)));if(T&&v<l-1){var N=u.dist(d);if(N>2*f){var j=u.add(d.sub(u)._mult(f/N)._round());this.updateDistance(u,j),this.addCurrentVertex(j,g,0,0,h),u=j}}}}},qs.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var o=e.x+e.y*r,s=e.y-e.x*r,l=-e.x+e.y*n,c=-e.y-e.x*n;this.addHalfVertex(t,o,s,a,!1,r,i),this.addHalfVertex(t,l,c,a,!0,-n,i),this.distance>Hs/2&&0===this.totalDistance&&(this.distance=0,this.addCurrentVertex(t,e,r,n,i,a))},qs.prototype.addHalfVertex=function(t,e,r,n,i,a,o){var s=t.x,l=t.y,c=.5*this.scaledDistance;this.layoutVertexArray.emplaceBack((s<<1)+(n?1:0),(l<<1)+(i?1:0),Math.round(63*e)+128,Math.round(63*r)+128,1+(0===a?0:a<0?-1:1)|(63&c)<<2,c>>6);var u=o.vertexLength++;this.e1>=0&&this.e2>=0&&(this.indexArray.emplaceBack(this.e1,this.e2,u),o.primitiveLength++),i?this.e2=u:this.e1=u},qs.prototype.updateScaledDistance=function(){this.scaledDistance=this.totalDistance>0?(this.clipStart+(this.clipEnd-this.clipStart)*this.distance/this.totalDistance)*(Hs-1):this.distance},qs.prototype.updateDistance=function(t,e){this.distance+=t.dist(e),this.updateScaledDistance()},Nn(\"LineBucket\",qs,{omit:[\"layers\",\"patternFeatures\"]});var Gs=new Si({\"line-cap\":new 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e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(e,r){return r=new pi(Math.floor(r.zoom),{now:r.now,fadeDuration:r.fadeDuration,zoomHistory:r.zoomHistory,transition:r.transition}),t.prototype.possiblyEvaluate.call(this,e,r)},e.prototype.evaluate=function(e,r,n,i){return r=u({},r,{zoom:Math.floor(r.zoom)}),t.prototype.evaluate.call(this,e,r,n,i)},e}(Ti))(Ys.paint.properties[\"line-width\"].specification);Ws.useIntegerZoom=!0;var Xs=function(t){function e(e){t.call(this,e,Ys)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._handleSpecialPaintPropertyUpdate=function(t){\"line-gradient\"===t&&this._updateGradient()},e.prototype._updateGradient=function(){var 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o=t[a],s=[],l=0;l<o.length;l++){var c=o[l-1],u=o[l],f=o[l+1],h=0===l?n:u.sub(c)._unit()._perp(),p=l===o.length-1?n:f.sub(u)._unit()._perp(),d=h._add(p)._unit(),m=d.x*p.x+d.y*p.y;d._mult(1/m),s.push(d._mult(e)._add(u))}r.push(s)}return r}(n,u*s)),function(t,e,r){for(var n=0;n<e.length;n++){var i=e[n];if(t.length>=3)for(var a=0;a<i.length;a++)if(io(t,i[a]))return!0;if(Qa(t,i,r))return!0}return!1}(l,n,c)},e.prototype.isTileClipped=function(){return!0},e}(Ei);function Zs(t,e){return e>0?e+2*t:t}var 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nl=function(t,e,r,n,i){var a,o,s=8*i-n-1,l=(1<<s)-1,c=l>>1,u=-7,f=r?i-1:0,h=r?-1:1,p=t[e+f];for(f+=h,a=p&(1<<-u)-1,p>>=-u,u+=s;u>0;a=256*a+t[e+f],f+=h,u-=8);for(o=a&(1<<-u)-1,a>>=-u,u+=n;u>0;o=256*o+t[e+f],f+=h,u-=8);if(0===a)a=1-c;else{if(a===l)return o?NaN:1/0*(p?-1:1);o+=Math.pow(2,n),a-=c}return(p?-1:1)*o*Math.pow(2,a-n)},il=function(t,e,r,n,i,a){var o,s,l,c=8*a-i-1,u=(1<<c)-1,f=u>>1,h=23===i?Math.pow(2,-24)-Math.pow(2,-77):0,p=n?0:a-1,d=n?1:-1,m=e<0||0===e&&1/e<0?1:0;for(e=Math.abs(e),isNaN(e)||e===1/0?(s=isNaN(e)?1:0,o=u):(o=Math.floor(Math.log(e)/Math.LN2),e*(l=Math.pow(2,-o))<1&&(o--,l*=2),(e+=o+f>=1?h/l:h*Math.pow(2,1-f))*l>=2&&(o++,l/=2),o+f>=u?(s=0,o=u):o+f>=1?(s=(e*l-1)*Math.pow(2,i),o+=f):(s=e*Math.pow(2,f-1)*Math.pow(2,i),o=0));i>=8;t[r+p]=255&s,p+=d,s/=256,i-=8);for(o=o<<i|s,c+=i;c>0;t[r+p]=255&o,p+=d,o/=256,c-=8);t[r+p-d]|=128*m},al=ol;function ol(t){this.buf=ArrayBuffer.isView&&ArrayBuffer.isView(t)?t:new 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e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readSFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===ol.Varint)for(;this.buf[this.pos++]>127;);else if(e===ol.Bytes)this.pos=this.readVarint()+this.pos;else if(e===ol.Fixed32)this.pos+=4;else{if(e!==ol.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return 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r=(7&t)<<4;if(e.buf[e.pos++]|=r|((t>>>=3)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;e.buf[e.pos++]=127&t}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&ul(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),il(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),il(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&ul(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,ol.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,fl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,hl,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,ml,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,pl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,dl,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,gl,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,vl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,yl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,xl,e)},writeBytesField:function(t,e){this.writeTag(t,ol.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,ol.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,ol.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};function Tl(t,e,r){1===t&&r.readMessage(kl,e)}function kl(t,e,r){if(3===t){var n=r.readMessage(Al,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,c=n.top,u=n.advance;e.push({id:i,bitmap:new So({width:o+6,height:s+6},a),metrics:{width:o,height:s,left:l,top:c,advance:u}})}}function Al(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}function Ml(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,c=0,u=t;c<u.length;c+=1)for(var f=u[c],h=o.length-1;h>=0;h--){var p=o[h];if(!(f.w>p.w||f.h>p.h)){if(f.x=p.x,f.y=p.y,l=Math.max(l,f.y+f.h),s=Math.max(s,f.x+f.w),f.w===p.w&&f.h===p.h){var d=o.pop();h<o.length&&(o[h]=d)}else 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Eo({width:o||1,height:s||1});for(var c in t){var u=t[c],f=r[c].paddedRect;Eo.copy(u.data,l,{x:0,y:0},{x:f.x+1,y:f.y+1},u.data)}for(var h in e){var p=e[h],d=n[h].paddedRect,m=d.x+1,g=d.y+1,v=p.data.width,y=p.data.height;Eo.copy(p.data,l,{x:0,y:0},{x:m,y:g},p.data),Eo.copy(p.data,l,{x:0,y:y-1},{x:m,y:g-1},{width:v,height:1}),Eo.copy(p.data,l,{x:0,y:0},{x:m,y:g+y},{width:v,height:1}),Eo.copy(p.data,l,{x:v-1,y:0},{x:m-1,y:g},{width:1,height:y}),Eo.copy(p.data,l,{x:0,y:0},{x:m+v,y:g},{width:1,height:y})}this.image=l,this.iconPositions=r,this.patternPositions=n};Ll.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2,h:i.data.height+2};r.push(a),e[n]=new Sl(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},Ll.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},Ll.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},Nn(\"ImagePosition\",Sl),Nn(\"ImageAtlas\",Ll);var Cl={horizontal:1,vertical:2,horizontalOnly:3};var Pl=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};Pl.forText=function(t,e){var r=new Pl;return r.scale=t||1,r.fontStack=e,r},Pl.forImage=function(t){var e=new Pl;return e.imageName=t,e};var Il=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function Ol(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m){var g,v=Il.fromFeature(t,i);f===Cl.vertical&&v.verticalizePunctuation();var y=hi.processBidirectionalText,x=hi.processStyledBidirectionalText;if(y&&1===v.sections.length){g=[];for(var b=0,_=y(v.toString(),jl(v,c,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new Il;T.text=w,T.sections=v.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);g.push(T)}}else if(x){g=[];for(var A=0,M=x(v.text,v.sectionIndex,jl(v,c,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new Il;E.text=S[0],E.sectionIndex=S[1],E.sections=v.sections,g.push(E)}}else g=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(v,jl(v,c,a,e,n,p,d));var L=[],C={positionedLines:L,text:v.toString(),top:u[1],bottom:u[1],left:u[0],right:u[0],writingMode:f,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=0,p=-17,d=0,m=0,g=\"right\"===s?1:\"left\"===s?0:.5,v=0,y=0,x=i;y<x.length;y+=1){var b=x[y];b.trim();var _=b.getMaxScale(),w=24*(_-1),T={positionedGlyphs:[],lineOffset:0};t.positionedLines[v]=T;var k=T.positionedGlyphs,A=0;if(b.length()){for(var M=0;M<b.length();M++){var S=b.getSection(M),E=b.getSectionIndex(M),L=b.getCharCode(M),C=0,P=null,I=null,O=null,z=24,D=!(l===Cl.horizontal||!u&&!Zn(L)||u&&(zl[L]||(Y=L,Yn.Arabic(Y)||Yn[\"Arabic Supplement\"](Y)||Yn[\"Arabic Extended-A\"](Y)||Yn[\"Arabic Presentation Forms-A\"](Y)||Yn[\"Arabic Presentation Forms-B\"](Y))));if(S.imageName){var R=n[S.imageName];if(!R)continue;O=S.imageName,t.iconsInText=t.iconsInText||!0,I=R.paddedRect;var F=R.displaySize;S.scale=24*S.scale/f,P={width:F[0],height:F[1],left:1,top:-3,advance:D?F[1]:F[0]};var B=24-F[1]*S.scale;C=w+B,z=P.advance;var N=D?F[0]*S.scale-24*_:F[1]*S.scale-24*_;N>0&&N>A&&(A=N)}else{var j=r[S.fontStack],U=j&&j[L];if(U&&U.rect)I=U.rect,P=U.metrics;else{var V=e[S.fontStack],H=V&&V[L];if(!H)continue;P=H.metrics}C=24*(_-S.scale)}D?(t.verticalizable=!0,k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=z*S.scale+c):(k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=P.advance*S.scale+c)}if(0!==k.length){var q=h-c;d=Math.max(q,d),Vl(k,0,k.length-1,g,A)}h=0;var G=a*_+A;T.lineOffset=Math.max(A,w),p+=G,m=Math.max(G,m),++v}else p+=a,++v}var Y;var W=p- -17,X=Ul(o),Z=X.horizontalAlign,J=X.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var c=(e-r)*i,u=0;u=a!==o?-s*n- -17:(-n*l+.5)*o;for(var f=0,h=t;f<h.length;f+=1)for(var p=h[f],d=0,m=p.positionedGlyphs;d<m.length;d+=1){var g=m[d];g.x+=c,g.y+=u}})(t.positionedLines,g,Z,J,d,m,a,W,i.length),t.top+=-J*W,t.bottom=t.top+W,t.left+=-Z*d,t.right=t.left+d}(C,e,r,n,g,o,s,l,f,c,h,m),!function(t){for(var e=0,r=t;e<r.length;e+=1){if(0!==r[e].positionedGlyphs.length)return!1}return!0}(L)&&C}Il.fromFeature=function(t,e){for(var r=new Il,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},Il.prototype.length=function(){return this.text.length},Il.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},Il.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},Il.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},Il.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;(!n||!Jn(n)||rl[t[r+1]])&&(!i||!Jn(i)||rl[t[r-1]])&&rl[t[r]]?e+=rl[t[r]]:e+=t[r]}return e}(this.text)},Il.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&zl[this.text.charCodeAt(e)];e++)t++;for(var 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e=this.data,r=this.compare,n=this.length>>1,i=e[t];t<n;){var a=1+(t<<1),o=e[a],s=a+1;if(s<this.length&&r(e[s],o)<0&&(a=s,o=e[s]),r(o,i)>=0)break;e[t]=o,t=a}e[t]=i};var pc=Number.POSITIVE_INFINITY;function dc(t,e){return e[1]!==pc?function(t,e,r){var n=0,i=0;switch(e=Math.abs(e),r=Math.abs(r),t){case\"top-right\":case\"top-left\":case\"top\":i=r-7;break;case\"bottom-right\":case\"bottom-left\":case\"bottom\":i=7-r}switch(t){case\"top-right\":case\"bottom-right\":case\"right\":n=-e;break;case\"top-left\":case\"bottom-left\":case\"left\":n=e}return[n,i]}(t,e[0],e[1]):function(t,e){var r=0,n=0;e<0&&(e=0);var i=e/Math.sqrt(2);switch(t){case\"top-right\":case\"top-left\":n=i-7;break;case\"bottom-right\":case\"bottom-left\":n=7-i;break;case\"bottom\":n=7-e;break;case\"top\":n=e-7}switch(t){case\"top-right\":case\"bottom-right\":r=-i;break;case\"top-left\":case\"bottom-left\":r=i;break;case\"left\":r=e;break;case\"right\":r=-e}return[r,n]}(t,e[0])}function mc(t){switch(t){case\"right\":case\"top-right\":case\"bottom-right\":return\"right\";case\"left\":case\"top-left\":case\"bottom-left\":return\"left\"}return\"center\"}function gc(t,e,r,n,a,o,s,l,c,u,f,h,p,d,m){var g=function(t,e,r,n,a,o,s,l){for(var c=n.layout.get(\"text-rotate\").evaluate(o,{})*Math.PI/180,u=[],f=0,h=e.positionedLines;f<h.length;f+=1)for(var p=h[f],d=0,m=p.positionedGlyphs;d<m.length;d+=1){var g=m[d];if(g.rect){var v=g.rect||{},y=4,x=!0,b=1,_=0,w=(a||l)&&g.vertical,T=g.metrics.advance*g.scale/2;if(l&&e.verticalizable){var k=24*(g.scale-1),A=(24-g.metrics.width*g.scale)/2;_=p.lineOffset/2-(g.imageName?-A:k)}if(g.imageName){var M=s[g.imageName];x=M.sdf,y=1/(b=M.pixelRatio)}var S=a?[g.x+T,g.y]:[0,0],E=a?[0,0]:[g.x+T+r[0],g.y+r[1]-_],L=[0,0];w&&(L=E,E=[0,0]);var C=(g.metrics.left-y)*g.scale-T+E[0],P=(-g.metrics.top-y)*g.scale+E[1],I=C+v.w*g.scale/b,O=P+v.h*g.scale/b,z=new i(C,P),D=new i(I,P),R=new i(C,O),F=new i(I,O);if(w){var B=new i(-T,T- -17),N=-Math.PI/2,j=12-T,U=g.imageName?j:0,V=new i(22-j,-U),H=new(Function.prototype.bind.apply(i,[null].concat(L)));z._rotateAround(N,B)._add(V)._add(H),D._rotateAround(N,B)._add(V)._add(H),R._rotateAround(N,B)._add(V)._add(H),F._rotateAround(N,B)._add(V)._add(H)}if(c){var q=Math.sin(c),G=Math.cos(c),Y=[G,-q,q,G];z._matMult(Y),D._matMult(Y),R._matMult(Y),F._matMult(Y)}var W=new i(0,0),X=new i(0,0);u.push({tl:z,tr:D,bl:R,br:F,tex:v,writingMode:e.writingMode,glyphOffset:S,sectionIndex:g.sectionIndex,isSDF:x,pixelOffsetTL:W,pixelOffsetBR:X,minFontScaleX:0,minFontScaleY:0})}}return u}(0,r,l,a,o,s,n,t.allowVerticalPlacement),v=t.textSizeData,y=null;\"source\"===v.kind?(y=[128*a.layout.get(\"text-size\").evaluate(s,{})])[0]>32640&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'):\"composite\"===v.kind&&((y=[128*d.compositeTextSizes[0].evaluate(s,{},m),128*d.compositeTextSizes[1].evaluate(s,{},m)])[0]>32640||y[1]>32640)&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'),t.addSymbols(t.text,g,y,l,o,s,u,e,c.lineStartIndex,c.lineLength,p,m);for(var x=0,b=f;x<b.length;x+=1){h[b[x]]=t.text.placedSymbolArray.length-1}return 4*g.length}function vc(t){for(var e in t)return t[e];return null}function yc(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var xc=Ls.VectorTileFeature.types,bc=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function _c(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=s?Math.min(32640,Math.round(s[0])):0,d=s?Math.min(32640,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*c,16*u,256*f,256*h)}function wc(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function Tc(t){for(var e=0,r=t.sections;e<r.length;e+=1){if($n(r[e].text))return!0}return!1}var kc=function(t){this.layoutVertexArray=new Ni,this.indexArray=new Yi,this.programConfigurations=t,this.segments=new pa,this.dynamicLayoutVertexArray=new ji,this.opacityVertexArray=new Ui,this.placedSymbolArray=new aa};kc.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},kc.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Js.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Ks.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,bc,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},kc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},Nn(\"SymbolBuffers\",kc);var Ac=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new pa,this.collisionVertexArray=new Gi};Ac.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,Qs.members,!0)},Ac.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},Nn(\"CollisionBuffers\",Ac);var Mc=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=ho([]),this.placementViewportMatrix=ho([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Gl(this.zoom,e[\"text-size\"]),this.iconSizeData=Gl(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&(r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\")),\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return Cl[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};Mc.prototype.createArrays=function(){this.text=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new la,this.lineVertexArray=new ca,this.symbolInstances=new sa},Mc.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=rl[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},Mc.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof ne&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),c=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,u=i.get(\"symbol-sort-key\");if(this.features=[],l||c){for(var f=e.iconDependencies,h=e.glyphDependencies,p=e.availableImages,d=new pi(this.zoom),m=0,g=t;m<g.length;m+=1){var v=g[m],y=v.feature,x=v.id,b=v.index,_=v.sourceLayerIndex,w=n._featureFilter.needGeometry,T={type:y.type,id:x,properties:y.properties,geometry:w?Ya(y):[]};if(n._featureFilter.filter(d,T,r)){w||(T.geometry=Ya(y));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=ne.factory(A);Tc(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===ui()||this.hasRTLText&&hi.isParsed())&&(k=el(M,n,T))}var S=void 0;if(c){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof ie?E:ie.fromString(E)}if(k||S){var L=this.sortFeaturesByKey?u.evaluate(T,{},r):void 0,C={id:x,text:k,icon:S,index:b,sourceLayerIndex:_,geometry:Ya(y),properties:y.properties,type:xc[y.type],sortKey:L};if(this.features.push(C),S&&(f[S.name]=!0),k){var P=a.evaluate(T,{},r).join(\",\"),I=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(Cl.vertical)>=0;for(var O=0,z=k.sections;O<z.length;O+=1){var D=z[O];if(D.image)f[D.image.name]=!0;else{var R=Wn(k.toString()),F=D.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(D.text,B,I,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var c=0;c<t.length;c++){var u=t[c],f=u.geometry,h=u.text?u.text.toString():null;if(h){var p=l(h,f),d=l(h,f,!0);if(p in r&&d in e&&r[p]!==e[d]){var m=s(p,d,f),g=o(p,d,n[m].geometry);delete e[p],delete r[d],r[l(h,n[g].geometry,!0)]=g,n[m].geometry=null}else p in r?o(p,d,f):d in e?s(p,d,f):(a(c),e[p]=i-1,r[d]=i-1)}else a(c)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},Mc.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},Mc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},Mc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},Mc.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},Mc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},Mc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},Mc.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var c=a[l];this.lineVertexArray.emplaceBack(c.x,c.y,c.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},Mc.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,h,a.sortKey),m=this.glyphOffsetArray.length,g=d.vertexLength,v=this.allowVerticalPlacement&&o===Cl.vertical?Math.PI/2:0,y=a.text&&a.text.sections,x=0;x<e.length;x++){var b=e[x],_=b.tl,w=b.tr,T=b.bl,k=b.br,A=b.tex,M=b.pixelOffsetTL,S=b.pixelOffsetBR,E=b.minFontScaleX,L=b.minFontScaleY,C=b.glyphOffset,P=b.isSDF,I=b.sectionIndex,O=d.vertexLength,z=C[1];_c(p,s.x,s.y,_.x,z+_.y,A.x,A.y,r,P,M.x,M.y,E,L),_c(p,s.x,s.y,w.x,z+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),_c(p,s.x,s.y,T.x,z+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),_c(p,s.x,s.y,k.x,z+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),wc(t.dynamicLayoutVertexArray,s,v),h.emplaceBack(O,O+1,O+2),h.emplaceBack(O+1,O+2,O+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(C[0]),x!==e.length-1&&I===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},f,y&&y[I])}t.placedSymbolArray.emplaceBack(s.x,s.y,m,this.glyphOffsetArray.length-m,g,l,c,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,u)},Mc.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},Mc.prototype.addCollisionDebugVertices=function(t,e,r,n,a,o,s){var l=a.segments.prepareSegment(4,a.layoutVertexArray,a.indexArray),c=l.vertexLength,u=a.layoutVertexArray,f=a.collisionVertexArray,h=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(u,f,o,h,p,new i(t,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,n)),this._addCollisionDebugVertex(u,f,o,h,p,new i(t,n)),l.vertexLength+=4;var d=a.indexArray;d.emplaceBack(c,c+1),d.emplaceBack(c+1,c+2),d.emplaceBack(c+2,c+3),d.emplaceBack(c+3,c),l.primitiveLength+=4},Mc.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,c=a.y2;this.addCollisionDebugVertices(o,s,l,c,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},Mc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new Ac(Hi,$s.members,Qi),this.iconCollisionBox=new Ac(Hi,$s.members,Qi);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},Mc.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var c={},u=e;u<r;u++){var f=t.get(u);c.textBox={x1:f.x1,y1:f.y1,x2:f.x2,y2:f.y2,anchorPointX:f.anchorPointX,anchorPointY:f.anchorPointY},c.textFeatureIndex=f.featureIndex;break}for(var h=n;h<i;h++){var p=t.get(h);c.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},c.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var m=t.get(d);c.iconBox={x1:m.x1,y1:m.y1,x2:m.x2,y2:m.y2,anchorPointX:m.anchorPointX,anchorPointY:m.anchorPointY},c.iconFeatureIndex=m.featureIndex;break}for(var g=s;g<l;g++){var v=t.get(g);c.verticalIconBox={x1:v.x1,y1:v.y1,x2:v.x2,y2:v.y2,anchorPointX:v.anchorPointX,anchorPointY:v.anchorPointY},c.verticalIconFeatureIndex=v.featureIndex;break}return c},Mc.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},Mc.prototype.hasTextData=function(){return this.text.segments.get().length>0},Mc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},Mc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},Mc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},Mc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},Mc.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},Mc.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},Mc.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},Mc.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},Nn(\"SymbolBucket\",Mc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),Mc.MAX_GLYPHS=65535,Mc.addDynamicAttributes=wc;var Sc=new Si({\"symbol-placement\":new wi(Lt.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new wi(Lt.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new wi(Lt.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Ti(Lt.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new wi(Lt.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new wi(Lt.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new wi(Lt.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new wi(Lt.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new wi(Lt.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Ti(Lt.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new wi(Lt.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new wi(Lt.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Ti(Lt.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Ti(Lt.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new wi(Lt.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new wi(Lt.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Ti(Lt.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Ti(Lt.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new wi(Lt.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new wi(Lt.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new wi(Lt.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Ti(Lt.layout_symbol[\"text-field\"]),\"text-font\":new Ti(Lt.layout_symbol[\"text-font\"]),\"text-size\":new Ti(Lt.layout_symbol[\"text-size\"]),\"text-max-width\":new Ti(Lt.layout_symbol[\"text-max-width\"]),\"text-line-height\":new wi(Lt.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Ti(Lt.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Ti(Lt.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Ti(Lt.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new wi(Lt.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Ti(Lt.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new wi(Lt.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new wi(Lt.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Ti(Lt.layout_symbol[\"text-rotate\"]),\"text-padding\":new wi(Lt.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new wi(Lt.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Ti(Lt.layout_symbol[\"text-transform\"]),\"text-offset\":new Ti(Lt.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new wi(Lt.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new wi(Lt.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new wi(Lt.layout_symbol[\"text-optional\"])}),Ec={paint:new Si({\"icon-opacity\":new Ti(Lt.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Ti(Lt.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Ti(Lt.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Ti(Lt.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Ti(Lt.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new wi(Lt.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new wi(Lt.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Ti(Lt.paint_symbol[\"text-opacity\"]),\"text-color\":new Ti(Lt.paint_symbol[\"text-color\"],{runtimeType:Ut,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Ti(Lt.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Ti(Lt.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Ti(Lt.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new wi(Lt.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new wi(Lt.paint_symbol[\"text-translate-anchor\"])}),layout:Sc},Lc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Ft,this.defaultValue=t};Lc.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},Lc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},Lc.prototype.outputDefined=function(){return!1},Lc.prototype.serialize=function(){return null},Nn(\"FormatSectionOverride\",Lc,{omit:[\"defaultValue\"]});var Cc=function(t){function e(e){t.call(this,e,Ec)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||Yr(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new Mc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=Ec.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i=this.paint.get(n),a=new Lc(i),o=new Gr(a,i.property.specification),s=null;s=\"constant\"===i.value.kind||\"source\"===i.value.kind?new Xr(\"source\",o):new Zr(\"composite\",o,i.value.zoomStops,i.value._interpolationType),this.paint._values[n]=new bi(i.property,s,i.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=Ec.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof ne)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof ce&&se(t.value)===Gt){var e=t.value;a(e.sections)}else t instanceof pe?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Ei),Pc={paint:new Si({\"background-color\":new wi(Lt.paint_background[\"background-color\"]),\"background-pattern\":new Ai(Lt.paint_background[\"background-pattern\"]),\"background-opacity\":new wi(Lt.paint_background[\"background-opacity\"])})},Ic=function(t){function e(e){t.call(this,e,Pc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei),Oc={paint:new Si({\"raster-opacity\":new wi(Lt.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new wi(Lt.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new wi(Lt.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new wi(Lt.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new wi(Lt.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new wi(Lt.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new wi(Lt.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new wi(Lt.paint_raster[\"raster-fade-duration\"])})},zc=function(t){function e(e){t.call(this,e,Oc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei);var Dc=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}(Ei),Rc={circle:_o,heatmap:Po,hillshade:Oo,fill:xs,\"fill-extrusion\":Fs,line:Xs,symbol:Cc,background:Ic,raster:zc};var Fc=self.HTMLImageElement,Bc=self.HTMLCanvasElement,Nc=self.HTMLVideoElement,jc=self.ImageData,Uc=self.ImageBitmap,Vc=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Vc.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},c=l.x,u=l.y;t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texSubImage2D(s.TEXTURE_2D,0,c,u,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,c,u,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Vc.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},Vc.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Vc.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Hc=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};Hc.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},Hc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var qc=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},m([\"receive\",\"process\"],this),this.invoker=new Hc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=k()?t:self};function Gc(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}qc.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=S(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:Hn(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},qc.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else k()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},qc.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},qc.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(qn(e.error)):n(null,qn(e.data)))}else{var i=!1,a=S(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?Hn(e):null,data:Hn(n,a)},a)}:function(t){i=!0},s=null,l=qn(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var c=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,c[0],l.source)[c[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},qc.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Yc=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Yc.prototype.setNorthEast=function(t){return this._ne=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.setSouthWest=function(t){return this._sw=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Wc)e=t,r=t;else{if(!(t instanceof Yc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Yc.convert(a))}var o=t;return this.extend(Wc.convert(o))}return this}if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new Wc(e.lng,e.lat),this._ne=new Wc(r.lng,r.lat)),this},Yc.prototype.getCenter=function(){return new Wc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Yc.prototype.getSouthWest=function(){return this._sw},Yc.prototype.getNorthEast=function(){return this._ne},Yc.prototype.getNorthWest=function(){return new Wc(this.getWest(),this.getNorth())},Yc.prototype.getSouthEast=function(){return new Wc(this.getEast(),this.getSouth())},Yc.prototype.getWest=function(){return this._sw.lng},Yc.prototype.getSouth=function(){return this._sw.lat},Yc.prototype.getEast=function(){return this._ne.lng},Yc.prototype.getNorth=function(){return this._ne.lat},Yc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Yc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Yc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Yc.prototype.contains=function(t){var e=Wc.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Yc.convert=function(t){return!t||t instanceof Yc?t:new Yc(t)};var Wc=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};Wc.prototype.wrap=function(){return new Wc(c(this.lng,-180,180),this.lat)},Wc.prototype.toArray=function(){return[this.lng,this.lat]},Wc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Wc.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return 6371008.8*Math.acos(Math.min(i,1))},Wc.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Yc(new Wc(this.lng-r,this.lat-e),new Wc(this.lng+r,this.lat+e))},Wc.convert=function(t){if(t instanceof Wc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Wc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Wc(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var Xc=2*Math.PI*6371008.8;function Zc(t){return Xc*Math.cos(t*Math.PI/180)}function Jc(t){return(180+t)/360}function Kc(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Qc(t,e){return t/Zc(e)}function $c(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var tu=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};tu.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Wc.convert(t);return new tu(Jc(r.lng),Kc(r.lat),Qc(e,r.lat))},tu.prototype.toLngLat=function(){return new Wc(360*this.x-180,$c(this.y))},tu.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Zc($c(e));var t,e},tu.prototype.meterInMercatorCoordinateUnits=function(){return 1/Xc*(t=$c(this.y),1/Math.cos(t*Math.PI/180));var t};var eu=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=iu(0,t,t,e,r)};eu.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},eu.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Gc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Gc(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},eu.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new i(8192*(t.x*e-this.x),8192*(t.y*e-this.y))},eu.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var ru=function(t,e){this.wrap=t,this.canonical=e,this.key=iu(t,e.z,e.z,e.x,e.y)},nu=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new eu(r,+n,+i),this.key=iu(e,t,r,n,i)};function iu(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}nu.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},nu.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new nu(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new nu(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},nu.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?iu(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):iu(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},nu.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},nu.prototype.children=function(t){if(this.overscaledZ>=t)return[new nu(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new nu(e,this.wrap,e,r,n),new nu(e,this.wrap,e,r+1,n),new nu(e,this.wrap,e,r,n+1),new nu(e,this.wrap,e,r+1,n+1)]},nu.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},nu.prototype.wrapped=function(){return new nu(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.unwrapTo=function(t){return new nu(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},nu.prototype.toUnwrapped=function(){return new ru(this.wrap,this.canonical)},nu.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},nu.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new tu(t.x-this.wrap,t.y))},Nn(\"CanonicalTileID\",eu),Nn(\"OverscaledTileID\",nu,{omit:[\"posMatrix\"]});var au=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return _('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};au.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},au.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},au.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},au.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},au.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},au.prototype.getPixels=function(){return new Eo({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},au.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,c=a;c<o;c++)for(var u=n;u<i;u++)this.data[this._idx(u,c)]=t.data[this._idx(u+s,c+l)]},Nn(\"DEMData\",au);var ou=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};ou.prototype.encode=function(t){return this._stringToNumber[t]},ou.prototype.decode=function(t){return this._numberToString[t]};var su=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},lu={geometry:{configurable:!0}};lu.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},lu.geometry.set=function(t){this._geometry=t},su.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(su.prototype,lu);var cu=function(){this.state={},this.stateChanges={},this.deletedStates={}};cu.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},u(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r){this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]}},cu.prototype.removeFeatureState=function(t,e,r){if(!(null===this.deletedStates[t])){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e){if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null}else this.deletedStates[t]=null}},cu.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=u({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},cu.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},cu.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),u(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var c in this.deletedStates[o]){if(null===this.deletedStates[o][c])this.state[o][c]={};else for(var f=0,h=Object.keys(this.deletedStates[o][c]);f<h.length;f+=1){var p=h[f];delete this.state[o][c][p]}s[c]=this.state[o][c]}r[o]=r[o]||{},u(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t){t[d].setFeatureState(r,e)}};var uu=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new zn(8192,16,0),this.grid3D=new zn(8192,16,0),this.featureIndexArray=new fa,this.promoteId=e};function fu(t,e,r,n,i){return v(t,(function(t,a){var o=e instanceof _i?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function hu(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function pu(t,e){return e-t}uu.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var c=e[l],u=[1/0,1/0,-1/0,-1/0],f=0;f<c.length;f++){var h=c[f];u[0]=Math.min(u[0],h.x),u[1]=Math.min(u[1],h.y),u[2]=Math.max(u[2],h.x),u[3]=Math.max(u[3],h.y)}u[0]<8192&&u[1]<8192&&u[2]>=0&&u[3]>=0&&s.insert(o,u[0],u[1],u[2],u[3])}},uu.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new Ls.VectorTile(new al(this.rawTileData)).layers,this.sourceLayerCoder=new ou(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},uu.prototype.query=function(t,e,r,n){var a=this;this.loadVTLayers();for(var o=t.params||{},s=8192/t.tileSize/t.scale,l=sn(o.filter),c=t.queryGeometry,u=t.queryPadding*s,f=hu(c),h=this.grid.query(f.minX-u,f.minY-u,f.maxX+u,f.maxY+u),p=hu(t.cameraQueryGeometry),d=this.grid3D.query(p.minX-u,p.minY-u,p.maxX+u,p.maxY+u,(function(e,r,n,a){return function(t,e,r,n,a){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&a>=l.y)return!0}var c=[new i(e,r),new i(e,a),new i(n,a),new i(n,r)];if(t.length>2)for(var u=0,f=c;u<f.length;u+=1){if(io(t,f[u]))return!0}for(var h=0;h<t.length-1;h++){if(ao(t[h],t[h+1],c))return!0}return!1}(t.cameraQueryGeometry,e-u,r-u,n+u,a+u)})),m=0,g=d;m<g.length;m+=1){var v=g[m];h.push(v)}h.sort(pu);for(var y,x={},b=function(i){var u=h[i];if(u!==y){y=u;var f=a.featureIndexArray.get(u),p=null;a.loadMatchingFeature(x,f.bucketIndex,f.sourceLayerIndex,f.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=Ya(e)),r.queryIntersectsFeature(c,e,n,p,a.z,t.transform,s,t.pixelPosMatrix)}))}},_=0;_<h.length;_++)b(_);return x},uu.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,c,u){var f=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,f)){var h=this.sourceLayerCoder.decode(r),p=this.vtLayers[h].feature(n);if(i.filter(new pi(this.tileID.overscaledZ),p))for(var d=this.getId(p,h),m=0;m<f.length;m++){var g=f[m];if(!(a&&a.indexOf(g)<0)){var v=s[g];if(v){var y={};void 0!==d&&c&&(y=c.getState(v.sourceLayer||\"_geojsonTileLayer\",d));var x=l[g];x.paint=fu(x.paint,v.paint,p,y,o),x.layout=fu(x.layout,v.layout,p,y,o);var b=!u||u(p,v,y);if(b){var _=new su(p,this.z,this.x,this.y,d);_.layer=x;var w=t[g];void 0===w&&(w=t[g]=[]),w.push({featureIndex:n,feature:_,intersectionZ:b})}}}}}},uu.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var c=sn(i),u=0,f=t;u<f.length;u+=1){var h=f[u];this.loadMatchingFeature(l,r,n,h,c,a,o,s,e)}return l},uu.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1){if(t===i[n])return!0}return!1},uu.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},Nn(\"FeatureIndex\",uu,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var du=function(t,e){this.tileID=t,this.uid=h(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};du.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<R.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},du.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},du.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof Mc){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof Mc&&o.hasRTLText){this.hasRTLText=!0,hi.isLoading()||hi.isLoaded()||\"deferred\"!==ui()||fi();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new na},du.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},du.prototype.getBucket=function(t){return this.buckets[t.id]},du.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Vc(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Vc(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},du.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},du.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,c){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:c,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},du.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=sn(e&&e.filter),s=this.tileID.canonical,l=s.z,c=s.x,u=s.y,f={z:l,x:c,y:u},h=0;h<a.length;h++){var p=a.feature(h);if(o.filter(new pi(this.tileID.overscaledZ),p)){var d=r.getId(p,i),m=new su(p,l,c,u,d);m.tile=f,t.push(m)}}}},du.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},du.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},du.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=A(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},du.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)},du.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},du.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},du.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<R.now()},du.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},du.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=R.now()+t},du.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){r[i[n]]=!0}this.dependencies[t]=r},du.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1){if(a[s[o]])return!0}}return!1};var 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r},t.makeRequest=yt,t.mapObject=v,t.mercatorXfromLng=Jc,t.mercatorYfromLat=Kc,t.mercatorZfromAltitude=Qc,t.mul=mo,t.multiply=po,t.mvt=Ls,t.normalize=function(t,e){var r=e[0],n=e[1],i=e[2],a=r*r+n*n+i*i;return a>0&&(a=1/Math.sqrt(a)),t[0]=e[0]*a,t[1]=e[1]*a,t[2]=e[2]*a,t},t.number=qe,t.offscreenCanvasSupported=pt,t.ortho=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t},t.parseGlyphPBF=function(t){return new al(t).readFields(Tl,[])},t.pbf=al,t.performSymbolLayout=function(t,e,r,n,i,a,o){t.createArrays();var s=512*t.overscaling;t.tilePixelRatio=8192/s,t.compareText={},t.iconsNeedLinear=!1;var l=t.layers[0].layout,c=t.layers[0]._unevaluatedLayout._values,u={};if(\"composite\"===t.textSizeData.kind){var f=t.textSizeData,h=f.minZoom,p=f.maxZoom;u.compositeTextSizes=[c[\"text-size\"].possiblyEvaluate(new 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g=(c+1)%2;(0===c?r-i<=d:n-i<=m)&&(o.push(f),o.push(p-1),o.push(g)),(0===c?r+i>=d:n+i>=m)&&(o.push(p+1),o.push(u),o.push(g))}}return s}(this.ids,this.coords,t,e,r,this.nodeSize)};var j={minZoom:0,maxZoom:16,radius:40,extent:512,nodeSize:64,log:!1,generateId:!1,reduce:null,map:function(t){return t}},U=function(t){this.options=X(Object.create(j),t),this.trees=new Array(this.options.maxZoom+1)};function V(t,e,r,n,i){return{x:t,y:e,zoom:1/0,id:r,parentId:-1,numPoints:n,properties:i}}function H(t,e){var r=t.geometry.coordinates,n=r[0],i=r[1];return{x:Y(n),y:W(i),zoom:1/0,index:e,parentId:-1}}function q(t){return{type:\"Feature\",id:t.id,properties:G(t),geometry:{type:\"Point\",coordinates:[(n=t.x,360*(n-.5)),(e=t.y,r=(180-360*e)*Math.PI/180,360*Math.atan(Math.exp(r))/Math.PI-90)]}};var e,r,n}function G(t){var e=t.numPoints,r=e>=1e4?Math.round(e/1e3)+\"k\":e>=1e3?Math.round(e/100)/10+\"k\":e;return 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r=0;r<e.length;r+=3)t.minX=Math.min(t.minX,e[r]),t.minY=Math.min(t.minY,e[r+1]),t.maxX=Math.max(t.maxX,e[r]),t.maxY=Math.max(t.maxY,e[r+1])}function tt(t,e,r,n){if(e.geometry){var i=e.geometry.coordinates,a=e.geometry.type,o=Math.pow(r.tolerance/((1<<r.maxZoom)*r.extent),2),s=[],l=e.id;if(r.promoteId?l=e.properties[r.promoteId]:r.generateId&&(l=n||0),\"Point\"===a)et(i,s);else if(\"MultiPoint\"===a)for(var c=0;c<i.length;c++)et(i[c],s);else if(\"LineString\"===a)rt(i,s,o,!1);else if(\"MultiLineString\"===a){if(r.lineMetrics){for(c=0;c<i.length;c++)s=[],rt(i[c],s,o,!1),t.push(Q(l,\"LineString\",s,e.properties));return}nt(i,s,o,!1)}else if(\"Polygon\"===a)nt(i,s,o,!0);else{if(\"MultiPolygon\"!==a){if(\"GeometryCollection\"===a){for(c=0;c<e.geometry.geometries.length;c++)tt(t,{id:l,geometry:e.geometry.geometries[c],properties:e.properties},r,n);return}throw new Error(\"Input data is not a valid GeoJSON object.\")}for(c=0;c<i.length;c++){var 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u=t[c],f=u.geometry,h=u.type,p=0===i?u.minX:u.minY,d=0===i?u.maxX:u.maxY;if(p>=r&&d<n)l.push(u);else if(!(d<r||p>=n)){var m=[];if(\"Point\"===h||\"MultiPoint\"===h)st(f,m,r,n,i);else if(\"LineString\"===h)lt(f,m,r,n,i,!1,s.lineMetrics);else if(\"MultiLineString\"===h)ut(f,m,r,n,i,!1);else if(\"Polygon\"===h)ut(f,m,r,n,i,!0);else if(\"MultiPolygon\"===h)for(var g=0;g<f.length;g++){var v=[];ut(f[g],v,r,n,i,!0),v.length&&m.push(v)}if(m.length){if(s.lineMetrics&&\"LineString\"===h){for(g=0;g<m.length;g++)l.push(Q(u.id,h,m[g],u.tags));continue}\"LineString\"!==h&&\"MultiLineString\"!==h||(1===m.length?(h=\"LineString\",m=m[0]):h=\"MultiLineString\"),\"Point\"!==h&&\"MultiPoint\"!==h||(h=3===m.length?\"Point\":\"MultiPoint\"),l.push(Q(u.id,h,m,u.tags))}}}return l.length?l:null}function st(t,e,r,n,i){for(var a=0;a<t.length;a+=3){var o=t[a+i];o>=r&&o<=n&&(e.push(t[a]),e.push(t[a+1]),e.push(t[a+2]))}}function lt(t,e,r,n,i,a,o){for(var 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r=[],n=0;n<t.length;n++){var i,a=t[n],o=a.type;if(\"Point\"===o||\"MultiPoint\"===o||\"LineString\"===o)i=mt(a.geometry,e);else if(\"MultiLineString\"===o||\"Polygon\"===o){i=[];for(var s=0;s<a.geometry.length;s++)i.push(mt(a.geometry[s],e))}else if(\"MultiPolygon\"===o)for(i=[],s=0;s<a.geometry.length;s++){for(var l=[],c=0;c<a.geometry[s].length;c++)l.push(mt(a.geometry[s][c],e));i.push(l)}r.push(Q(a.id,o,i,a.tags))}return r}function mt(t,e){var r=[];r.size=t.size,void 0!==t.start&&(r.start=t.start,r.end=t.end);for(var n=0;n<t.length;n+=3)r.push(t[n]+e,t[n+1],t[n+2]);return r}function gt(t,e){if(t.transformed)return t;var r,n,i,a=1<<t.z,o=t.x,s=t.y;for(r=0;r<t.features.length;r++){var l=t.features[r],c=l.geometry,u=l.type;if(l.geometry=[],1===u)for(n=0;n<c.length;n+=2)l.geometry.push(vt(c[n],c[n+1],e,a,o,s));else for(n=0;n<c.length;n++){var f=[];for(i=0;i<c[n].length;i+=2)f.push(vt(c[n][i],c[n][i+1],e,a,o,s));l.geometry.push(f)}}return t.transformed=!0,t}function 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u={},e.tags)u[f]=e.tags[f];u.mapbox_clip_start=i.start/i.size,u.mapbox_clip_end=i.end/i.size}var h={geometry:o,type:\"Polygon\"===a||\"MultiPolygon\"===a?3:\"LineString\"===a||\"MultiLineString\"===a?2:1,tags:u};null!==e.id&&(h.id=e.id),t.features.push(h)}}function bt(t,e,r,n,i,a){var o=n*n;if(n>0&&e.size<(i?o:n))r.numPoints+=e.length/3;else{for(var s=[],l=0;l<e.length;l+=3)(0===n||e[l+2]>o)&&(r.numSimplified++,s.push(e[l]),s.push(e[l+1])),r.numPoints++;i&&function(t,e){for(var r=0,n=0,i=t.length,a=i-2;n<i;a=n,n+=2)r+=(t[n]-t[a])*(t[n+1]+t[a+1]);if(r>0===e)for(n=0,i=t.length;n<i/2;n+=2){var o=t[n],s=t[n+1];t[n]=t[i-2-n],t[n+1]=t[i-1-n],t[i-2-n]=o,t[i-1-n]=s}}(s,a),t.push(s)}}function _t(t,e){var r=(e=this.options=function(t,e){for(var r in e)t[r]=e[r];return t}(Object.create(this.options),e)).debug;if(r&&console.time(\"preprocess data\"),e.maxZoom<0||e.maxZoom>24)throw new Error(\"maxZoom should be in the 0-24 range\");if(e.promoteId&&e.generateId)throw new Error(\"promoteId and generateId cannot be used together.\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)tt(r,t.features[n],e,n);else\"Feature\"===t.type?tt(r,t,e):tt(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),(n=function(t,e){var r=e.buffer/e.extent,n=t,i=ot(t,1,-1-r,r,0,-1,2,e),a=ot(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=ot(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=dt(i,1).concat(n)),a&&(n=n.concat(dt(a,-1)))),n}(n,e)).length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}function wt(t,e,r){return 32*((1<<t)*r+e)+t}function Tt(t,e){var r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new g(n.features),a=_(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}U.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(H(t[l],l));this.trees[i+1]=new N(s,Z,J,a,Float32Array),r&&console.timeEnd(o);for(var c=i;c>=n;c--){var u=+Date.now();s=this._cluster(s,c),this.trees[c]=new N(s,Z,J,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",c,s.length,+Date.now()-u)}return r&&console.timeEnd(\"total time\"),this},U.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],c=[],u=0,f=l.range(Y(r),W(a),Y(i),W(n));u<f.length;u+=1){var h=f[u],p=l.points[h];c.push(p.numPoints?q(p):this.points[p.index])}return c},U.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,c=i.within(a.x,a.y,o);l<c.length;l+=1){var u=c[l],f=i.points[u];f.parentId===t&&s.push(f.numPoints?q(f):this.points[f.index])}if(0===s.length)throw new Error(n);return s},U.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},U.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,c=(r+1+s)/i,u={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,c),n.points,e,r,i,u),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,c),n.points,i,r,i,u),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,c),n.points,-1,r,i,u),u.features.length?u:null},U.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},U.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},U.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],c=l.numPoints,u={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:c?G(l):this.points[l.index].properties},f=void 0;c?f=l.id:this.options.generateId?f=l.index:this.points[l.index].id&&(f=this.points[l.index].id),void 0!==f&&(u.id=f),a.features.push(u)}},U.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(t,this.options.maxZoom+1))},U.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=i/(a*Math.pow(2,e)),l=0;l<t.length;l++){var c=t[l];if(!(c.zoom<=e)){c.zoom=e;for(var u=this.trees[e+1],f=u.within(c.x,c.y,s),h=c.numPoints||1,p=c.x*h,d=c.y*h,m=o&&h>1?this._map(c,!0):null,g=(l<<5)+(e+1)+this.points.length,v=0,y=f;v<y.length;v+=1){var x=y[v],b=u.points[x];if(!(b.zoom<=e)){b.zoom=e;var _=b.numPoints||1;p+=b.x*_,d+=b.y*_,h+=_,b.parentId=g,o&&(m||(m=this._map(c,!0)),o(m,this._map(b)))}}1===h?r.push(c):(c.parentId=g,r.push(V(p/h,d/h,g,h,m)))}}return r},U.prototype._getOriginId=function(t){return t-this.points.length>>5},U.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},U.prototype._map=function(t,e){if(t.numPoints)return e?X({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?X({},n):n},_t.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},_t.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,c=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var u=1<<e,f=wt(e,r,n),h=this.tiles[f];if(!h&&(c>1&&console.time(\"creation\"),h=this.tiles[f]=yt(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),c)){c>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,h.numFeatures,h.numPoints,h.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(h.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||h.numPoints<=l.indexMaxPoints)continue;if(h.source=null,0!==t.length){c>1&&console.time(\"clipping\");var m,g,v,y,x,b,_=.5*l.buffer/l.extent,w=.5-_,T=.5+_,k=1+_;m=g=v=y=null,x=ot(t,u,r-_,r+T,0,h.minX,h.maxX,l),b=ot(t,u,r+w,r+k,0,h.minX,h.maxX,l),t=null,x&&(m=ot(x,u,n-_,n+T,1,h.minY,h.maxY,l),g=ot(x,u,n+w,n+k,1,h.minY,h.maxY,l),x=null),b&&(v=ot(b,u,n-_,n+T,1,h.minY,h.maxY,l),y=ot(b,u,n+w,n+k,1,h.minY,h.maxY,l),b=null),c>1&&console.timeEnd(\"clipping\"),s.push(m||[],e+1,2*r,2*n),s.push(g||[],e+1,2*r,2*n+1),s.push(v||[],e+1,2*r+1,2*n),s.push(y||[],e+1,2*r+1,2*n+1)}}},_t.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=wt(t,e=(e%o+o)%o,r);if(this.tiles[s])return gt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,c=t,u=e,f=r;!l&&c>0;)c--,u=Math.floor(u/2),f=Math.floor(f/2),l=this.tiles[wt(c,u,f)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",c,u,f),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,c,u,f,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?gt(this.tiles[s],i):null):null};var kt=function(e){function r(t,r,n,i){e.call(this,t,r,n,Tt),i&&(this.loadGeoJSON=i)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadData=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),this._pendingCallback=e,this._pendingLoadDataParams=t,this._state&&\"Idle\"!==this._state?this._state=\"NeedsLoadData\":(this._state=\"Coalescing\",this._loadData())},r.prototype._loadData=function(){var e=this;if(this._pendingCallback&&this._pendingLoadDataParams){var r=this._pendingCallback,n=this._pendingLoadDataParams;delete this._pendingCallback,delete this._pendingLoadDataParams;var i=!!(n&&n.request&&n.request.collectResourceTiming)&&new t.RequestPerformance(n.request);this.loadGeoJSON(n,(function(a,o){if(a||!o)return r(a);if(\"object\"!=typeof o)return r(new Error(\"Input data given to '\"+n.source+\"' is not a valid GeoJSON object.\"));f(o,!0);try{e._geoJSONIndex=n.cluster?new U(function(e){var r=e.superclusterOptions,n=e.clusterProperties;if(!n||!r)return r;for(var i={},a={},o={accumulated:null,zoom:0},s={properties:null},l=Object.keys(n),c=0,u=l;c<u.length;c+=1){var f=u[c],h=n[f],p=h[0],d=h[1],m=t.createExpression(d),g=t.createExpression(\"string\"==typeof p?[p,[\"accumulated\"],[\"get\",f]]:p);i[f]=m.value,a[f]=g.value}return r.map=function(t){s.properties=t;for(var e={},r=0,n=l;r<n.length;r+=1){var a=n[r];e[a]=i[a].evaluate(o,s)}return e},r.reduce=function(t,e){s.properties=e;for(var r=0,n=l;r<n.length;r+=1){var i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new _t(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var s={};if(i){var l=i.finish();l&&(s.resourceTiming={},s.resourceTiming[n.source]=JSON.parse(JSON.stringify(l)))}r(null,s)}))}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON 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t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var h=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!t||4===t.length&&(!(t[0]<0||e.data.width<t[0])&&(!(t[1]<0||e.data.height<t[1])&&(!(t[2]<0||e.data.width<t[2])&&(!(t[3]<0||e.data.height<t[3])&&(!(t[2]<t[0])&&!(t[3]<t[1]))))))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,c=l.x+1,u=l.y+1,f=this.images[s].data,h=f.width,p=f.height;t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u},{width:h,height:p}),t.RGBAImage.copy(f,o,{x:0,y:p-1},{x:c,y:u-1},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u+p},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:h-1,y:0},{x:c-1,y:u},{width:1,height:p}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c+h,y:u},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];f(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=g,d=g,m=1e20;function g(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function v(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(y(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(y(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function y(t,e,r,n,i){r[0]=0,n[0]=-m,n[1]=+m;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+m}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}g.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?m:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?m:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(v(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),v(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,(function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1){(0,o[i])(t,e)}delete a.requests[s]}))),l.push((function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})}))}}else e(null,{stack:r,id:i,glyph:o})}),(function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,c=o.glyph;(n[s]||(n[s]={}))[l]=c&&{id:c.id,bitmap:c.bitmap.clone(),metrics:c.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(n)){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new x.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,(function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var b=function(){this.specification=t.styleSpec.light.position};b.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},b.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var _=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new b,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(_),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,\"-transition\")?this._transitionable.setTransition(n.slice(0,-\"-transition\".length),i):this._transitionable.setValue(n,i)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),T=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};T.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},T.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var c=t[l];i=s*r,a=(s+=c)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===c})}return n},T.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=void 0,d=i/r*(n+1);if(l.isDash){var m=n-Math.abs(d);p=Math.sqrt(h*h+m*m)}else p=n-Math.sqrt(h*h+d*d);this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=l.isDash?h:-h;this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var c={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,c},T.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var k=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function A(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}k.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},k.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},k.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},k.Actor=t.Actor;var M=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};M.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},M.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var S=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),E=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({type:\"raster\"},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({type:\"raster-dem\"},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(E),C=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._loaded=!1,this.actor=i.getActor(),this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}}))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(e){if(e)r.fire(new t.ErrorEvent(e));else{var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}})),this},r.prototype.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),P=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),I=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var c=i-r,u=a-n,f=Math.max(c,u),h=Math.max(0,Math.floor(-Math.log(f)/Math.LN2)),p=Math.pow(2,h);return new t.CanonicalTileID(h,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented);var O=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(I),z=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some((function(t){return!Array.isArray(t)||2!==t.length||t.some((function(t){return\"number\"!=typeof t}))}))||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var 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e=this.gl;e.framebufferTexture2D(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0),this.current=t,this.dirty=!1}},e}(_t),Tt=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){if(t!==this.current||this.dirty){this.context.bindFramebuffer.set(this.parent);var e=this.gl;e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_ATTACHMENT,e.RENDERBUFFER,t),this.current=t,this.dirty=!1}},e}(_t),kt=function(t,e,r,n){this.context=t,this.width=e,this.height=r;var i=t.gl,a=this.framebuffer=i.createFramebuffer();this.colorAttachment=new wt(t,a),n&&(this.depthAttachment=new Tt(t,a))};kt.prototype.destroy=function(){var t=this.context.gl,e=this.colorAttachment.get();if(e&&t.deleteTexture(e),this.depthAttachment){var r=this.depthAttachment.get();r&&t.deleteRenderbuffer(r)}t.deleteFramebuffer(this.framebuffer)};var At=function(t,e,r){this.func=t,this.mask=e,this.range=r};At.ReadOnly=!1,At.ReadWrite=!0,At.disabled=new At(519,At.ReadOnly,[0,1]);var Mt=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Mt.disabled=new Mt({func:519,mask:0},0,0,7680,7680,7680);var St=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};St.disabled=new St(St.Replace=[1,0],t.Color.transparent,[!1,!1,!1,!1]),St.unblended=new St(St.Replace,t.Color.transparent,[!0,!0,!0,!0]),St.alphaBlended=new St([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Et=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Et.disabled=new Et(!1,1029,2305),Et.backCCW=new Et(!0,1029,2305);var Lt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new q(this),this.clearDepth=new G(this),this.clearStencil=new Y(this),this.colorMask=new W(this),this.depthMask=new X(this),this.stencilMask=new Z(this),this.stencilFunc=new J(this),this.stencilOp=new K(this),this.stencilTest=new Q(this),this.depthRange=new $(this),this.depthTest=new tt(this),this.depthFunc=new et(this),this.blend=new rt(this),this.blendFunc=new nt(this),this.blendColor=new it(this),this.blendEquation=new at(this),this.cullFace=new ot(this),this.cullFaceSide=new st(this),this.frontFace=new lt(this),this.program=new ct(this),this.activeTexture=new ut(this),this.viewport=new ft(this),this.bindFramebuffer=new ht(this),this.bindRenderbuffer=new pt(this),this.bindTexture=new dt(this),this.bindVertexBuffer=new mt(this),this.bindElementBuffer=new gt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new vt(this),this.pixelStoreUnpack=new yt(this),this.pixelStoreUnpackPremultiplyAlpha=new xt(this),this.pixelStoreUnpackFlipY=new bt(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&(t.getExtension(\"OES_texture_half_float_linear\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\")};Lt.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},Lt.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},Lt.prototype.createIndexBuffer=function(t,e){return new j(this,t,e)},Lt.prototype.createVertexBuffer=function(t,e,r){return new V(this,t,e,r)},Lt.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},Lt.prototype.createFramebuffer=function(t,e,r){return new kt(this,t,e,r)},Lt.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Lt.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},Lt.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},Lt.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},Lt.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,St.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},Lt.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Ct=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new D[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a}(r,n,i,this),this._tiles={},this._cache=new N(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,(function(){}))},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,(function(){}))},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map((function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)})):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter((function(t){return n._source.hasTile(t)})))):i=[];var a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(It(this._source.type)){for(var c={},u={},f=0,h=Object.keys(l);f<h.length;f+=1){var p=h[f],d=l[p],m=this._tiles[p];if(m&&!(m.fadeEndTime&&m.fadeEndTime<=t.browser.now())){var g=this.findLoadedParent(d,o);g&&(this._addTile(g.tileID),c[g.tileID.key]=g.tileID),u[p]=d}}for(var v in this._retainLoadedChildren(u,a,s,l),c)l[v]||(this._coveredTiles[v]=!0,l[v]=c[v])}for(var y in l)this._tiles[y].clearFadeHold();for(var x=0,b=t.keysDifference(this._tiles,l);x<b.length;x+=1){var _=b[x],w=this._tiles[_];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(_)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s={},l=0,c=t;l<c.length;l+=1){var u=c[l],f=this._addTile(u);n[u.key]=u,f.hasData()||e<this._source.maxzoom&&(s[u.key]=u)}this._retainLoadedChildren(s,e,o,n);for(var h=0,p=t;h<p.length;h+=1){var d=p[h],m=this._tiles[d.key];if(!m.hasData()){if(e+1>this._source.maxzoom){var g=d.children(this._source.maxzoom)[0],v=this.getTile(g);if(v&&v.hasData()){n[g.key]=g;continue}}else{var y=d.children(this._source.maxzoom);if(n[y[0].key]&&n[y[1].key]&&n[y[2].key]&&n[y[3].key])continue}for(var x=m.wasRequested(),b=d.overscaledZ-1;b>=a;--b){var _=d.scaledTo(b);if(i[_.key])break;if(i[_.key]=!0,!(m=this.getTile(_))&&x&&(m=this._addTile(_)),m&&(n[_.key]=_,x=m.wasRequested(),m.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout((function(){r._reloadTile(t,\"expired\"),delete r._timers[t]}),n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),c=s.map((function(t){return o.pointCoordinate(t)})),u=this.getIds(),f=1/0,h=1/0,p=-1/0,d=-1/0,m=0,g=c;m<g.length;m+=1){var v=g[m];f=Math.min(f,v.x),h=Math.min(h,v.y),p=Math.max(p,v.x),d=Math.max(d,v.y)}for(var y=function(e){var n=i._tiles[u[e]];if(!n.holdingForFade()){var s=n.tileID,m=Math.pow(2,o.zoom-n.tileID.overscaledZ),g=r*n.queryPadding*t.EXTENT/n.tileSize/m,v=[s.getTilePoint(new t.MercatorCoordinate(f,h)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(v[0].x-g<t.EXTENT&&v[0].y-g<t.EXTENT&&v[1].x+g>=0&&v[1].y+g>=0){var y=l.map((function(t){return s.getTilePoint(t)})),x=c.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:y,cameraQueryGeometry:x,scale:m})}}},x=0;x<u.length;x++)y(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(It(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles){this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\")}this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function Pt(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function It(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function Ot(){return new t.window.Worker(Zi.workerUrl)}Ct.maxOverzooming=10,Ct.maxUnderzooming=3;var zt=\"mapboxgl_preloaded_worker_pool\",Dt=function(){this.active={}};Dt.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Dt.workerCount;)this.workers.push(new Ot);return this.active[t]=!0,this.workers.slice()},Dt.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Dt.prototype.isPreloaded=function(){return!!this.active[zt]},Dt.prototype.numActive=function(){return Object.keys(this.active).length};var Rt,Ft=Math.floor(t.browser.hardwareConcurrency/2);function Bt(){return Rt||(Rt=new Dt),Rt}function Nt(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function jt(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Nt(t[n],e[t[n].ref]));return t}Dt.workerCount=Math.max(Math.min(Ft,6),1);var Ut={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function Vt(t,e,r){r.push({command:Ut.addSource,args:[t,e[t]]})}function Ht(t,e,r){e.push({command:Ut.removeSource,args:[t]}),r[t]=!0}function qt(t,e,r,n){Ht(t,r,n),Vt(t,e,r)}function Gt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Yt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Wt(t){return t.id}function Xt(t,e){return t[e.id]=e,t}function Zt(e,r){if(!e)return[{command:Ut.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:Ut.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:Ut.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:Ut.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:Ut.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:Ut.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:Ut.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:Ut.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:Ut.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:Ut.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||Ht(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Gt(e,r,a)?n.push({command:Ut.setGeoJSONSourceData,args:[a,r[a].data]}):qt(a,r,n,i)):Vt(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:Ut.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,c,u,f=(e=e||[]).map(Wt),h=r.map(Wt),p=e.reduce(Xt,{}),d=r.reduce(Xt,{}),m=f.slice(),g=Object.create(null);for(i=0,a=0;i<f.length;i++)o=f[i],d.hasOwnProperty(o)?a++:(n.push({command:Ut.removeLayer,args:[o]}),m.splice(m.indexOf(o,a),1));for(i=0,a=0;i<h.length;i++)o=h[h.length-1-i],m[m.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:Ut.removeLayer,args:[o]}),m.splice(m.lastIndexOf(o,m.length-a),1)):a++,c=m[m.length-i],n.push({command:Ut.addLayer,args:[d[o],c]}),m.splice(m.length-i,0,o),g[o]=!0);for(i=0;i<h.length;i++)if(s=p[o=h[i]],l=d[o],!g[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(u in Yt(s.layout,l.layout,n,o,null,Ut.setLayoutProperty),Yt(s.paint,l.paint,n,o,null,Ut.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:Ut.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:Ut.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}));for(u in l)l.hasOwnProperty(u)&&!s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}))}else n.push({command:Ut.removeLayer,args:[o]}),c=m[m.lastIndexOf(o)+1],n.push({command:Ut.addLayer,args:[l,c]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:Ut.setStyle,args:[r]}]}return n}var Jt=function(t,e){this.reset(t,e)};Jt.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},Jt.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Kt=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};function Qt(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function $t(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function te(e,r){var n=[e.x,e.y,0,1];fe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ee(t,e){return.5+t/e*.5}function re(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ne(e,r,n,i,a,o,s,l){var c=i?e.textSizeData:e.iconSizeData,u=t.evaluateSizeForZoom(c,n.transform.zoom),f=[256/n.width*2+1,256/n.height*2+1],h=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;h.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,m=n.transform.width/n.transform.height,g=!1,v=0;v<d.length;v++){var y=d.get(v);if(y.hidden||y.writingMode===t.WritingMode.vertical&&!g)ue(y.numGlyphs,h);else{g=!1;var x=[y.anchorX,y.anchorY,0,1];if(t.transformMat4(x,x,r),re(x,f)){var b=x[3],_=ee(n.transform.cameraToCenterDistance,b),w=t.evaluateSizeForFeature(c,u,y),T=s?w/_:w*_,k=new t.Point(y.anchorX,y.anchorY),A=te(k,a).point,M={},S=oe(y,T,!1,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,m);g=S.useVertical,(S.notEnoughRoom||g||S.needsFlipping&&oe(y,T,!0,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,m).notEnoughRoom)&&ue(y.numGlyphs,h)}else ue(y.numGlyphs,h)}}i?e.text.dynamicLayoutVertexBuffer.updateData(h):e.icon.dynamicLayoutVertexBuffer.updateData(h)}function ie(t,e,r,n,i,a,o,s,l,c,u){var f=s.glyphStartIndex+s.numGlyphs,h=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),m=e.getoffsetX(f-1),g=le(t*d,r,n,i,a,o,s.segment,h,p,l,c,u);if(!g)return null;var v=le(t*m,r,n,i,a,o,s.segment,h,p,l,c,u);return v?{first:g,last:v}:null}function ae(e,r,n,i){if(e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i)return{useVertical:!0};return(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function oe(e,r,n,i,a,o,s,l,c,u,f,h,p,d){var m,g=r/24,v=e.lineOffsetX*g,y=e.lineOffsetY*g;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=ie(g,l,v,y,n,f,h,e,c,o,p);if(!w)return{notEnoughRoom:!0};var T=te(w.first.point,s).point,k=te(w.last.point,s).point;if(i&&!n){var A=ae(e.writingMode,T,k,d);if(A)return A}m=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)m.push(le(g*l.getoffsetX(M),v,y,n,f,h,e.segment,b,_,c,o,p));m.push(w.last)}else{if(i&&!n){var S=te(h,a).point,E=e.lineStartIndex+e.segment+1,L=new t.Point(c.getx(E),c.gety(E)),C=te(L,a),P=C.signedDistanceFromCamera>0?C.point:se(h,L,S,1,a),I=ae(e.writingMode,S,P,d);if(I)return I}var O=le(g*l.getoffsetX(e.glyphStartIndex),v,y,n,f,h,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,c,o,p);if(!O)return{notEnoughRoom:!0};m=[O]}for(var z=0,D=m;z<D.length;z+=1){var R=D[z];t.addDynamicAttributes(u,R.point,R.angle)}return{}}function se(t,e,r,n,i){var a=te(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function le(e,r,n,i,a,o,s,l,c,u,f,h){var p=i?e-r:e+r,d=p>0?1:-1,m=0;i&&(d*=-1,m=Math.PI),d<0&&(m+=Math.PI);for(var g=d>0?l+s:l+s+1,v=a,y=a,x=0,b=0,_=Math.abs(p),w=[];x+b<=_;){if((g+=d)<l||g>=c)return null;if(y=v,w.push(v),void 0===(v=h[g])){var T=new t.Point(u.getx(g),u.gety(g)),k=te(T,f);if(k.signedDistanceFromCamera>0)v=h[g]=k.point;else{var A=g-d;v=se(0===x?o:new t.Point(u.getx(A),u.gety(A)),T,y,_-x+1,f)}}x+=b,b=y.dist(v)}var M=(_-x)/b,S=v.sub(y),E=S.mult(M)._add(y);E._add(S._unit()._perp()._mult(n*d));var L=m+Math.atan2(v.y-y.y,v.x-y.x);return w.push(E),{point:E,angle:L,path:w}}Kt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Kt.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},Kt.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},Kt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Kt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Kt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var c=this.circles[3*l],u=this.circles[3*l+1],f=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:c-f,y1:u-f,x2:c+f,y2:u+f})}return a?o.filter(a):o}var h={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,h,a),i?o.length>0:o},Kt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var c=[],u={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,c,u,i),n?c.length>0:c},Kt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Kt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Kt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Kt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,c=this.boxCells[i];if(null!==c)for(var u=this.bboxes,f=0,h=c;f<h.length;f+=1){var p=h[f];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=u[d+2]&&e<=u[d+3]&&r>=u[d+0]&&n>=u[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:u[d],y1:u[d+1],x2:u[d+2],y2:u[d+3]})}}}var m=this.circleCells[i];if(null!==m)for(var g=this.circles,v=0,y=m;v<y.length;v+=1){var x=y[v];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circleAndRectCollide(g[b],g[b+1],g[b+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var _=g[b],w=g[b+1],T=g[b+2];a.push({key:this.circleKeys[x],x1:_-T,y1:w-T,x2:_+T,y2:w+T})}}}},Kt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,c=o.seenUids,u=this.boxCells[i];if(null!==u)for(var f=this.bboxes,h=0,p=u;h<p.length;h+=1){var d=p[h];if(!c.box[d]){c.box[d]=!0;var m=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,f[m+0],f[m+1],f[m+2],f[m+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var g=this.circleCells[i];if(null!==g)for(var v=this.circles,y=0,x=g;y<x.length;y+=1){var b=x[y];if(!c.circle[b]){c.circle[b]=!0;var _=3*b;if(this._circlesCollide(v[_],v[_+1],v[_+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[b])))return a.push(!0),!0}}},Kt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),c=this._convertToYCellCoord(e),u=this._convertToXCellCoord(r),f=this._convertToYCellCoord(n),h=l;h<=u;h++)for(var p=c;p<=f;p++){var d=this.xCellCount*p+h;if(i.call(this,t,e,r,n,d,a,o,s))return}},Kt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Kt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Kt.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},Kt.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var c=(o-i)/2,u=Math.abs(e-(i+c));if(u>c+r)return!1;if(l<=s||u<=c)return!0;var f=l-s,h=u-c;return f*f+h*h<=r*r};var ce=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function ue(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(ce,3*n)}}function fe(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}var he=function(t,e,r){void 0===e&&(e=new Kt(t.width+200,t.height+200,25)),void 0===r&&(r=new Kt(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+100,this.screenBottomBoundary=t.height+100,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function pe(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}he.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,c=t.x2*o+a.point.x,u=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,c,u)||!e&&this.grid.hitTest(s,l,c,u,i)?{box:[],offscreen:!1}:{box:[s,l,c,u],offscreen:this.isOffscreen(s,l,c,u)}},he.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,c,u,f,h,p){var d=[],m=new t.Point(r.anchorX,r.anchorY),g=te(m,o),v=ee(this.transform.cameraToCenterDistance,g.signedDistanceFromCamera),y=(u?a/v:a*v)/t.ONE_EM,x=te(m,s).point,b=ie(y,i,r.lineOffsetX*y,r.lineOffsetY*y,!1,x,m,r,n,s,{}),_=!1,w=!1,T=!0;if(b){for(var k=.5*h*v+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new Jt,E=b.first,L=b.last,C=[],P=E.path.length-1;P>=1;P--)C.push(E.path[P]);for(var I=1;I<L.path.length;I++)C.push(L.path[I]);var O=2.5*k;if(l){var z=C.map((function(t){return te(t,l)}));C=z.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:z.map((function(t){return t.point}))}var D=[];if(C.length>0){for(var R=C[0].clone(),F=C[0].clone(),B=1;B<C.length;B++)R.x=Math.min(R.x,C[B].x),R.y=Math.min(R.y,C[B].y),F.x=Math.max(F.x,C[B].x),F.y=Math.max(F.y,C[B].y);D=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[C]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([C],A.x,A.y,M.x,M.y)}for(var N=0,j=D;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V=0;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/O)+1;for(var H=0;H<V;H++){var q=H/Math.max(V-1,1),G=S.lerp(q),Y=G.x+100,W=G.y+100;d.push(Y,W,k,0);var X=Y-k,Z=W-k,J=Y+k,K=W+k;if(T=T&&this.isOffscreen(X,Z,J,K),w=w||this.isInsideGrid(X,Z,J,K),!e&&this.grid.hitTestCircle(Y,W,k,f)&&(_=!0,!c))return{circles:[],offscreen:!1,collisionDetected:_}}}}return{circles:!c&&_||!w?[]:d,offscreen:T,collisionDetected:_}},he.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var c=l[s],u=new t.Point(c.x+100,c.y+100);n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y),r.push(u)}for(var f={},h={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var m=d[p],g=m.key;if(void 0===f[g.bucketInstanceId]&&(f[g.bucketInstanceId]={}),!f[g.bucketInstanceId][g.featureIndex]){var v=[new t.Point(m.x1,m.y1),new t.Point(m.x2,m.y1),new t.Point(m.x2,m.y2),new t.Point(m.x1,m.y2)];t.polygonIntersectsPolygon(r,v)&&(f[g.bucketInstanceId][g.featureIndex]=!0,void 0===h[g.bucketInstanceId]&&(h[g.bucketInstanceId]=[]),h[g.bucketInstanceId].push(g.featureIndex))}}return h},he.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},he.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},he.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return fe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+100,(-i[1]/i[3]+1)/2*this.transform.height+100),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},he.prototype.isOffscreen=function(t,e,r,n){return r<100||t>=this.screenRightBoundary||n<100||e>this.screenBottomBoundary},he.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},he.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var de=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};de.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var me=function(t,e,r,n,i){this.text=new de(t?t.text:null,e,r,i),this.icon=new de(t?t.icon:null,e,n,i)};me.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var ge=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},ve=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},ye=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},xe=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function be(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point(s+c[0]*a,l+c[1]*a)}function _e(e,r,n,i,a,o){var s=e.x1,l=e.x2,c=e.y1,u=e.y2,f=e.anchorPointX,h=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:c+p.y,x2:l+p.x,y2:u+p.y,anchorPointX:f,anchorPointY:h}}xe.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var we=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new he(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new xe(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Te(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}we.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,c=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),u=n.tileSize/t.EXTENT,f=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),h=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=pe(n,1,this.transform.zoom),m=Qt(f,h,p,this.transform,d),g=null;if(h){var v=$t(f,h,p,this.transform,d);g=t.multiply([],this.transform.labelPlaneMatrix,v)}this.retainedQueryData[a.bucketInstanceId]=new ye(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var y={bucket:a,layout:l,posMatrix:f,textLabelPlaneMatrix:m,labelToScreenMatrix:g,scale:c,textPixelRatio:u,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,b=a.sortKeyRanges;x<b.length;x+=1){var _=b[x],w=_.sortKey,T=_.symbolInstanceStart,k=_.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:y})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:y})}},we.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d){var m,g=[f.textOffset0,f.textOffset1],v=be(t,r,n,g,i),y=this.collisionIndex.placeCollisionBox(_e(e,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate);if(d&&0===this.collisionIndex.placeCollisionBox(_e(d,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate).box.length)return;if(y.box.length>0)return this.prevPlacement&&this.prevPlacement.variableOffsets[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID].text&&(m=this.prevPlacement.variableOffsets[f.crossTileID].anchor),this.variableOffsets[f.crossTileID]={textOffset:g,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:m},this.markUsedJustification(h,t,f,p),h.allowVerticalPlacement&&(this.markUsedOrientation(h,p,f),this.placedOrientations[f.crossTileID]=p),{shift:v,placedGlyphBoxes:y}},we.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,c=a.textLabelPlaneMatrix,u=a.labelToScreenMatrix,f=a.textPixelRatio,h=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,m=a.collisionGroup,g=s.get(\"text-optional\"),v=s.get(\"icon-optional\"),y=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),b=\"map\"===s.get(\"text-rotation-alignment\"),_=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=y&&(x||!o.hasIconData()||v),A=x&&(y||!o.hasTextData()||g);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(h)i.placements[e.crossTileID]=new ge(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,L={box:null,offscreen:null},C={box:null,offscreen:null},P=null,I=null,O=0,z=0,D=0;a.textFeatureIndex?O=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(O=e.featureIndex),a.verticalTextFeatureIndex&&(z=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length;i+=1){if(s[i]===t.WritingMode.vertical?(L=n(),C=L):L=r(),L&&L.box&&L.box.length)break}else L=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,c=e.textBoxScale,u=w&&!x?r:null,h={box:[],offscreen:!1},p=y?2*N.length:N.length,d=0;d<p;++d){var g=N[d%N.length],v=d>=N.length,k=i.attemptAnchorPlacement(g,t,a,s,c,b,_,f,l,m,v,e,o,n,u);if(k&&(h=k.placedGlyphBoxes)&&h.box&&h.box.length){T=!0,E=k.shift;break}}return h};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=L&&L.box&&L.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),L&&(T=L.box,S=L.offscreen);var V=F(L&&L.box);if(!T&&i.prevPlacement){var H=i.prevPlacement.variableOffsets[e.crossTileID];H&&(i.variableOffsets[e.crossTileID]=H,i.markUsedJustification(o,H.anchor,e,V))}}else{var q=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,y,f,l,m.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return q(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?q(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(L&&L.box&&L.box.length)}}if(T=(p=L)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),Y=t.evaluateSizeForFeature(o.textSizeData,d,G),W=s.get(\"text-padding\"),X=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(y,G,o.lineVertexArray,o.glyphOffsetArray,Y,l,c,u,n,_,m.predicate,X,W),T=y||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(D=a.iconFeatureIndex),a.iconBox){var Z=function(t){var e=w&&E?_e(t,E.x,E.y,b,_,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,f,l,m.predicate)};M=C&&C.box&&C.box.length&&a.verticalIconBox?(I=Z(a.verticalIconBox)).box.length>0:(I=Z(a.iconBox)).box.length>0,S=S&&I.offscreen}var J=g||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,K=v||0===e.numIconVertices;if(J||K?K?J||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&z?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,z,m.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,m.ID)),M&&I&&i.collisionIndex.insertCollisionBox(I.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,D,m.ID),P&&(T&&i.collisionIndex.insertCollisionCircles(P.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,m.ID),n)){var Q=o.bucketInstanceId,$=i.collisionCircleArrays[Q];void 0===$&&($=i.collisionCircleArrays[Q]=new ve);for(var tt=0;tt<P.circles.length;tt+=4)$.circles.push(P.circles[tt+0]),$.circles.push(P.circles[tt+1]),$.circles.push(P.circles[tt+2]),$.circles.push(P.collisionDetected?1:0)}i.placements[e.crossTileID]=new ge(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var L=S[E];M(o.symbolInstances.get(L),o.collisionArrays[L])}else for(var C=e.symbolInstanceStart;C<e.symbolInstanceEnd;C++)M(o.symbolInstances.get(C),o.collisionArrays[C]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var P=this.collisionCircleArrays[o.bucketInstanceId];t.invert(P.invProjMatrix,l),P.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},we.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var c=l[s];c>=0&&(e.text.placedSymbolArray.get(c).crossTileID=a>=0&&c!==a?0:n.crossTileID)}},we.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},we.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],c=i[s];c?(this.opacities[s]=new me(c,n,l.text,l.icon),r=r||l.text!==c.text.placed||l.icon!==c.icon.placed):(this.opacities[s]=new me(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var u in i){var f=i[u];if(!this.opacities[u]){var h=new me(f,n,!1,!1);h.isHidden()||(this.opacities[u]=h,r=r||f.text.placed||f.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},we.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},we.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new me(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),c=a.get(\"text-variable-anchor\"),u=\"map\"===a.get(\"text-rotation-alignment\"),f=\"map\"===a.get(\"text-pitch-alignment\"),h=\"none\"!==a.get(\"icon-text-fit\"),p=new me(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},m=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,m=a.crossTileID,g=r[m],v=i.opacities[m];g?v=o:v||(v=p,i.opacities[m]=v),r[m]=!0;var y=s>0||l>0,x=a.numIconVertices>0,b=i.placedOrientations[a.crossTileID],_=b===t.WritingMode.vertical,w=b===t.WritingMode.horizontal||b===t.WritingMode.horizontalOnly;if(y){var T=Pe(v.text),k=_?Ie:T;d(e.text,s,k);var A=w?Ie:T;d(e.text,l,A);var M=v.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||_?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,b);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var L=Pe(v.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:Ie;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=v.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var I=C?Ie:L;d(e.icon,a.numVerticalIconVertices,I),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=v.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var O=e.collisionArrays[n];if(O){var z=new t.Point(0,0);if(O.textBox||O.verticalTextBox){var D=!0;if(c){var R=i.variableOffsets[m];R?(z=be(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),u&&z._rotate(f?i.transform.angle:-i.transform.angle)):D=!1}O.textBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||_,z.x,z.y),O.verticalTextBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||w,z.x,z.y)}var F=Boolean(!w&&O.verticalIconBox);O.iconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,F,h?z.x:0,h?z.y:0),O.verticalIconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,!F,h?z.x:0,h?z.y:0)}}},g=0;g<e.symbolInstances.length;g++)m(g);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var v=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=v.invProjMatrix,e.placementViewportMatrix=v.viewportMatrix,e.collisionCircleArray=v.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},we.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},we.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},we.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},we.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},we.prototype.setStale=function(){this.stale=!0};var ke=Math.pow(2,25),Ae=Math.pow(2,24),Me=Math.pow(2,17),Se=Math.pow(2,16),Ee=Math.pow(2,9),Le=Math.pow(2,8),Ce=Math.pow(2,1);function Pe(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*ke+e*Ae+r*Me+e*Se+r*Ee+e*Le+r*Ce+e}var Ie=0,Oe=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Oe.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var ze=function(t,e,r,n,i,a,o){this.placement=new we(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};ze.prototype.isDone=function(){return this._done},ze.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Oe(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},ze.prototype.commit=function(t){return this.placement.commit(t),this.placement};var De=512/t.EXTENT/2,Re=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Re.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=De/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Re.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,c=o;l<c.length;l+=1){var u=c[l];if(Math.abs(u.coord.x-s.x)<=n&&Math.abs(u.coord.y-s.y)<=n&&!r[u.crossTileID]){r[u.crossTileID]=!0,a.crossTileID=u.crossTileID;break}}}}};var Fe=function(){this.maxCrossTileID=0};Fe.prototype.generate=function(){return++this.maxCrossTileID};var Be=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Be.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Be.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0;n<e.symbolInstances.length;n++){e.symbolInstances.get(n).crossTileID=0}this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var c=o[t.scaledTo(Number(a)).key];c&&c.findMatches(e.symbolInstances,t,i)}}for(var u=0;u<e.symbolInstances.length;u++){var f=e.symbolInstances.get(u);f.crossTileID||(f.crossTileID=r.generate(),i[f.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Re(t,e.symbolInstances,e.bucketInstanceId),!0},Be.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Be.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var Ne=function(){this.layerIndexes={},this.crossTileIDs=new Fe,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ne.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Be);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],c=l.getBucket(t);c&&t.id===c.layerIds[0]&&(c.bucketInstanceId||(c.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,c,this.crossTileIDs)&&(i=!0),a[c.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ne.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach((function(t){e[t]=!0})),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var je=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},Ue=t.pick(Ut,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ve=t.pick(Ut,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),He=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a=null;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),qe=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new k(Bt(),this),this.imageManager=new h,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new T(256,512),this.crossTileSymbolIndex=new Ne,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if((t.triggerPluginCompletionEvent(e),r)&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].reload()}))})),this.on(\"data\",(function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}}))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)}))},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(He,!1)},r.prototype._load=function(e,r){if(!r||!je(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=jt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new w(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,u())})),c=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){c=null,o||(o=t,a=e,u())}));function u(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],c=l.width,u=l.height,f=l.x,h=l.y,p=l.sdf,d=l.pixelRatio,m=l.stretchX,g=l.stretchY,v=l.content,y=new t.RGBAImage({width:c,height:u});t.RGBAImage.copy(e,y,{x:f,y:h},{x:0,y:0},{width:c,height:u}),r[s]={data:y,pixelRatio:d,sdf:p,stretchX:m,stretchY:g,content:v}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),c&&(c.cancel(),c=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}for(var l in this.sourceCaches)this.sourceCaches[l].used=!1;for(var c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];h.recalculate(e,this._availableImages),!h.isHidden(e.zoom)&&h.source&&(this.sourceCaches[h.source].used=!0)}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),je(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=jt(e.layers);var n=Zt(this.serialize(),e).filter((function(t){return!(t.command in Ve)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in Ue)}));if(i.length>0)throw new Error(\"Unimplemented: \"+i.map((function(t){return t.command})).join(\", \")+\".\");return n.forEach((function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)})),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but the only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0)||!this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n)){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Ct(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,(function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}})),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else{var a;if(\"custom\"===e.type){if(je(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.hasLayer=function(t){return t in this._layers},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is requred to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,(function(t){return t.serialize()})),layers:this._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var c=l[s][o];if(c)for(var u=0,f=c;u<f.length;u+=1){var h=f[u];i.push(h)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var m=this._order[d];if(r(m))for(var g=i.length-1;g>=0;g--){var v=i[g].feature;if(n[v.layer.id]<d)break;p.push(v),i.pop()}else for(var y=0,x=t;y<x.length;y+=1){var b=x[y][m];if(b)for(var _=0,w=b;_<w.length;_+=1){var T=w[_];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var c=[];for(var u in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[u]||c.push(F(this.sourceCaches[u],this._layers,this._serializedLayers,e,r,n));return this.placement&&c.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),c=[],u=0,f=Object.keys(l).map(Number);u<f.length;u+=1){var h=f[u];c.push(o[h])}c.sort(B);for(var p=function(){var r=m[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],c=n[a];c.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var u=0,f=c;u<f.length;u+=1){var h=f[u];o.push(h)}}},d=0,m=c;d<m.length;d+=1)p();var g=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var v in s)g(v);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(c)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map((function(e){return t.getTileByID(e)})),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&je(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers){this._layers[e].setEventedParent(null)}for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];if(\"symbol\"===h.type){if(!l[h.source]){var p=this.sourceCaches[h.source];l[h.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(h,l[h.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new ze(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var m=0,g=this._order;m<g.length;m+=1){var v=g[m],y=this._layers[v];\"symbol\"===y.type&&this.placement.updateLayerOpacities(y,l[y.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);qe.getSourceType=function(t){return D[t]},qe.setSourceType=function(t,e){D[t]=e},qe.registerForPluginStateChange=t.registerForPluginStateChange;var Ge=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Ye=yr(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),We=yr(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Xe=yr(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),Ze=yr(\"varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Je=yr(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Ke=yr(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),Qe=yr(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),$e=yr(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),tr=yr(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),er=yr(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),rr=yr(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),nr=yr(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ir=yr(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ar=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),or=yr(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),sr=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),lr=yr(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform float u_maxzoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggeration=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/ pow(2.0,(u_zoom-u_maxzoom)*exaggeration+19.2562-u_zoom);gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),cr=yr(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),ur=yr(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),fr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,vec2(v_lineprogress,0.5));gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define MAX_LINE_DISTANCE 32767.0\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_lineprogress=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0/MAX_LINE_DISTANCE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),hr=yr(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),pr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),dr=yr(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),mr=yr(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),gr=yr(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),vr=yr(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function yr(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n={};return{fragmentSource:t=t.replace(r,(function(t,e,r,i,a){return n[a]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,i,a){var o=\"float\"===i?\"vec2\":\"vec4\",s=a.match(/color/)?\"color\":o;return n[a]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"}))}}var xr=Object.freeze({__proto__:null,prelude:Ye,background:We,backgroundPattern:Xe,circle:Ze,clippingMask:Je,heatmap:Ke,heatmapTexture:Qe,collisionBox:$e,collisionCircle:tr,debug:er,fill:rr,fillOutline:nr,fillOutlinePattern:ir,fillPattern:ar,fillExtrusion:or,fillExtrusionPattern:sr,hillshadePrepare:lr,hillshade:cr,line:ur,lineGradient:fr,linePattern:hr,lineSDF:pr,raster:dr,symbolIcon:mr,symbolSDF:gr,symbolTextAndIcon:vr}),br=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};br.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,c=0;!l&&c<n.length;c++)this.boundPaintVertexBuffers[c]!==n[c]&&(l=!0);var u=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||u?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},br.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,c=this.context,u=c.gl;if(c.extVertexArrayObject)this.vao&&this.destroy(),this.vao=c.extVertexArrayObject.createVertexArrayOES(),c.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=c.currentNumAttributes||0;for(var f=l;f<s;f++)u.disableVertexAttribArray(f)}e.enableAttributes(u,t);for(var h=0,p=r;h<p.length;h+=1){p[h].enableAttributes(u,t)}a&&a.enableAttributes(u,t),o&&o.enableAttributes(u,t),e.bind(),e.setVertexAttribPointers(u,t,i);for(var d=0,m=r;d<m.length;d+=1){var g=m[d];g.bind(),g.setVertexAttribPointers(u,t,i)}a&&(a.bind(),a.setVertexAttribPointers(u,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(u,t,i)),c.currentNumAttributes=l},br.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var _r=function(t,e,r,n,i){var a=t.gl;this.program=a.createProgram();var o=r?r.defines():[];i&&o.push(\"#define OVERDRAW_INSPECTOR;\");var s=o.concat(Ye.fragmentSource,e.fragmentSource).join(\"\\n\"),l=o.concat(Ye.vertexSource,e.vertexSource).join(\"\\n\"),c=a.createShader(a.FRAGMENT_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(c,s),a.compileShader(c),a.attachShader(this.program,c);var u=a.createShader(a.VERTEX_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(u,l),a.compileShader(u),a.attachShader(this.program,u);for(var f=r?r.layoutAttributes:[],h=0;h<f.length;h++)a.bindAttribLocation(this.program,h,f[h].name);a.linkProgram(this.program),a.deleteShader(u),a.deleteShader(c),this.numAttributes=a.getProgramParameter(this.program,a.ACTIVE_ATTRIBUTES),this.attributes={};for(var p={},d=0;d<this.numAttributes;d++){var m=a.getActiveAttrib(this.program,d);m&&(this.attributes[m.name]=a.getAttribLocation(this.program,m.name))}for(var g=a.getProgramParameter(this.program,a.ACTIVE_UNIFORMS),v=0;v<g;v++){var y=a.getActiveUniform(this.program,v);y&&(p[y.name]=a.getUniformLocation(this.program,y.name))}this.fixedUniforms=n(t,p),this.binderUniforms=r?r.getUniforms(t,p):[]}}};function wr(t,e,r){var n=1/pe(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}_r.prototype.draw=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m){var g,v=t.gl;if(!this.failedToCreate){for(var y in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[y].set(o[y]);p&&p.setUniforms(t,this.binderUniforms,f,{zoom:h});for(var x=(g={},g[v.LINES]=2,g[v.TRIANGLES]=3,g[v.LINE_STRIP]=1,g)[e],b=0,_=u.get();b<_.length;b+=1){var w=_[b],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new br)).bind(t,this,l,p?p.getPaintVertexBuffers():[],c,w.vertexOffset,d,m),v.drawElements(e,w.primitiveLength*x,v.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Tr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var c=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[c.r,c.g,c.b],u_vertical_gradient:+n,u_opacity:i}},kr=function(e,r,n,i,a,o,s){return t.extend(Tr(e,r,n,i),wr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Ar=function(t){return{u_matrix:t}},Mr=function(e,r,n,i){return t.extend(Ar(e),wr(n,r,i))},Sr=function(t,e){return{u_matrix:t,u_world:e}},Er=function(e,r,n,i,a){return t.extend(Mr(e,r,n,i),{u_world:a})},Lr=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=pe(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Cr=function(t,e,r){var n=pe(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},Pr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},Ir=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Or=function(t){return{u_matrix:t}},zr=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:pe(e,1,r),u_intensity:n}};function Dr(e,r){var n=Math.pow(2,r.canonical.z),i=r.canonical.y;return[new t.MercatorCoordinate(0,i/n).toLngLat().lat,new t.MercatorCoordinate(0,(i+1)/n).toLngLat().lat]}var Rr=function(e,r,n){var i=e.transform;return{u_matrix:Ur(e,r,n),u_ratio:1/pe(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},Fr=function(e,r,n){return t.extend(Rr(e,r,n),{u_image:0})},Br=function(e,r,n,i){var a=e.transform,o=jr(r,a);return{u_matrix:Ur(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/pe(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Nr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=jr(r,o),c=\"round\"===n.layout.get(\"line-cap\"),u=s.getDash(i.from,c),f=s.getDash(i.to,c),h=u.width*a.fromScale,p=f.width*a.toScale;return t.extend(Rr(e,r,n),{u_patternscale_a:[l/h,-u.height/2],u_patternscale_b:[l/p,-f.height/2],u_sdfgamma:s.width/(256*Math.min(h,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:u.y,u_tex_y_b:f.y,u_mix:a.t})};function jr(t,e){return 1/pe(t,1,e.tileZoom)}function Ur(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Vr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Hr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Hr(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}var qr,Gr=function(t,e,r,n,i,a,o,s,l,c){var u=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:u.cameraToCenterDistance,u_pitch:u.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:u.width/u.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:c,u_texture:0}},Yr=function(e,r,n,i,a,o,s,l,c,u,f){var h=a.transform;return t.extend(Gr(e,r,n,i,a,o,s,l,c,u),{u_gamma_scale:i?Math.cos(h._pitch)*h.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+f})},Wr=function(e,r,n,i,a,o,s,l,c,u){return t.extend(Yr(e,r,n,i,a,o,s,l,!0,c,!0),{u_texsize_icon:u,u_texture_icon:1})},Xr=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},Zr=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,c=Math.pow(2,n.tileID.overscaledZ),u=n.tileSize*Math.pow(2,r.transform.tileZoom)/c,f=u*(n.tileID.canonical.x+n.tileID.wrap*c),h=u*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/pe(n,1,r.transform.tileZoom),u_pixel_coord_upper:[f>>16,h>>16],u_pixel_coord_lower:[65535&f,65535&h]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},Jr={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_maxzoom:new t.Uniform1f(e,r.u_maxzoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function Kr(e,r,n,i,a,o,s){for(var l=e.context,c=l.gl,u=e.useProgram(\"collisionBox\"),f=[],h=0,p=0,d=0;d<i.length;d++){var m=i[d],g=r.getTile(m),v=g.getBucket(n);if(v){var y=m.posMatrix;0===a[0]&&0===a[1]||(y=e.translatePosMatrix(m.posMatrix,g,a,o));var x=s?v.textCollisionBox:v.iconCollisionBox,b=v.collisionCircleArray;if(b.length>0){var _=t.create(),w=y;t.mul(_,v.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(_,_,v.placementViewportMatrix),f.push({circleArray:b,circleOffset:p,transform:w,invTransform:_}),p=h+=b.length/4}x&&u.draw(l,c.LINES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,Cr(y,e.transform,g),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&f.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*h),k._trim();for(var A=0,M=0,S=f;M<S.length;M+=1)for(var E=S[M],L=0;L<E.circleArray.length/4;L++){var C=4*L,P=E.circleArray[C+0],I=E.circleArray[C+1],O=E.circleArray[C+2],z=E.circleArray[C+3];k.emplace(A++,P,I,O,z,0),k.emplace(A++,P,I,O,z,1),k.emplace(A++,P,I,O,z,2),k.emplace(A++,P,I,O,z,3)}(!qr||qr.length<2*h)&&(qr=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(h));for(var D=l.createIndexBuffer(qr,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=f;F<B.length;F+=1){var N=B[F],j=Pr(N.transform,N.invTransform,e.transform);T.draw(l,c.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,j,n.id,R,D,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),D.destroy()}}var Qr=t.identity(new Float32Array(16));function $r(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,c=-(s.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point((l/a+u[0])*o,(c/a+u[1])*o)}function tn(e,r,n,i,a,o,s,l,c,u,f){var h=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,m={};p.clear();for(var g=0;g<h.length;g++){var v=h.get(g),y=e.allowVerticalPlacement&&!v.placedOrientation,x=v.hidden||!v.crossTileID||y?null:i[v.crossTileID];if(x){var b=new t.Point(v.anchorX,v.anchorY),_=te(b,n?l:s),w=ee(o.cameraToCenterDistance,_.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,u,v)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/c);for(var k=x.width,A=x.height,M=$r(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?te(b.add(M),s).point:_.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&v.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,L=0;L<v.numGlyphs;L++)t.addDynamicAttributes(p,S,E);f&&v.associatedIconIndex>=0&&(m[v.associatedIconIndex]={shiftedAnchor:S,angle:E})}else ue(v.numGlyphs,p)}if(f){d.clear();for(var C=e.icon.placedSymbolArray,P=0;P<C.length;P++){var I=C.get(P);if(I.hidden)ue(I.numGlyphs,d);else{var O=m[P];if(O)for(var z=0;z<I.numGlyphs;z++)t.addDynamicAttributes(d,O.shiftedAnchor,O.angle);else ue(I.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function en(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function rn(e,r,n,i,a,o,s,l,c,u,f,h){for(var p=e.context,d=p.gl,m=e.transform,g=\"map\"===l,v=\"map\"===c,y=g&&\"point\"!==n.layout.get(\"symbol-placement\"),x=g&&!v&&!y,b=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),_=e.depthModeForSublayer(0,At.ReadOnly),w=n.layout.get(\"text-variable-anchor\"),T=[],k=0,A=i;k<A.length;k+=1){var M=A[k],S=r.getTile(M),E=S.getBucket(n);if(E){var L=a?E.text:E.icon;if(L&&L.segments.get().length){var C=L.programConfigurations.get(n.id),P=a||E.sdfIcons,I=a?E.textSizeData:E.iconSizeData,O=v||0!==m.pitch,z=e.useProgram(en(P,a,E),C),D=t.evaluateSizeForZoom(I,m.zoom),R=void 0,F=[0,0],B=void 0,N=void 0,j=null,U=void 0;if(a){if(B=S.glyphAtlasTexture,N=d.LINEAR,R=S.glyphAtlasTexture.size,E.iconsInText){F=S.imageAtlasTexture.size,j=S.imageAtlasTexture;var V=\"composite\"===I.kind||\"camera\"===I.kind;U=O||e.options.rotating||e.options.zooming||V?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||E.iconsNeedLinear;B=S.imageAtlasTexture,N=P||e.options.rotating||e.options.zooming||H||O?d.LINEAR:d.NEAREST,R=S.imageAtlasTexture.size}var q=pe(S,1,e.transform.zoom),G=Qt(M.posMatrix,v,g,e.transform,q),Y=$t(M.posMatrix,v,g,e.transform,q),W=w&&E.hasTextData(),X=\"none\"!==n.layout.get(\"icon-text-fit\")&&W&&E.hasIconData();y&&ne(E,M.posMatrix,e,a,G,Y,v,u);var Z=e.translatePosMatrix(M.posMatrix,S,o,s),J=y||a&&w||X?Qr:G,K=e.translatePosMatrix(Y,S,o,s,!0),Q=P&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),$={program:z,buffers:L,uniformValues:P?E.iconsInText?Wr(I.kind,D,x,v,e,Z,J,K,R,F):Yr(I.kind,D,x,v,e,Z,J,K,a,R,!0):Gr(I.kind,D,x,v,e,Z,J,K,a,R),atlasTexture:B,atlasTextureIcon:j,atlasInterpolation:N,atlasInterpolationIcon:U,isSDF:P,hasHalo:Q};if(b)for(var tt=0,et=L.segments.get();tt<et.length;tt+=1){var rt=et[tt];T.push({segments:new t.SegmentVector([rt]),sortKey:rt.sortKey,state:$})}else T.push({segments:L.segments,sortKey:0,state:$})}}}b&&T.sort((function(t,e){return t.sortKey-e.sortKey}));for(var nt=0,it=T;nt<it.length;nt+=1){var at=it[nt],ot=at.state;if(p.activeTexture.set(d.TEXTURE0),ot.atlasTexture.bind(ot.atlasInterpolation,d.CLAMP_TO_EDGE),ot.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),ot.atlasTextureIcon&&ot.atlasTextureIcon.bind(ot.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),ot.isSDF){var st=ot.uniformValues;ot.hasHalo&&(st.u_is_halo=1,nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,st)),st.u_is_halo=0}nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,ot.uniformValues)}}function nn(t,e,r,n,i,a,o,s,l){var c=n.context,u=c.gl;i.draw(c,u.TRIANGLES,a,o,s,Et.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function an(t,e,r,n,i,a,o){var s,l,c,u,f,h=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),m=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=h.LINES):(l=d?\"fillPattern\":\"fill\",s=h.TRIANGLES);for(var g=0,v=n;g<v.length;g+=1){var y=v[g],x=e.getTile(y);if(!d||x.patternsLoaded()){var b=x.getBucket(r);if(b){var _=b.programConfigurations.get(r.id),w=t.useProgram(l,_);d&&(t.context.activeTexture.set(h.TEXTURE0),x.imageAtlasTexture.bind(h.LINEAR,h.CLAMP_TO_EDGE),_.updatePaintBuffers(m));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&_.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(y.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){u=b.indexBuffer2,f=b.segments2;var E=[h.drawingBufferWidth,h.drawingBufferHeight];c=\"fillOutlinePattern\"===l&&d?Er(S,t,m,x,E):Sr(S,E)}else u=b.indexBuffer,f=b.segments,c=d?Mr(S,t,m,x):Ar(S);w.draw(t.context,s,i,t.stencilModeForClipping(y),a,Et.disabled,c,r.id,b.layoutVertexBuffer,u,f,r.paint,t.transform.zoom,_)}}}}function on(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,c=r.paint.get(\"fill-extrusion-pattern\"),u=c.constantOr(1),f=r.getCrossfadeParameters(),h=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var m=d[p],g=e.getTile(m),v=g.getBucket(r);if(v){var y=v.programConfigurations.get(r.id),x=t.useProgram(u?\"fillExtrusionPattern\":\"fillExtrusion\",y);u&&(t.context.activeTexture.set(l.TEXTURE0),g.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),y.updatePaintBuffers(f));var b=c.constantOr(null);if(b&&g.imageAtlas){var _=g.imageAtlas,w=_.patternPositions[b.to.toString()],T=_.patternPositions[b.from.toString()];w&&T&&y.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(m.posMatrix,g,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=u?kr(k,t,A,h,m,f,g):Tr(k,t,A,h);x.draw(s,s.gl.TRIANGLES,i,a,o,Et.backCCW,M,r.id,v.layoutVertexBuffer,v.indexBuffer,v.segments,r.paint,t.transform.zoom,y)}}}function sn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var c=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var u=function(t,e,r){var n=r.paint.get(\"hillshade-shadow-color\"),i=r.paint.get(\"hillshade-highlight-color\"),a=r.paint.get(\"hillshade-accent-color\"),o=r.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===r.paint.get(\"hillshade-illumination-anchor\")&&(o-=t.transform.angle);var s=!t.options.moving;return{u_matrix:t.transform.calculatePosMatrix(e.tileID.toUnwrapped(),s),u_image:0,u_latrange:Dr(t,e.tileID),u_light:[r.paint.get(\"hillshade-exaggeration\"),o],u_shadow:n,u_highlight:i,u_accent:a}}(t,e,r);c.draw(o,s.TRIANGLES,n,i,a,Et.disabled,u,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function ln(e,r,n,i,a,o,s){var l=e.context,c=l.gl,u=r.dem;if(u&&u.data){var f=u.dim,h=u.stride,p=u.getPixels();if(l.activeTexture.set(c.TEXTURE1),l.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(h),r.demTexture){var d=r.demTexture;d.update(p,{premultiply:!1}),d.bind(c.NEAREST,c.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(l,p,c.RGBA,{premultiply:!1}),r.demTexture.bind(c.NEAREST,c.CLAMP_TO_EDGE);l.activeTexture.set(c.TEXTURE0);var m=r.fbo;if(!m){var g=new t.Texture(l,{width:f,height:f,data:null},c.RGBA);g.bind(c.LINEAR,c.CLAMP_TO_EDGE),(m=r.fbo=l.createFramebuffer(f,f,!0)).colorAttachment.set(g.texture)}l.bindFramebuffer.set(m.framebuffer),l.viewport.set([0,0,f,f]),e.useProgram(\"hillshadePrepare\").draw(l,c.TRIANGLES,a,o,s,Et.disabled,function(e,r,n){var i=r.stride,a=t.create();return t.ortho(a,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(a,a,[0,-t.EXTENT,0]),{u_matrix:a,u_image:1,u_dimension:[i,i],u_zoom:e.overscaledZ,u_maxzoom:n,u_unpack:r.getUnpackVector()}}(r.tileID,u,i),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function cn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,c=r?(s-r.timeAdded)/o:-1,u=n.getSource(),f=a.coveringZoomLevel({tileSize:u.tileSize,roundZoom:u.roundZoom}),h=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),p=h&&e.refreshedUponExpiration?1:t.clamp(h?l:1-c,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var un=new t.Color(1,0,0,1),fn=new t.Color(0,1,0,1),hn=new t.Color(0,0,1,1),pn=new t.Color(1,0,1,1),dn=new t.Color(0,1,1,1);function mn(t){var e=t.transform.padding;gn(t,t.transform.height-(e.top||0),3,un),gn(t,e.bottom||0,3,fn),vn(t,e.left||0,3,hn),vn(t,t.transform.width-(e.right||0),3,pn);var r=t.transform.centerPoint;!function(t,e,r,n){yn(t,e-1,r-10,2,20,n),yn(t,e-10,r-1,20,2,n)}(t,r.x,t.transform.height-r.y,dn)}function gn(t,e,r,n){yn(t,0,e+r/2,t.transform.width,r,n)}function vn(t,e,r,n){yn(t,e-r/2,0,r,t.transform.height,n)}function yn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function xn(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=At.disabled,c=Mt.disabled,u=e.colorModeForRenderPass();i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,c,u,Et.disabled,Ir(o,t.Color.red),\"$debug\",e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var f=r.getTileByID(n.key).latestRawTileData,h=f&&f.byteLength||0,p=Math.floor(h/1024),d=r.getTile(n).tileSize,m=512/Math.min(d,512)*(n.overscaledZ/e.transform.zoom)*.5,g=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(g+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,g+\" \"+p+\"kb\"),s.draw(i,a.TRIANGLES,l,c,St.alphaBlended,Et.disabled,Ir(o,t.Color.transparent,m),\"$debug\",e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var bn={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Mt.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,c=\"map\"===a,u=\"map\"===o,f=0,h=e;f<h.length;f+=1){var p=h[f],d=i.getTile(p),m=d.getBucket(n);if(m&&m.text&&m.text.segments.get().length){var g=m.textSizeData,v=t.evaluateSizeForZoom(g,l.zoom),y=pe(d,1,r.transform.zoom),x=Qt(p.posMatrix,u,c,r.transform,y),b=\"none\"!==n.layout.get(\"icon-text-fit\")&&m.hasIconData();if(v){var _=Math.pow(2,l.zoom-d.tileID.overscaledZ);tn(m,c,u,s,t.symbolSize,l,x,p.posMatrix,_,v,b)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&rn(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&rn(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(Kr(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),Kr(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var c=e.context,u=c.gl,f=e.depthModeForSublayer(0,At.ReadOnly),h=Mt.disabled,p=e.colorModeForRenderPass(),d=[],m=0;m<i.length;m++){var g=i[m],v=r.getTile(g),y=v.getBucket(n);if(y){var x=y.programConfigurations.get(n.id),b={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:y.layoutVertexBuffer,indexBuffer:y.indexBuffer,uniformValues:Lr(e,g,v,n)};if(l)for(var _=0,w=y.segments.get();_<w.length;_+=1){var T=w[_];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:b})}else d.push({segments:y.segments,sortKey:0,state:b})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,L=S.program,C=S.layoutVertexBuffer,P=S.indexBuffer,I=S.uniformValues,O=M.segments;L.draw(c,u.TRIANGLES,f,h,p,Et.disabled,I,n.id,C,P,O,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Mt.disabled,l=new St([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);!function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}}(a,e,n),a.clear({color:t.Color.transparent});for(var c=0;c<i.length;c++){var u=i[c];if(!r.hasRenderableParent(u)){var f=r.getTile(u),h=f.getBucket(n);if(h){var p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),m=e.transform.zoom;d.draw(a,o.TRIANGLES,At.disabled,s,l,Et.disabled,zr(u.posMatrix,f,m,n.paint.get(\"heatmap-intensity\")),n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,e.transform.zoom,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(!a)return;n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new t.Texture(n,r.colorRamp,i.RGBA));o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}}(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1)){var s=e.depthModeForSublayer(0,At.ReadOnly),l=e.colorModeForRenderPass(),c=n.paint.get(\"line-dasharray\"),u=n.paint.get(\"line-pattern\"),f=u.constantOr(1),h=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=f?\"linePattern\":c?\"lineSDF\":h?\"lineGradient\":\"line\",m=e.context,g=m.gl,v=!0;if(h){m.activeTexture.set(g.TEXTURE0);var y=n.gradientTexture;if(!n.gradient)return;y||(y=n.gradientTexture=new t.Texture(m,n.gradient,g.RGBA)),y.bind(g.LINEAR,g.CLAMP_TO_EDGE)}for(var x=0,b=i;x<b.length;x+=1){var _=b[x],w=r.getTile(_);if(!f||w.patternsLoaded()){var T=w.getBucket(n);if(T){var k=T.programConfigurations.get(n.id),A=e.context.program.get(),M=e.useProgram(d,k),S=v||M.program!==A,E=u.constantOr(null);if(E&&w.imageAtlas){var L=w.imageAtlas,C=L.patternPositions[E.to.toString()],P=L.patternPositions[E.from.toString()];C&&P&&k.setConstantPatternPositions(C,P)}var I=f?Br(e,w,n,p):c?Nr(e,w,n,c,p):h?Fr(e,w,n):Rr(e,w,n);f?(m.activeTexture.set(g.TEXTURE0),w.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),k.updatePaintBuffers(p)):c&&(S||e.lineAtlas.dirty)&&(m.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(m)),M.draw(m,g.TRIANGLES,s,e.stencilModeForClipping(_),l,Et.disabled,I,n.id,T.layoutVertexBuffer,T.indexBuffer,T.segments,n.paint,e.transform.zoom,k),v=!1}}}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),c=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===c){var u=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?At.ReadWrite:At.ReadOnly);an(e,r,n,i,u,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var f=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,At.ReadOnly);an(e,r,n,i,f,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))on(t,e,r,n,a,Mt.disabled,St.disabled),on(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();on(t,e,r,n,a,Mt.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=e.getSource().maxzoom,o=t.depthModeForSublayer(0,At.ReadOnly),s=t.colorModeForRenderPass(),l=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],c=l[0],u=0,f=l[1];u<f.length;u+=1){var h=f[u],p=e.getTile(h);p.needsHillshadePrepare&&\"offscreen\"===t.renderPass?ln(t,p,r,a,o,Mt.disabled,s):\"translucent\"===t.renderPass&&sn(t,p,r,o,c[h.overscaledZ],s)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),c=o instanceof I?[{},n]:t.stencilConfigForOverlap(n),u=c[0],f=c[1],h=f[f.length-1].overscaledZ,p=!t.options.moving,d=0,m=f;d<m.length;d+=1){var g=m[d],v=t.depthModeForSublayer(g.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?At.ReadWrite:At.ReadOnly,a.LESS),y=e.getTile(g),x=t.transform.calculatePosMatrix(g.toUnwrapped(),p);y.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var b=e.findLoadedParent(g,0),_=cn(y,b,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),b?(b.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,b.tileID.overscaledZ-y.tileID.overscaledZ),T=[y.tileID.canonical.x*w%1,y.tileID.canonical.y*w%1]):y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Vr(x,T||[0,0],w||1,_,r);o instanceof I?s.draw(i,a.TRIANGLES,v,Mt.disabled,l,Et.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,v,u[g.overscaledZ],l,Et.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,c=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(c)){var u=!c&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===u){var f=Mt.disabled,h=t.depthModeForSublayer(0,\"opaque\"===u?At.ReadWrite:At.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(c?\"backgroundPattern\":\"background\"),m=s.coveringTiles({tileSize:l});c&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var g=r.getCrossfadeParameters(),v=0,y=m;v<y.length;v+=1){var x=y[v],b=t.transform.calculatePosMatrix(x.toUnwrapped()),_=c?Zr(b,i,t,c,{tileID:x,tileSize:l},g):Xr(b,i,n);d.draw(a,o.TRIANGLES,h,f,p,Et.disabled,_,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)xn(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Mt.disabled);var o=\"3d\"===i.renderingMode?new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,At.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},_n=function(t,e){this.context=new Lt(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Ct.maxUnderzooming+Ct.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ne,this.gpuTimers={}};_n.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var a=i[n];this.style._layers[a].resize()}},_n.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,Ge.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,Ge.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,P.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Ge.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Mt({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},_n.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,At.disabled,this.stencilClearMode,St.disabled,Et.disabled,Or(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},_n.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(St.disabled),r.setDepthMode(At.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,At.disabled,new Mt({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),St.disabled,Et.disabled,Or(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},_n.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Mt({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Mt({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Mt({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Mt.disabled,e),n]},_n.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){return new St([e.CONSTANT_COLOR,e.ONE],new t.Color(1/8,1/8,1/8,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?St.unblended:St.alphaBlended},_n.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return At.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new At(r||this.context.gl.LEQUAL,e,[n,n])},_n.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},_n.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,c,u={},f={},h={};for(var p in a){var d=a[p];u[p]=d.getVisibleCoordinates(),f[p]=u[p].slice().reverse(),h[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var m=0;m<i.length;m++){var g=i[m];if(this.style._layers[g].is3D()){this.opaquePassCutoff=m;break}}this.renderPass=\"offscreen\";for(var v=0,y=i;v<y.length;v+=1){var x=y[v],b=this.style._layers[x];if(b.hasOffscreenPass()&&!b.isHidden(this.transform.zoom)){var _=f[b.source];(\"custom\"===b.type||_.length)&&this.renderLayer(this,a[b.source],b,_)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=u[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?h:f)[A.source];this._renderTileClippingMasks(A,u[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(c&&c.id)&&(c=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<c.getSource().maxzoom)&&(l=c))})),l&&bn.debug(this,l,l.getVisibleCoordinates()));this.options.showPadding&&mn(this),this.context.setDefault()},_n.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),bn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},_n.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},_n.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},_n.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},_n.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},_n.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var c=[a?n[0]:pe(r,n[0],this.transform.zoom),a?n[1]:pe(r,n[1],this.transform.zoom),0],u=new Float32Array(16);return t.translate(u,e,c),u},_n.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},_n.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},_n.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},_n.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new _r(this.context,xr[t],e,Jr[t],this._showOverdrawInspector)),this.cache[r]},_n.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},_n.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},_n.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},_n.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var wn=function(t,e){this.points=t,this.planes=e};wn.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new wn(a,o)};var Tn=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Tn.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new Tn(n,i)},Tn.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Tn.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Tn.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var c=Number.MAX_VALUE,u=-Number.MAX_VALUE,f=0;f<e.points.length;f++){var h=e.points[f][l]-this.min[l];c=Math.min(c,h),u=Math.max(u,h)}if(u<0||c>this.max[l]-this.min[l])return 0}return 1};var kn=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};kn.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},kn.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},kn.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},kn.prototype.clone=function(){return new kn(this.top,this.bottom,this.left,this.right)},kn.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var An=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new kn,this._posMatrixCache={},this._alignedPosMatrixCache={}},Mn={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};An.prototype.clone=function(){var t=new An(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},Mn.minZoom.get=function(){return this._minZoom},Mn.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},Mn.maxZoom.get=function(){return this._maxZoom},Mn.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},Mn.minPitch.get=function(){return this._minPitch},Mn.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},Mn.maxPitch.get=function(){return this._maxPitch},Mn.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},Mn.renderWorldCopies.get=function(){return this._renderWorldCopies},Mn.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},Mn.worldSize.get=function(){return this.tileSize*this.scale},Mn.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},Mn.size.get=function(){return new t.Point(this.width,this.height)},Mn.bearing.get=function(){return-this.angle/Math.PI*180},Mn.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},Mn.pitch.get=function(){return this._pitch/Math.PI*180},Mn.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},Mn.fov.get=function(){return this._fov/Math.PI*180},Mn.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},Mn.zoom.get=function(){return this._zoom},Mn.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},Mn.center.get=function(){return this._center},Mn.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},Mn.padding.get=function(){return this._edgeInsets.toJSON()},Mn.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},Mn.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},An.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},An.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},An.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},An.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),c=s-1;c<=l+1;c++)0!==c&&r.push(new t.UnwrappedTileID(c,e));return r},An.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=wn.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var c=function(t){return{aabb:new Tn([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},u=[],f=[],h=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)u.push(c(-d)),u.push(c(d));for(u.push(c(0));u.length>0;){var m=u.pop(),g=m.x,v=m.y,y=m.fullyVisible;if(!y){var x=m.aabb.intersects(s);if(0===x)continue;y=2===x}var b=m.aabb.distanceX(o),_=m.aabb.distanceY(o),w=Math.max(Math.abs(b),Math.abs(_)),T=3+(1<<h-m.zoom)-2;if(m.zoom===h||w>T&&m.zoom>=l)f.push({tileID:new t.OverscaledTileID(m.zoom===h?p:m.zoom,m.wrap,m.zoom,g,v),distanceSq:t.sqrLen([o[0]-.5-g,o[1]-.5-v])});else for(var k=0;k<4;k++){var A=(g<<1)+k%2,M=(v<<1)+(k>>1);u.push({aabb:m.aabb.quadrant(k),zoom:m.zoom+1,x:A,y:M,wrap:m.wrap,fullyVisible:y})}}return f.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},An.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},Mn.unmodified.get=function(){return this._unmodified},An.prototype.zoomScale=function(t){return Math.pow(2,t)},An.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},An.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},An.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},Mn.point.get=function(){return this.project(this.center)},An.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},An.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},An.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},An.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},An.prototype.coordinateLocation=function(t){return t.toLngLat()},An.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,c=n[1]/a,u=r[2]/i,f=n[2]/a,h=u===f?0:(0-u)/(f-u);return new t.MercatorCoordinate(t.number(o,s,h)/this.worldSize,t.number(l,c,h)/this.worldSize)},An.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},An.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},An.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},An.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},An.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},An.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},An.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,c=this.size,u=this._unmodified;if(this.latRange){var f=this.latRange;a=t.mercatorYfromLat(f[1])*this.worldSize,e=(o=t.mercatorYfromLat(f[0])*this.worldSize)-a<c.y?c.y/(o-a):0}if(this.lngRange){var h=this.lngRange;s=t.mercatorXfromLng(h[0])*this.worldSize,r=(l=t.mercatorXfromLng(h[1])*this.worldSize)-s<c.x?c.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=u,void(this._constraining=!1);if(this.latRange){var m=p.y,g=c.y/2;m-g<a&&(i=a+g),m+g>o&&(i=o-g)}if(this.lngRange){var v=p.x,y=c.x/2;v-y<s&&(n=s+y),v+y>l&&(n=l-y)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=u,this._constraining=!1}},An.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,c=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),u=this.height/50,f=new Float64Array(16);t.perspective(f,this._fov,this.width/this.height,u,c),f[8]=2*-r.x/this.width,f[9]=2*r.y/this.height,t.scale(f,f,[1,-1,1]),t.translate(f,f,[0,0,-this.cameraToCenterDistance]),t.rotateX(f,f,this._pitch),t.rotateZ(f,f,this.angle),t.translate(f,f,[-s,-l,0]),this.mercatorMatrix=t.scale([],f,[this.worldSize,this.worldSize,this.worldSize]),t.scale(f,f,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=f,this.invProjMatrix=t.invert([],this.projMatrix);var h=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),m=Math.sin(this.angle),g=s-Math.round(s)+d*h+m*p,v=l-Math.round(l)+d*p+m*h,y=new Float64Array(f);if(t.translate(y,y,[g>.5?g-1:g,v>.5?v-1:v,0]),this.alignedProjMatrix=y,f=t.create(),t.scale(f,f,[this.width/2,-this.height/2,1]),t.translate(f,f,[1,-1,0]),this.labelPlaneMatrix=f,f=t.create(),t.scale(f,f,[1,-1,1]),t.translate(f,f,[-1,-1,0]),t.scale(f,f,[2/this.width,2/this.height,1]),this.glCoordMatrix=f,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(f=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=f,this._posMatrixCache={},this._alignedPosMatrixCache={}}},An.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},An.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},An.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var c=l[s];n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(An.prototype,Mn);var Sn=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};Sn.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},Sn.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},Sn.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),c=this._map.getPitch(),u=\"\";if(u+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||c)&&(u+=\"/\"+Math.round(10*l)/10),c&&(u+=\"/\"+Math.round(c)),this._hashName){var f=this._hashName,h=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===f?(h=!0,e+\"=\"+u):t})).filter((function(t){return t}));return h||p.push(f+\"=\"+u),\"#\"+p.join(\"&\")}return\"#\"+u},Sn.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},Sn.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},Sn.prototype._updateHashUnthrottled=function(){var e=this.getHashString();try{t.window.history.replaceState(t.window.history.state,\"\",e)}catch(t){}};var En={linearity:.3,easing:t.bezier(0,0,.3,1)},Ln=t.extend({deceleration:2500,maxSpeed:1400},En),Cn=t.extend({deceleration:20,maxSpeed:1400},En),Pn=t.extend({deceleration:1e3,maxSpeed:360},En),In=t.extend({deceleration:1e3,maxSpeed:90},En),On=function(t){this._map=t,this.clear()};function zn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Dn(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}On.prototype.clear=function(){this._inertiaBuffer=[]},On.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},On.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},On.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=Dn(r.pan.mag(),o,t.extend({},Ln,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,zn(s,l)}if(r.zoom){var c=Dn(r.zoom,o,Cn);s.zoom=this._map.transform.zoom+c.amount,zn(s,c)}if(r.bearing){var u=Dn(r.bearing,o,Pn);s.bearing=this._map.transform.bearing+t.clamp(u.amount,-179,179),zn(s,u)}if(r.pitch){var f=Dn(r.pitch,o,In);s.pitch=this._map.transform.pitch+f.amount,zn(s,f)}if(s.zoom||s.bearing){var h=void 0===r.pinchAround?r.around:r.pinchAround;s.around=h?this._map.unproject(h):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Rn=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Fn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),c=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),u=i.unproject(c);e.call(this,n,{points:s,point:c,lngLats:l,lngLat:u,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Bn=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Nn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Nn.prototype.reset=function(){delete this._mousedownPos},Nn.prototype.wheel=function(t){return this._firePreventable(new Bn(t.type,this._map,t))},Nn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseup=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.dblclick=function(t){return this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseover=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.mouseout=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.touchstart=function(t){return this._firePreventable(new Fn(t.type,this._map,t))},Nn.prototype.touchmove=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchend=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchcancel=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Nn.prototype.isEnabled=function(){return!0},Nn.prototype.isActive=function(){return!1},Nn.prototype.enable=function(){},Nn.prototype.disable=function(){};var jn=function(t){this._map=t};jn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},jn.prototype.mousemove=function(t){this._map.fire(new Rn(t.type,this._map,t))},jn.prototype.mousedown=function(){this._delayContextMenu=!0},jn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Rn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},jn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Rn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},jn.prototype.isEnabled=function(){return!0},jn.prototype.isActive=function(){return!1},jn.prototype.enable=function(){},jn.prototype.disable=function(){};var Un=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Vn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Un.prototype.isEnabled=function(){return!!this._enabled},Un.prototype.isActive=function(){return!!this._active},Un.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Un.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Un.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Un.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Un.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Un.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Un.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Un.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Hn=function(t){this.reset(),this.numTouches=t.numTouches};Hn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Hn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Vn(n,r)))},Hn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Vn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Hn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var qn=function(t){this.singleTap=new Hn(t),this.numTaps=t.numTaps,this.reset()};qn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},qn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},qn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},qn.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Gn=function(){this._zoomIn=new qn({numTouches:1,numTaps:2}),this._zoomOut=new qn({numTouches:2,numTaps:1}),this.reset()};Gn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Gn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Gn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Gn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Gn.prototype.touchcancel=function(){this.reset()},Gn.prototype.enable=function(){this._enabled=!0},Gn.prototype.disable=function(){this._enabled=!1,this.reset()},Gn.prototype.isEnabled=function(){return this._enabled},Gn.prototype.isActive=function(){return this._active};var Yn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Yn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Yn.prototype._correctButton=function(t,e){return!1},Yn.prototype._move=function(t,e){return{}},Yn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Yn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r&&(t.preventDefault(),this._moved||!(e.dist(r)<this._clickTolerance)))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Yn.prototype.mouseupWindow=function(t){r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Yn.prototype.enable=function(){this._enabled=!0},Yn.prototype.disable=function(){this._enabled=!1,this.reset()},Yn.prototype.isEnabled=function(){return this._enabled},Yn.prototype.isActive=function(){return this._active};var Wn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Yn),Xn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Zn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Jn=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};Jn.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},Jn.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},Jn.prototype.touchmove=function(t,e,r){if(this._active)return t.preventDefault(),this._calculateTransform(t,e,r)},Jn.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Vn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var c=i[l],u=this._touches[l];u&&(a._add(c),o._add(c.sub(u)),s++,i[l]=c)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var f=o.div(s);if(this._sum._add(f),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:f}}},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var Kn=function(){this.reset()};function Qn(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}Kn.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},Kn.prototype._start=function(t){},Kn.prototype._move=function(t,e,r){return{}},Kn.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},Kn.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=Qn(r,e,i),s=Qn(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},Kn.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=Qn(n,e,a),l=Qn(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},Kn.prototype.touchcancel=function(){this.reset()},Kn.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},Kn.prototype.disable=function(){this._enabled=!1,this.reset()},Kn.prototype.isEnabled=function(){return this._enabled},Kn.prototype.isActive=function(){return this._active};function $n(t,e){return Math.log(t/e)/Math.LN2}var ti=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs($n(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:$n(this._distance,r),pinchAround:e}},e}(Kn);function ei(t,e){return 180*t.angleWith(e)/Math.PI}var ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:ei(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=ei(t,this._startVector);return Math.abs(r)<e},e}(Kn);function ni(t){return Math.abs(t.y)>Math.abs(t.x)}var ii=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,ni(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid){this._lastPoints=t,this._active=!0;return{pitchDelta:-.5*((n.y+i.y)/2)}}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return ni(t)&&ni(e)&&a}},e}(Kn),ai={panStep:100,bearingStep:15,pitchStep:10},oi=function(){var t=ai;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep};function si(t){return t*(2-t)}oi.prototype.reset=function(){this._active=!1},oi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:si,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},oi.prototype.enable=function(){this._enabled=!0},oi.prototype.disable=function(){this._enabled=!1,this.reset()},oi.prototype.isEnabled=function(){return this._enabled},oi.prototype.isActive=function(){return this._active};var li=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=1/450,t.bindAll([\"_onWheel\",\"_onTimeout\",\"_onScrollFrame\",\"_onScrollFinished\"],this)};li.prototype.setZoomRate=function(t){this._defaultZoomRate=t},li.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},li.prototype.isEnabled=function(){return!!this._enabled},li.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},li.prototype.isZooming=function(){return!!this._zooming},li.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},li.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},li.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%4.000244140625==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this._active||this._start(e)),e.preventDefault()}},li.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},li.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},li.prototype.renderFrame=function(){return this._onScrollFrame()},li.prototype._onScrollFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>4.000244140625?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,c=this._easing,u=!1;if(\"wheel\"===this._type&&l&&c){var f=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),h=c(f);o=t.number(l,s,h),f<1?this._frameId||(this._frameId=!0):u=!0}else o=s,u=!0;return this._active=!0,u&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!u,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},li.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},li.prototype.reset=function(){this._active=!1};var ci=function(t,e){this._clickZoom=t,this._tapZoom=e};ci.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},ci.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},ci.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},ci.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var ui=function(){this.reset()};ui.prototype.reset=function(){this._active=!1},ui.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},ui.prototype.enable=function(){this._enabled=!0},ui.prototype.disable=function(){this._enabled=!1,this.reset()},ui.prototype.isEnabled=function(){return this._enabled},ui.prototype.isActive=function(){return this._active};var fi=function(){this._tap=new qn({numTouches:1,numTaps:1}),this.reset()};fi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},fi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},fi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},fi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},fi.prototype.touchcancel=function(){this.reset()},fi.prototype.enable=function(){this._enabled=!0},fi.prototype.disable=function(){this._enabled=!1,this.reset()},fi.prototype.isEnabled=function(){return this._enabled},fi.prototype.isActive=function(){return this._active};var hi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};hi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},hi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},hi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},hi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var pi=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};pi.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},pi.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},pi.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},pi.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var di=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};di.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},di.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},di.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},di.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},di.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},di.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var mi=function(t){return t.zoom||t.drag||t.pitch||t.rotate},gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(t.Event);function vi(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var yi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new On(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!1}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1],u=s[2];r.addEventListener(l,c,l===t.window.document?this.handleWindowEvent:this.handleEvent,u)}};yi.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},yi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Nn(e,t));var n=e.boxZoom=new Un(e,t);this._add(\"boxZoom\",n);var i=new Gn,a=new ui;e.doubleClickZoom=new ci(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new fi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new ii;this._add(\"touchPitch\",s);var l=new Xn(t),c=new Zn(t);e.dragRotate=new pi(t,l,c),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",c,[\"mouseRotate\"]);var u=new Wn(t),f=new Jn(t);e.dragPan=new hi(r,u,f),this._add(\"mousePan\",u),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new ri,p=new ti;e.touchZoomRotate=new di(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new li(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var m=e.keyboard=new oi;this._add(\"keyboard\",m),this._add(\"blockableMapEvent\",new jn(e));for(var g=0,v=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];g<v.length;g+=1){var y=v[g];t.interactive&&t[y]&&e[y].enable(t[y])}},yi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},yi.prototype.stop=function(){if(!this._updatingCamera){for(var t=0,e=this._handlers;t<e.length;t+=1){e[t].handler.reset()}this._inertia.clear(),this._fireEvents({},{}),this._changes=[]}},yi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1){if(e[t].handler.isActive())return!0}return!1},yi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},yi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},yi.prototype.isMoving=function(){return Boolean(mi(this._eventsInProgress))||this.isZooming()},yi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},yi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},yi.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},yi.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),c=0,u=this._handlers;c<u.length;c+=1){var f=u[c],h=f.handlerName,p=f.handler,d=f.allowed;if(p.isEnabled()){var m=void 0;this._blockedByActive(o,d,h)?p.reset():p[e||t.type]&&(m=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,m,h,n),m&&m.needsRenderFrame&&this._triggerRenderFrame()),(m||p.isActive())&&(o[h]=p)}}var g={};for(var v in this._previousActiveHandlers)o[v]||(g[v]=n);this._previousActiveHandlers=o,(Object.keys(g).length||vi(i))&&(this._changes.push([i,a,g]),this._triggerRenderFrame()),(Object.keys(o).length||vi(i))&&this._map._stop(!0),this._updatingCamera=!1;var y=i.cameraAnimation;y&&(this._inertia.clear(),this._fireEvents({},{}),this._changes=[],y(this._map))}else this.stop()},yi.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},yi.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],c=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,c)}this._updateMapTransform(e,r,n),this._changes=[]},yi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!vi(t))return this._fireEvents(e,r);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,c=t.around,u=t.pinchAround;void 0!==u&&(c=u),n._stop(!0),c=c||n.transform.centerPoint;var f=i.pointLocation(a?c.sub(a):c);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(f,c),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r)},yi.prototype._fireEvents=function(e,r){var n=this,i=mi(this._eventsInProgress),a=mi(e),o={};for(var s in e){var l=e[s].originalEvent;this._eventsInProgress[s]||(o[s+\"start\"]=l),this._eventsInProgress[s]=e[s]}for(var c in!i&&a&&this._fireEvent(\"movestart\",a.originalEvent),o)this._fireEvent(c,o[c]);for(var u in e.rotate&&(this._bearingChanged=!0),a&&this._fireEvent(\"move\",a.originalEvent),e){var f=e[u].originalEvent;this._fireEvent(u,f)}var h,p={};for(var d in this._eventsInProgress){var m=this._eventsInProgress[d],g=m.handlerName,v=m.originalEvent;this._handlersById[g].isActive()||(delete this._eventsInProgress[d],h=r[g]||v,p[d+\"end\"]=h)}for(var y in p)this._fireEvent(y,p[y]);var x=mi(this._eventsInProgress);if((i||a)&&!x){this._updatingCamera=!0;var b=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),_=function(t){return 0!==t&&-n._bearingSnap<t&&t<n._bearingSnap};b?(_(b.bearing||this._map.getBearing())&&(b.bearing=0),this._map.easeTo(b,{originalEvent:h})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:h})),_(this._map.getBearing())&&this._map.resetNorth()),this._bearingChanged=!1,this._updatingCamera=!1}},yi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},yi.prototype._triggerRenderFrame=function(){var t=this;void 0===this._frameId&&(this._frameId=this._map._requestRenderFrame((function(e){delete t._frameId,t.handleEvent(new gi(\"renderFrame\",{timeStamp:e})),t._applyChanges()})))};var xi=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.cameraForBounds=function(e,r){return e=t.LngLatBounds.convert(e),this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),0,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,c=s.project(t.LngLat.convert(e)),u=s.project(t.LngLat.convert(r)),f=c.rotate(-n*Math.PI/180),h=u.rotate(-n*Math.PI/180),p=new t.Point(Math.max(f.x,h.x),Math.max(f.y,h.y)),d=new t.Point(Math.min(f.x,h.x),Math.min(f.y,h.y)),m=p.sub(d),g=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/m.x,v=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/m.y;if(!(v<0||g<0)){var y=Math.min(s.scaleZoom(s.scale*Math.min(g,v)),i.maxZoom),x=t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(x.x+b,x.y+_).mult(s.scale/s.zoomScale(y));return{center:s.unproject(c.add(u).div(2).sub(w)),zoom:y,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=t.LngLat.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this._stop(!1,e.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),c=\"zoom\"in e?+e.zoom:a,u=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,f=\"pitch\"in e?+e.pitch:s,h=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),m=i.pointLocation(d),g=t.LngLat.convert(e.center||m);this._normalizeCenter(g);var v,y,x=i.project(m),b=i.project(g).sub(x),_=i.zoomScale(c-a);e.around&&(v=t.LngLat.convert(e.around),y=i.locationPoint(v));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||c!==a,this._rotating=this._rotating||o!==u,this._pitching=this._pitching||f!==s,this._padding=!i.isPaddingEqual(h),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),clearTimeout(this._easeEndTimeoutID),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,c,e)),n._rotating&&(i.bearing=t.number(o,u,e)),n._pitching&&(i.pitch=t.number(s,f,e)),n._padding&&(i.interpolatePadding(l,h,e),d=i.centerPoint.add(p)),v)i.setLocationAtPoint(v,y);else{var m=i.zoomScale(i.zoom-a),g=c>a?Math.min(2,_):Math.max(.5,_),w=Math.pow(g,1-e),T=i.unproject(x.add(b.mult(e*w)).mult(m));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),c=this.getPadding(),u=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,f=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,h=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(u-o),m=t.Point.convert(e.offset),g=a.centerPoint.add(m),v=a.pointLocation(g),y=t.LngLat.convert(e.center||v);this._normalizeCenter(y);var x=a.project(v),b=a.project(y).sub(x),_=e.curve,w=Math.max(a.width,a.height),T=w/d,k=b.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,u),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);_=Math.sqrt(M/k*2)}var S=_*_;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function L(t){return(Math.exp(t)-Math.exp(-t))/2}function C(t){return(Math.exp(t)+Math.exp(-t))/2}var P=E(0),I=function(t){return C(P)/C(P+_*t)},O=function(t){return w*((C(P)*(L(e=P+_*t)/C(e))-L(P))/S)/k;var e},z=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(z)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var D=T<w?-1:1;z=Math.abs(Math.log(T/w))/_,O=function(){return 0},I=function(t){return Math.exp(D*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*z/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==f,this._pitching=h!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*z,d=1/I(i);a.zoom=1===e?u:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,f,e)),n._pitching&&(a.pitch=t.number(l,h,e)),n._padding&&(a.interpolatePadding(c,p,e),g=a.centerPoint.add(m));var v=1===e?y:a.unproject(x.add(b.mult(O(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?v.wrap():v,g),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop()}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),bi=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};bi.prototype.getDefaultPosition=function(){return\"bottom-right\"},bi.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},bi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},bi.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\"}},bi.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},bi.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(t=t.filter((function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},bi.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\")};var _i=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};_i.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},_i.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},_i.prototype.getDefaultPosition=function(){return\"bottom-left\"},_i.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},_i.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t){if(t[e].getSource().mapbox_logo)return!0}return!1}},_i.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var wi=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};wi.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},wi.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},wi.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},wi.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Ti={\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},ki=t.window.HTMLImageElement,Ai=t.window.HTMLElement,Mi=t.window.ImageBitmap,Si={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:60,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},Ei=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Si,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>60)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new An(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new wi,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Ti,e.locale),this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof Ai))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1)),this.handlers=new yi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new Sn(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new bi({customAttribution:e.customAttribution})),this.addControl(new _i,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&e.getDefaultPosition&&(r=e.getDefaultPosition()),void 0===r&&(r=\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?60:t)>60)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Rn(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Rn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Rn(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new qe(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new qe(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},i.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof ki||Mi&&r instanceof Mi){var c=t.browser.getImageData(r),u=c.width,f=c.height,h=c.data;this.style.addImage(e,{data:new t.RGBAImage({width:u,height:f},h),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,m=r.data,g=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(m)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:g}),g.onAdd&&g.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof ki||Mi&&r instanceof Mi?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof ki||Mi&&r instanceof Mi);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\");var n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)}))},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new _n(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var c=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),u=c.crossFadingFactor();1===u&&u===this._crossFadingFactor||(o=!0,this._crossFadingFactor=u),this.style.update(c)}if(this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var f=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:f,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var h=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(h);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}return this._sourcesDirty||this._styleDirty||this._placementDirty||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&(this._fullyLoaded||(this._fullyLoaded=!0),this.fire(new t.Event(\"idle\"))),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1){r[e].onRemove(this)}this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext(),Li(this._canvasContainer),Li(this._controlContainer),Li(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(xi);function Li(t){t.parentNode&&t.parentNode.removeChild(t)}var Ci={showCompass:!0,showZoom:!0,visualizePitch:!1},Pi=function(e){var n=this;this.options=t.extend({},Ci,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};Pi.prototype._updateZoomButtons=function(){var t=this._map.getZoom();this._zoomInButton.disabled=t===this._map.getMaxZoom(),this._zoomOutButton.disabled=t===this._map.getMinZoom()},Pi.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},Pi.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ii(this._map,this._compass,this.options.visualizePitch)),this._container},Pi.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},Pi.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},Pi.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ii=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new Xn({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new Zn({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function Oi(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ii.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ii.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ii.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ii.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ii.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ii.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ii.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ii.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ii.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var zi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Di(t,e,r){var n=t.classList;for(var i in zi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Ri,Fi=function(e){function n(n,i){var a=this;if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._draggable=n&&n.draggable||!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");o.setAttributeNS(null,\"display\",\"block\"),o.setAttributeNS(null,\"height\",\"41px\"),o.setAttributeNS(null,\"width\",\"27px\"),o.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"stroke\",\"none\"),s.setAttributeNS(null,\"stroke-width\",\"1\"),s.setAttributeNS(null,\"fill\",\"none\"),s.setAttributeNS(null,\"fill-rule\",\"evenodd\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"fill-rule\",\"nonzero\");var c=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");c.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),c.setAttributeNS(null,\"fill\",\"#000000\");for(var u=0,f=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];u<f.length;u+=1){var h=f[u],p=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");p.setAttributeNS(null,\"opacity\",\"0.04\"),p.setAttributeNS(null,\"cx\",\"10.5\"),p.setAttributeNS(null,\"cy\",\"5.80029008\"),p.setAttributeNS(null,\"rx\",h.rx),p.setAttributeNS(null,\"ry\",h.ry),c.appendChild(p)}var d=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");d.setAttributeNS(null,\"fill\",this._color);var m=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");m.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),d.appendChild(m);var g=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");g.setAttributeNS(null,\"opacity\",\"0.25\"),g.setAttributeNS(null,\"fill\",\"#000000\");var v=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");v.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),g.appendChild(v);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");x.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#000000\"),b.setAttributeNS(null,\"opacity\",\"0.25\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\");var _=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");_.setAttributeNS(null,\"fill\",\"#FFFFFF\"),_.setAttributeNS(null,\"cx\",\"5.5\"),_.setAttributeNS(null,\"cy\",\"5.5\"),_.setAttributeNS(null,\"r\",\"5.4999962\"),x.appendChild(b),x.appendChild(_),l.appendChild(c),l.appendChild(d),l.appendChild(g),l.appendChild(y),l.appendChild(x),o.appendChild(l),this._element.appendChild(o),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),this._element.addEventListener(\"focus\",(function(){var t=a._map.getContainer();t.scrollTop=0,t.scrollLeft=0})),Di(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=Math.sqrt(Math.pow(13.5,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[e,-1*(24.6+e)],\"bottom-right\":[-e,-1*(24.6+e)],left:[13.5,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,zi[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\"))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Bi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Ni=0,ji=!1,Ui=function(e){function n(r){e.call(this),this.options=t.extend({},Bi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){var n;return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Ri?n(Ri):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Ri=\"denied\"!==t.state,n(Ri)})):(Ri=!!t.window.navigator.geolocation,n(Ri)),this._container},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Ni=0,ji=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){if(this.options.trackUserLocation)if(1===e.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&ji)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new Fi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Fi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Ni--,ji=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Ni>1?(e={maximumAge:6e5,timeout:0},ji=!0):(e=this.options.positionOptions,ji=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},n}(t.Evented),Vi={maxWidth:100,unit:\"metric\"},Hi=function(e){this.options=t.extend({},Vi,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;if(l>5280)Gi(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\"));else Gi(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else if(r&&\"nautical\"===r.unit){Gi(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\"))}else s>=1e3?Gi(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):Gi(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function Gi(t,e,r,n){var i,a,o,s=(i=r,a=Math.pow(10,(\"\"+Math.floor(i)).length-1),o=(o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o),a*o),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}Hi.prototype.getDefaultPosition=function(){return\"bottom-left\"},Hi.prototype._onMove=function(){qi(this._map,this._container,this.options)},Hi.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},Hi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},Hi.prototype.setUnit=function(t){this.options.unit=t,qi(this._map,this._container,this.options)};var Yi=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};Yi.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},Yi.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},Yi.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},Yi.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},Yi.prototype._isFullscreen=function(){return this._fullscreen},Yi.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},Yi.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var Wi={closeButton:!0,closeOnClick:!0,className:\"\",maxWidth:\"240px\"},Xi=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(Wi),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){return this._createContent(),this._content.appendChild(t),this._update(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createContent=function(){this._content&&r.remove(this._content),this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container),this.options.closeButton&&(this._closeButton=r.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(e){var n=this,i=this._lngLat||this._trackPointer;if(this._map&&i&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return n._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||e)){var a=this._pos=this._trackPointer&&e?e:this._map.project(this._lngLat),o=this.options.anchor,s=function e(r){if(r){if(\"number\"==typeof r){var n=Math.round(Math.sqrt(.5*Math.pow(r,2)));return{center:new t.Point(0,0),top:new t.Point(0,r),\"top-left\":new t.Point(n,n),\"top-right\":new t.Point(-n,n),bottom:new t.Point(0,-r),\"bottom-left\":new t.Point(n,-n),\"bottom-right\":new t.Point(-n,-n),left:new t.Point(r,0),right:new t.Point(-r,0)}}if(r instanceof t.Point||Array.isArray(r)){var i=t.Point.convert(r);return{center:i,top:i,\"top-left\":i,\"top-right\":i,bottom:i,\"bottom-left\":i,\"bottom-right\":i,left:i,right:i}}return{center:t.Point.convert(r.center||[0,0]),top:t.Point.convert(r.top||[0,0]),\"top-left\":t.Point.convert(r[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(r[\"top-right\"]||[0,0]),bottom:t.Point.convert(r.bottom||[0,0]),\"bottom-left\":t.Point.convert(r[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(r[\"bottom-right\"]||[0,0]),left:t.Point.convert(r.left||[0,0]),right:t.Point.convert(r.right||[0,0])}}return e(new t.Point(0,0))}(this.options.offset);if(!o){var l,c=this._container.offsetWidth,u=this._container.offsetHeight;l=a.y+s.bottom.y<u?[\"top\"]:a.y>this._map.transform.height-u?[\"bottom\"]:[],a.x<c/2?l.push(\"left\"):a.x>this._map.transform.width-c/2&&l.push(\"right\"),o=0===l.length?\"bottom\":l.join(\"-\")}var f=a.add(s[o]).round();r.setTransform(this._container,zi[o]+\" translate(\"+f.x+\"px,\"+f.y+\"px)\"),Di(this._container,o,\"popup\")}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);var Zi={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Ei,NavigationControl:Pi,GeolocateControl:Ui,AttributionControl:bi,ScaleControl:Hi,FullscreenControl:Yi,Popup:Xi,Marker:Fi,Style:qe,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){Bt().acquire(zt)},clearPrewarmedResources:function(){var t=Rt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(zt),Rt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Dt.workerCount},set workerCount(t){Dt.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return Zi})),r}))},{}],240:[function(t,e,r){\"use strict\";e.exports=Math.log2||function(t){return Math.log(t)*Math.LOG2E}},{}],241:[function(t,e,r){\"use strict\";e.exports=function(t,e){e||(e=t,t=window);var r=0,i=0,a=0,o={shift:!1,alt:!1,control:!1,meta:!1},s=!1;function l(t){var e=!1;return\"altKey\"in t&&(e=e||t.altKey!==o.alt,o.alt=!!t.altKey),\"shiftKey\"in t&&(e=e||t.shiftKey!==o.shift,o.shift=!!t.shiftKey),\"ctrlKey\"in t&&(e=e||t.ctrlKey!==o.control,o.control=!!t.ctrlKey),\"metaKey\"in t&&(e=e||t.metaKey!==o.meta,o.meta=!!t.metaKey),e}function c(t,s){var c=n.x(s),u=n.y(s);\"buttons\"in s&&(t=0|s.buttons),(t!==r||c!==i||u!==a||l(s))&&(r=0|t,i=c||0,a=u||0,e&&e(r,i,a,o))}function u(t){c(0,t)}function f(){(r||i||a||o.shift||o.alt||o.meta||o.control)&&(i=a=0,r=0,o.shift=o.alt=o.control=o.meta=!1,e&&e(0,0,0,o))}function h(t){l(t)&&e&&e(r,i,a,o)}function p(t){0===n.buttons(t)?c(0,t):c(r,t)}function d(t){c(r|n.buttons(t),t)}function m(t){c(r&~n.buttons(t),t)}function g(){s||(s=!0,t.addEventListener(\"mousemove\",p),t.addEventListener(\"mousedown\",d),t.addEventListener(\"mouseup\",m),t.addEventListener(\"mouseleave\",u),t.addEventListener(\"mouseenter\",u),t.addEventListener(\"mouseout\",u),t.addEventListener(\"mouseover\",u),t.addEventListener(\"blur\",f),t.addEventListener(\"keyup\",h),t.addEventListener(\"keydown\",h),t.addEventListener(\"keypress\",h),t!==window&&(window.addEventListener(\"blur\",f),window.addEventListener(\"keyup\",h),window.addEventListener(\"keydown\",h),window.addEventListener(\"keypress\",h)))}g();var v={element:t};return Object.defineProperties(v,{enabled:{get:function(){return s},set:function(e){e?g():function(){if(!s)return;s=!1,t.removeEventListener(\"mousemove\",p),t.removeEventListener(\"mousedown\",d),t.removeEventListener(\"mouseup\",m),t.removeEventListener(\"mouseleave\",u),t.removeEventListener(\"mouseenter\",u),t.removeEventListener(\"mouseout\",u),t.removeEventListener(\"mouseover\",u),t.removeEventListener(\"blur\",f),t.removeEventListener(\"keyup\",h),t.removeEventListener(\"keydown\",h),t.removeEventListener(\"keypress\",h),t!==window&&(window.removeEventListener(\"blur\",f),window.removeEventListener(\"keyup\",h),window.removeEventListener(\"keydown\",h),window.removeEventListener(\"keypress\",h))}()},enumerable:!0},buttons:{get:function(){return r},enumerable:!0},x:{get:function(){return i},enumerable:!0},y:{get:function(){return a},enumerable:!0},mods:{get:function(){return o},enumerable:!0}}),v};var n=t(\"mouse-event\")},{\"mouse-event\":243}],242:[function(t,e,r){var n={left:0,top:0};e.exports=function(t,e,r){e=e||t.currentTarget||t.srcElement,Array.isArray(r)||(r=[0,0]);var i=t.clientX||0,a=t.clientY||0,o=(s=e,s===window||s===document||s===document.body?n:s.getBoundingClientRect());var s;return r[0]=i-o.left,r[1]=a-o.top,r}},{}],243:[function(t,e,r){\"use strict\";function n(t){return t.target||t.srcElement||window}r.buttons=function(t){if(\"object\"==typeof t){if(\"buttons\"in t)return t.buttons;if(\"which\"in t){if(2===(e=t.which))return 4;if(3===e)return 2;if(e>0)return 1<<e-1}else if(\"button\"in t){var e;if(1===(e=t.button))return 4;if(2===e)return 2;if(e>=0)return 1<<e}}return 0},r.element=n,r.x=function(t){if(\"object\"==typeof t){if(\"offsetX\"in t)return t.offsetX;var e=n(t).getBoundingClientRect();return t.clientX-e.left}return 0},r.y=function(t){if(\"object\"==typeof t){if(\"offsetY\"in t)return t.offsetY;var e=n(t).getBoundingClientRect();return t.clientY-e.top}return 0}},{}],244:[function(t,e,r){\"use strict\";var n=t(\"to-px\");e.exports=function(t,e,r){\"function\"==typeof t&&(r=!!e,e=t,t=window);var i=n(\"ex\",t),a=function(t){r&&t.preventDefault();var n=t.deltaX||0,a=t.deltaY||0,o=t.deltaZ||0,s=1;switch(t.deltaMode){case 1:s=i;break;case 2:s=window.innerHeight}if(a*=s,o*=s,(n*=s)||a||o)return e(n,a,o,t)};return t.addEventListener(\"wheel\",a),a}},{\"to-px\":314}],245:[function(t,e,r){(function(t,r){(function(){\n",
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       "/*\n",
       " * @copyright 2016 Sean Connelly (@voidqk), http://syntheti.cc\n",
       " * @license MIT\n",
       " * @preserve Project Home: https://github.com/voidqk/polybooljs\n",
       " */\n",
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r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var u=[];function f(t){var e=[c(t.region,!1)];u.push(e);for(var r=0;r<t.children.length;r++)e.push(h(t.children[r]))}function h(t){for(var e=0;e<t.children.length;e++)f(t.children[e]);return c(t.region,!0)}for(s=0;s<a.children.length;s++)f(a.children[s]);return u.length<=0?{type:\"Polygon\",coordinates:[]}:1==u.length?{type:\"Polygon\",coordinates:u[0]}:{type:\"MultiPolygon\",coordinates:u}}};e.exports=n},{}],258:[function(t,e,r){var n=t(\"./linked-list\");e.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return function(t,r,n,i,a,o){var s=e.pointsCompare(r,a);return 0!==s?s:e.pointsSame(n,o)?0:t!==i?t?1:-1:e.pointAboveOrOnLine(n,i?a:o,i?o:a)?1:-1}(t.isStart,t.pt,r,n.isStart,n.pt,n.other.pt)<0}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var i=n.node({isStart:!1,pt:e.end,seg:e,primary:r,other:t,status:null});t.other=i,o(i,t.pt)}(r,t,e),r}function l(t,e){var n=i(e,t.seg.end,t.seg);return function(t,e){r&&r.segmentChop(t.seg,e),t.other.remove(),t.seg.end=e,t.other.pt=e,o(t.other,t.pt)}(t,e),s(n,t.primary)}function c(i,o){var s=n.create();function c(t){return s.findTransition((function(r){var n,i,a,o,s,l;return(n=t,i=r.ev,a=n.seg.start,o=n.seg.end,s=i.seg.start,l=i.seg.end,e.pointsCollinear(a,s,l)?e.pointsCollinear(o,s,l)||e.pointAboveOrOnLine(o,s,l)?1:-1:e.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function u(t,n){var i=t.seg,a=n.seg,o=i.start,s=i.end,c=a.start,u=a.end;r&&r.checkIntersection(i,a);var f=e.linesIntersect(o,s,c,u);if(!1===f){if(!e.pointsCollinear(o,s,c))return!1;if(e.pointsSame(o,u)||e.pointsSame(s,c))return!1;var h=e.pointsSame(o,c),p=e.pointsSame(s,u);if(h&&p)return n;var d=!h&&e.pointBetween(o,c,u),m=!p&&e.pointBetween(s,c,u);if(h)return m?l(n,s):l(t,u),n;d&&(p||(m?l(n,s):l(t,u)),l(n,o))}else 0===f.alongA&&(-1===f.alongB?l(t,c):0===f.alongB?l(t,f.pt):1===f.alongB&&l(t,u)),0===f.alongB&&(-1===f.alongA?l(n,o):0===f.alongA?l(n,f.pt):1===f.alongA&&l(n,s));return!1}for(var f=[];!a.isEmpty();){var h=a.getHead();if(r&&r.vert(h.pt[0]),h.isStart){r&&r.segmentNew(h.seg,h.primary);var p=c(h),d=p.before?p.before.ev:null,m=p.after?p.after.ev:null;function g(){if(d){var t=u(h,d);if(t)return t}return!!m&&u(h,m)}r&&r.tempStatus(h.seg,!!d&&d.seg,!!m&&m.seg);var v,y=g();if(y){var x;if(t)(x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(y.seg.myFill.above=!y.seg.myFill.above);else y.seg.otherFill=h.seg.myFill;r&&r.segmentUpdate(y.seg),h.other.remove(),h.remove()}if(a.getHead()!==h){r&&r.rewind(h.seg);continue}if(t)x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=m?m.seg.myFill.above:i,h.seg.myFill.above=x?!h.seg.myFill.below:h.seg.myFill.below;else if(null===h.seg.otherFill)v=m?h.primary===m.primary?m.seg.otherFill.above:m.seg.myFill.above:h.primary?o:i,h.seg.otherFill={above:v,below:v};r&&r.status(h.seg,!!d&&d.seg,!!m&&m.seg),h.other.status=p.insert(n.node({ev:h}))}else{var b=h.status;if(null===b)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(b.prev)&&s.exists(b.next)&&u(b.prev.ev,b.next.ev),r&&r.statusRemove(b.ev.seg),b.remove(),!h.primary){var _=h.seg.myFill;h.seg.myFill=h.seg.otherFill,h.seg.otherFill=_}f.push(h.seg)}a.getHead().remove()}return r&&r.done(),f}return t?{addRegion:function(t){for(var n,i,a,o=t[t.length-1],l=0;l<t.length;l++){n=o,o=t[l];var c=e.pointsCompare(n,o);0!==c&&s((i=c<0?n:o,a=c<0?o:n,{id:r?r.segmentId():-1,start:i,end:a,myFill:{above:null,below:null},otherFill:null}),!0)}},calculate:function(t){return c(t,!1)}}:{calculate:function(t,e,r,n){return t.forEach((function(t){s(i(t.start,t.end,t),!0)})),r.forEach((function(t){s(i(t.start,t.end,t),!1)})),c(e,n)}}}},{\"./linked-list\":259}],259:[function(t,e,r){e.exports={create:function(){var t={root:{root:!0,next:null},exists:function(e){return null!==e&&e!==t.root},isEmpty:function(){return null===t.root.next},getHead:function(){return t.root.next},insertBefore:function(e,r){for(var n=t.root,i=t.root.next;null!==i;){if(r(i))return e.prev=i.prev,e.next=i,i.prev.next=e,void(i.prev=e);n=i,i=i.next}n.next=e,e.prev=n,e.next=null},findTransition:function(e){for(var r=t.root,n=t.root.next;null!==n&&!e(n);)r=n,n=n.next;return{before:r===t.root?null:r,after:n,insert:function(t){return t.prev=r,t.next=n,r.next=t,null!==n&&(n.prev=t),t}}}};return t},node:function(t){return t.prev=null,t.next=null,t.remove=function(){t.prev.next=t.next,t.next&&(t.next.prev=t.prev),t.prev=null,t.next=null},t}}},{}],260:[function(t,e,r){e.exports=function(t,e,r){var n=[],i=[];return t.forEach((function(t){var a=t.start,o=t.end;if(e.pointsSame(a,o))console.warn(\"PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large\");else{r&&r.chainStart(t);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=s,u=0;u<n.length;u++){var f=(g=n[u])[0],h=(g[1],g[g.length-1]);g[g.length-2];if(e.pointsSame(f,a)){if(k(u,!0,!0))break}else if(e.pointsSame(f,o)){if(k(u,!0,!1))break}else if(e.pointsSame(h,a)){if(k(u,!1,!0))break}else if(e.pointsSame(h,o)&&k(u,!1,!1))break}if(c===s)return n.push([a,o]),void(r&&r.chainNew(a,o));if(c===l){r&&r.chainMatch(s.index);var p=s.index,d=s.matches_pt1?o:a,m=s.matches_head,g=n[p],v=m?g[0]:g[g.length-1],y=m?g[1]:g[g.length-2],x=m?g[g.length-1]:g[0],b=m?g[g.length-2]:g[1];return e.pointsCollinear(y,v,d)&&(m?(r&&r.chainRemoveHead(s.index,d),g.shift()):(r&&r.chainRemoveTail(s.index,d),g.pop()),v=y),e.pointsSame(x,d)?(n.splice(p,1),e.pointsCollinear(b,x,v)&&(m?(r&&r.chainRemoveTail(s.index,v),g.pop()):(r&&r.chainRemoveHead(s.index,v),g.shift())),r&&r.chainClose(s.index),void i.push(g)):void(m?(r&&r.chainAddHead(s.index,d),g.unshift(d)):(r&&r.chainAddTail(s.index,d),g.push(d)))}var _=s.index,w=l.index;r&&r.chainConnect(_,w);var T=n[_].length<n[w].length;s.matches_head?l.matches_head?T?(A(_),M(_,w)):(A(w),M(w,_)):M(w,_):l.matches_head?M(_,w):T?(A(_),M(w,_)):(A(w),M(_,w))}function k(t,e,r){return c.index=t,c.matches_head=e,c.matches_pt1=r,c===s?(c=l,!1):(c=null,!0)}function A(t){r&&r.chainReverse(t),n[t].reverse()}function M(t,i){var a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],c=o[0],u=o[1];e.pointsCollinear(l,s,c)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,c,u)&&(r&&r.chainRemoveHead(i,c),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},{}],261:[function(t,e,r){function n(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var i={union:function(t,e){return n(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],e)},intersect:function(t,e){return n(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],e)},difference:function(t,e){return n(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],e)},differenceRev:function(t,e){return n(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],e)},xor:function(t,e){return n(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],e)}};e.exports=i},{}],262:[function(t,e,r){\"use strict\";var n=t(\"stream\").Transform,i=t(\"stream-parser\");function a(){n.call(this,{readableObjectMode:!0})}function o(t,e,r){Error.call(this),Error.captureStackTrace?Error.captureStackTrace(this,this.constructor):this.stack=(new Error).stack||\"\",this.name=this.constructor.name,this.message=t,e&&(this.code=e),r&&(this.statusCode=r)}a.prototype=Object.create(n.prototype),a.prototype.constructor=a,i(a.prototype),r.ParserStream=a,r.sliceEq=function(t,e,r){for(var n=e,i=0;i<r.length;)if(t[n++]!==r[i++])return!1;return!0},r.str2arr=function(t,e){var r=[],n=0;if(e&&\"hex\"===e)for(;n<t.length;)r.push(parseInt(t.slice(n,n+2),16)),n+=2;else for(;n<t.length;n++)r.push(255&t.charCodeAt(n));return r},r.readUInt16LE=function(t,e){return t[e]|t[e+1]<<8},r.readUInt16BE=function(t,e){return t[e+1]|t[e]<<8},r.readUInt32LE=function(t,e){return t[e]|t[e+1]<<8|t[e+2]<<16|16777216*t[e+3]},r.readUInt32BE=function(t,e){return t[e+3]|t[e+2]<<8|t[e+1]<<16|16777216*t[e]},o.prototype=Object.create(Error.prototype),o.prototype.constructor=o,r.ProbeError=o},{stream:285,\"stream-parser\":301}],263:[function(t,e,r){\"use strict\";function n(t,e){var r=new Error(t);return r.code=e,r}function i(t){try{return decodeURIComponent(escape(t))}catch(e){return t}}function a(t,e,r){this.input=t.subarray(e,r),this.start=e;var i=String.fromCharCode.apply(null,this.input.subarray(0,4));if(\"II*\\0\"!==i&&\"MM\\0*\"!==i)throw n(\"invalid TIFF signature\",\"EBADDATA\");this.big_endian=\"M\"===i[0]}a.prototype.each=function(t){this.aborted=!1;var e=this.read_uint32(4);for(this.ifds_to_read=[{id:0,offset:e}];this.ifds_to_read.length>0&&!this.aborted;){var r=this.ifds_to_read.shift();r.offset&&this.scan_ifd(r.id,r.offset,t)}},a.prototype.read_uint16=function(t){var e=this.input;if(t+2>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?256*e[t]+e[t+1]:e[t]+256*e[t+1]},a.prototype.read_uint32=function(t){var e=this.input;if(t+4>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?16777216*e[t]+65536*e[t+1]+256*e[t+2]+e[t+3]:e[t]+256*e[t+1]+65536*e[t+2]+16777216*e[t+3]},a.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},a.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},a.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return r=this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return r=this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return r=this.read_uint32(e);case 9:return 0|(r=this.read_uint32(e));case 5:case 10:case 11:case 12:case 7:default:return null}},a.prototype.scan_ifd=function(t,e,r){var a=this.read_uint16(e);e+=2;for(var o=0;o<a;o++){var s=this.read_uint16(e),l=this.read_uint16(e+2),c=this.read_uint32(e+4),u=this.exif_format_length(l),f=c*u,h=f<=4?e+8:this.read_uint32(e+8),p=!1;if(h+f>this.input.length)throw n(\"unexpected EOF\",\"EBADDATA\");for(var d=[],m=h,g=0;g<c;g++,m+=u){var v=this.exif_format_read(l,m);if(null===v){d=null;break}d.push(v)}if(Array.isArray(d)&&2===l&&(d=i(String.fromCharCode.apply(null,d)))&&\"\\0\"===d[d.length-1]&&(d=d.slice(0,-1)),this.is_subifd_link(t,s)&&Array.isArray(d)&&Number.isInteger(d[0])&&d[0]>0&&(this.ifds_to_read.push({id:s,offset:d[0]}),p=!0),!1===r({is_big_endian:this.big_endian,ifd:t,tag:s,format:l,count:c,entry_offset:e+this.start,data_length:f,data_offset:h+this.start,value:d,is_subifd_link:p}))return void(this.aborted=!0);e+=12}0===t&&this.ifds_to_read.push({id:1,offset:this.read_uint32(e)})},e.exports.ExifParser=a,e.exports.get_orientation=function(t){var e=0;try{return new a(t,0,t.length).each((function(t){if(0===t.ifd&&274===t.tag&&Array.isArray(t.value))return e=t.value[0],!1})),e}catch(t){return-1}}},{}],264:[function(t,e,r){\"use strict\";var n=t(\"./common\").readUInt16BE,i=t(\"./common\").readUInt32BE;function a(t,e){if(t.length<4+e)return null;var r=i(t,e);return t.length<r+e||r<8?null:{boxtype:String.fromCharCode.apply(null,t.slice(e+4,e+8)),data:t.slice(e+8,e+r),end:e+r}}function o(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;switch(n.boxtype){case\"ispe\":e.sizes.push({width:i(n.data,4),height:i(n.data,8)});break;case\"irot\":e.transforms.push({type:\"irot\",value:3&n.data[0]});break;case\"imir\":e.transforms.push({type:\"imir\",value:1&n.data[0]})}r=n.end}}function s(t,e,r){for(var n=0,i=0;i<r;i++)n=256*n+(t[e+i]||0);return n}function l(t,e){for(var r=t[4]>>4&15,i=15&t[4],a=t[5]>>4&15,o=n(t,6),l=8,c=0;c<o;c++){var u=n(t,l),f=n(t,l+=2),h=s(t,l+=2,a),p=n(t,l+=a);if(l+=2,0===f&&1===p){var d=s(t,l,r),m=s(t,l+r,i);e.item_loc[u]={length:m,offset:d+h}}l+=p*(r+i)}}function c(t,e){for(var r=n(t,4),i=6,o=0;o<r;o++){var s=a(t,i);if(!s)break;if(\"infe\"===s.boxtype){for(var l=n(s.data,4),c=\"\",u=8;u<s.data.length&&s.data[u];u++)c+=String.fromCharCode(s.data[u]);e.item_inf[c]=l}i=s.end}}function u(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;\"ipco\"===n.boxtype&&o(n.data,e),r=n.end}}e.exports.unbox=a,e.exports.readSizeFromMeta=function(t){var e={sizes:[],transforms:[],item_inf:{},item_loc:{}};if(function(t,e){for(var r=4;;){var n=a(t,r);if(!n)break;\"iprp\"===n.boxtype&&u(n.data,e),\"iloc\"===n.boxtype&&l(n.data,e),\"iinf\"===n.boxtype&&c(n.data,e),r=n.end}}(t,e),e.sizes.length){var r,n,i,o=(r=e.sizes,n=r.reduce((function(t,e){return t.width>e.width||t.width===e.width&&t.height>e.height?t:e})),i=r.reduce((function(t,e){return t.height>e.height||t.height===e.height&&t.width>e.width?t:e})),n.width>i.height||n.width===i.height&&n.height>i.width?n:i),s=1;e.transforms.forEach((function(t){var e={1:6,2:5,3:8,4:7,5:4,6:3,7:2,8:1},r={1:4,2:3,3:2,4:1,5:6,6:5,7:8,8:7};if(\"imir\"===t.type&&(s=0===t.value?r[s]:e[s=e[s=r[s]]]),\"irot\"===t.type)for(var n=0;n<t.value;n++)s=e[s]}));var f=null;return e.item_inf.Exif&&(f=e.item_loc[e.item_inf.Exif]),{width:o.width,height:o.height,orientation:e.transforms.length?s:null,variants:e.sizes,exif_location:f}}},e.exports.getMimeType=function(t){var e=String.fromCharCode.apply(null,t.slice(0,4)),r={};r[e]=!0;for(var 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h=[[1,0,0,1,0,0],[1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,1,0,0],[1,0,0,1,0,0],[1,0,-1,0,0,1],[1,0,-1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,1],[1,0,-1,0,0,1],[-1,0,-1,0,0,1],[-1,0,-1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,1],[-1,0,-1,0,0,1],[0,1,1,0,0,0],[0,1,-1,0,0,0],[0,-1,-1,0,0,0],[0,-1,-1,0,0,0],[0,1,1,0,0,0],[0,-1,1,0,0,0],[0,1,0,-1,1,0],[0,1,0,-1,-1,0],[0,1,0,1,-1,0],[0,1,0,1,1,0],[0,1,0,-1,1,0],[0,1,0,1,-1,0],[0,-1,0,-1,1,0],[0,-1,0,-1,-1,0],[0,-1,0,1,-1,0],[0,-1,0,1,1,0],[0,-1,0,-1,1,0],[0,-1,0,1,-1,0]]},{\"array-bounds\":71,\"color-normalize\":89,\"flatten-vertex-data\":191,\"object-assign\":247,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],280:[function(t,e,r){\"use strict\";var n=t(\"color-normalize\"),i=t(\"array-bounds\"),a=t(\"object-assign\"),o=t(\"glslify\"),s=t(\"pick-by-alias\"),l=t(\"flatten-vertex-data\"),c=t(\"earcut\"),u=t(\"array-normalize\"),f=t(\"to-float32\"),h=f.float32,p=f.fract32,d=t(\"es6-weak-map\"),m=t(\"parse-rect\"),g=t(\"array-find-index\");function v(t,e){if(!(this instanceof v))return new v(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=v.shaders.has(t)?v.shaders.get(t):v.shaders.set(t,v.createShaders(t)).get(t),this.update(e)}e.exports=v,v.dashMult=2,v.maxPatternLength=256,v.precisionThreshold=3e6,v.maxPoints=1e4,v.maxLines=2048,v.shaders=new d,v.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\"]),attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * 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t=this,e=[],r=arguments.length;r--;)e[r]=arguments[r];return(e.length?e:this.passes).forEach((function(e,r){var n;if(e&&Array.isArray(e))return(n=t).draw.apply(n,e);\"number\"==typeof e&&(e=t.passes[e]),e&&e.count>1&&e.opacity&&(t.regl._refresh(),e.fill&&e.triangles&&e.triangles.length>2&&t.shaders.fill(e),e.thickness&&(e.scale[0]*e.viewport.width>v.precisionThreshold||e.scale[1]*e.viewport.height>v.precisionThreshold||\"rect\"===e.join||!e.join&&(e.thickness<=2||e.count>=v.maxPoints)?t.shaders.rect(e):t.shaders.miter(e)))})),this},v.prototype.update=function(t){var e=this;if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var r=this.regl,o=this.gl;if(t.forEach((function(t,f){var d=e.passes[f];if(void 0!==t)if(null!==t){if(\"number\"==typeof t[0]&&(t={positions:t}),t=s(t,{positions:\"positions points data coords\",thickness:\"thickness lineWidth lineWidths line-width linewidth width stroke-width strokewidth strokeWidth\",join:\"lineJoin linejoin 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Uint8Array})},t=a({},v.defaults,t)),null!=t.thickness&&(d.thickness=parseFloat(t.thickness)),null!=t.opacity&&(d.opacity=parseFloat(t.opacity)),null!=t.miterLimit&&(d.miterLimit=parseFloat(t.miterLimit)),null!=t.overlay&&(d.overlay=!!t.overlay,f<v.maxLines&&(d.depth=2*(v.maxLines-1-f%v.maxLines)/v.maxLines-1)),null!=t.join&&(d.join=t.join),null!=t.hole&&(d.hole=t.hole),null!=t.fill&&(d.fill=t.fill?n(t.fill,\"uint8\"):null),null!=t.viewport&&(d.viewport=m(t.viewport)),d.viewport||(d.viewport=m([o.drawingBufferWidth,o.drawingBufferHeight])),null!=t.close&&(d.close=t.close),null===t.positions&&(t.positions=[]),t.positions){var y,x;if(t.positions.x&&t.positions.y){var b=t.positions.x,_=t.positions.y;x=d.count=Math.max(b.length,_.length),y=new Float64Array(2*x);for(var w=0;w<x;w++)y[2*w]=b[w],y[2*w+1]=_[w]}else y=l(t.positions,\"float64\"),x=d.count=Math.floor(y.length/2);var T=d.bounds=i(y,2);if(d.fill){for(var k=[],A={},M=0,S=0,E=0,L=d.count;S<L;S++){var C=y[2*S],P=y[2*S+1];isNaN(C)||isNaN(P)||null==C||null==P?(C=y[2*M],P=y[2*M+1],A[S]=M):M=S,k[E++]=C,k[E++]=P}if(t.splitNull){d.count-1 in A||(A[d.count]=d.count-1);var I=Object.keys(A).map(Number).sort((function(t,e){return t-e})),O=[],z=0,D=null!=d.hole?d.hole[0]:null;if(null!=D){var R=g(I,(function(t){return t>=D}));(I=I.slice(0,R)).push(D)}for(var F=function(t){var e=k.slice(2*z,2*I[t]).concat(D?k.slice(2*D):[]),r=(d.hole||[]).map((function(e){return e-D+(I[t]-z)})),n=c(e,r);n=n.map((function(e){return e+z+(e+z<I[t]?0:D-I[t])})),O.push.apply(O,n),z=I[t]+1},B=0;B<I.length;B++)F(B);for(var N=0,j=O.length;N<j;N++)null!=A[O[N]]&&(O[N]=A[O[N]]);d.triangles=O}else{for(var U=c(k,d.hole||[]),V=0,H=U.length;V<H;V++)null!=A[U[V]]&&(U[V]=A[U[V]]);d.triangles=U}}var q=new Float64Array(y);u(q,2,T);var G=new 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at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*v.dashMult*.5;ot<st;++ot)$[rt++]=nt;nt^=255}}d.dashLength=tt,d.dashTexture({channels:1,data:$,width:$.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=d.count,ct=t.color;ct||(ct=\"transparent\");var ut=new Uint8Array(4*lt+4);if(Array.isArray(ct)&&\"number\"!=typeof ct[0]){for(var ft=0;ft<lt;ft++){var ht=n(ct[ft],\"uint8\");ut.set(ht,4*ft)}ut.set(n(ct[0],\"uint8\"),4*lt)}else for(var pt=n(ct,\"uint8\"),dt=0;dt<lt+1;dt++)ut.set(pt,4*dt);d.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ut})}}else e.passes[f]=null})),t.length<this.passes.length){for(var f=t.length;f<this.passes.length;f++){var d=this.passes[f];d&&(d.colorBuffer.destroy(),d.positionBuffer.destroy(),d.dashTexture.destroy())}this.passes.length=t.length}for(var y=[],x=0;x<this.passes.length;x++)null!==this.passes[x]&&y.push(this.passes[x]);return this.passes=y,this}},v.prototype.destroy=function(){return 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o={uniforms:{constPointSize:!!e.constPointSize,opacity:t.prop(\"opacity\"),paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},pixelRatio:t.context(\"pixelRatio\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),markerTexture:t.prop(\"markerTexture\"),paletteTexture:n},attributes:{x:function(t,e){return e.xAttr||{buffer:e.positionBuffer,stride:8,offset:0}},y:function(t,e){return e.yAttr||{buffer:e.positionBuffer,stride:8,offset:4}},xFract:function(t,e){return e.xAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:0}},yFract:function(t,e){return e.yAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:4}},size:function(t,e){return e.size.length?{buffer:e.sizeBuffer,stride:2,offset:0}:{constant:[Math.round(255*e.size/r.maxSize)]}},borderSize:function(t,e){return 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mix(color, fragColor, colorAmt);\\n    color.a *= opacity;\\n\\n    gl_FragColor = color;\\n  }\\n\\n}\\n\"]),s.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 scale, scaleFract, translate, translateFract, paletteSize;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\nconst float borderLevel = .5;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragPointSize, fragBorderRadius, fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = 2. * size * pointSizeScale;\\n  fragPointSize = size * pixelRatio;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\"]),this.drawMarker=t(s);var l=f({},o);l.frag=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius = length(2.0 * gl_PointCoord.xy - 1.0);\\n\\n\\tif (radius > 1.0 + delta) {\\n\\t\\tdiscard;\\n\\t}\\n\\n\\talpha -= smoothstep(1.0 - delta, 1.0 + delta, radius);\\n\\n\\tfloat borderRadius = fragBorderRadius;\\n\\tfloat ratio = smoothstep(borderRadius - delta, borderRadius + delta, radius);\\n\\tvec4 color = mix(fragColor, fragBorderColor, ratio);\\n\\tcolor.a *= alpha * opacity;\\n\\tgl_FragColor = color;\\n}\\n\"]),l.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pointSizeScale;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),g&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}b.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},b.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},b.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach((function(e,r){t.drawItem(r)}));return this},b.prototype.drawItem=function(t,e){var r=this.groups,n=r[t];if(\"number\"==typeof e&&(t=e,n=r[e],e=null),n&&n.count&&n.opacity){n.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,n,e));for(var a=[],o=1;o<n.activation.length;o++)n.activation[o]&&(!0===n.activation[o]||n.activation[o].data.length)&&a.push.apply(a,i(this.getMarkerDrawOptions(o,n,e)));a.length&&this.drawMarker(a)}},b.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,c=e.count;this.regl;if(!a)return r?[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var u=[],h=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(c),m=0;m<r.length;m++){var g=r[m];d[g]=p?p[g]:1}l.subdata(d)}for(var v=h.length;v--;){var y=n(h[v],2),x=y[0],b=y[1];u.push(f({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return u},b.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,o=this.regl,s=this.maxSize,c=this.maxColors,h=this.palette;this.groups=i=r.map((function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=p(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=f({},b.defaults,e)),e.positions&&!(\"marker\"in e)&&(e.marker=n.marker,delete n.marker),e.marker&&!(\"positions\"in e)&&(e.positions=n.positions,delete n.positions);var g=0,x=0;if(d(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=b.defaults.size),g+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=b.defaults.borderSize),g+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=b.defaults.color),e=t.updateColor(e),x++,e},borderColor:function(e,r){return null==e&&(e=b.defaults.borderColor),e=t.updateColor(e),x++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,s=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:o.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=m(t,\"float64\");var c=e.count=Math.floor(t.length/2),f=e.bounds=c?l(t,2):null;if(r.range||e.range||(delete e.range,r.range=f),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||c>n)?e.tree=u(t,{bounds:f}):n&&n.length&&(e.tree=n),e.tree){var h={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(h):e.elements=o.elements(h)}var p=v.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:v.fract32(t,p),usage:\"dynamic\"}),s({data:new Uint8Array(c),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach((function(t){return t&&t.destroy&&t.destroy()})),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var c=t.addMarker(e[s]);a[c]||(a[c]=new Uint8Array(r.count)),a[c][s]=1}for(var u=0;u<a.length;u++)if(a[u]){var f={data:a[u],type:\"uint8\",usage:\"static\"};i[u]?i[u](f):i[u]=o.buffer(f),i[u].data=a[u]}}else{i[t.addMarker(e)]=!0}return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=v.fract(e.scale),e.translateFract=v.fract(e.translate),t},viewport:function(t){return y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),g){var _=n,w=_.count,T=_.size,k=_.borderSize,A=_.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/s),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/s);A({data:M,usage:\"dynamic\"})}if(x){var E,L=n,C=L.count,P=L.color,I=L.borderColor,O=L.colorBuffer;if(t.tooManyColors){if(P.length||I.length){E=new Uint8Array(8*C);for(var z=0;z<C;z++){var D=P[z];E[8*z]=h[4*D],E[8*z+1]=h[4*D+1],E[8*z+2]=h[4*D+2],E[8*z+3]=h[4*D+3];var R=I[z];E[8*z+4]=h[4*R],E[8*z+5]=h[4*R+1],E[8*z+6]=h[4*R+2],E[8*z+7]=h[4*R+3]}}}else if(P.length||I.length){E=new Uint8Array(4*C+2);for(var F=0;F<C;F++)null!=P[F]&&(E[4*F]=P[F]%c,E[4*F+1]=Math.floor(P[F]/c)),null!=I[F]&&(E[4*F+2]=I[F]%c,E[4*F+3]=Math.floor(I[F]/c))}O({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},b.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},b.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var a=[];if(Array.isArray(t))for(var o=0;o<t.length;o+=4)a.push(t.slice(o,o+4));else for(var l=0;l<t.length;l+=4)a.push(t.subarray(l,l+4));t=a}for(var u=0;u<t.length;u++){var f=t[u];f=s(f,\"uint8\");var h=c(f,!1);if(null==e[h]){var p=r.length;e[h]=Math.floor(p/4),r[p]=f[0],r[p+1]=f[1],r[p+2]=f[2],r[p+3]=f[3]}i[u]=e[h]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},b.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},b.prototype.destroy=function(){return this.groups.forEach((function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach((function(t){return t&&t.destroy&&t.destroy()})),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()})),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach((function(t){return t&&t.destroy&&t.destroy()})),this};var _=t(\"object-assign\");e.exports=function(t,e){var r=new x(t,e),n=r.render.bind(r);return _(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},{\"@plotly/point-cluster\":59,\"array-bounds\":71,\"color-id\":87,\"color-normalize\":89,\"flatten-vertex-data\":191,glslify:227,\"is-iexplorer\":233,\"object-assign\":247,\"parse-rect\":249,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],282:[function(t,e,r){\"use strict\";var n=t(\"regl-scatter2d\"),i=t(\"pick-by-alias\"),a=t(\"array-bounds\"),o=t(\"raf\"),s=t(\"array-range\"),l=t(\"parse-rect\"),c=t(\"flatten-vertex-data\");function u(t,e){if(!(this instanceof u))return new u(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function f(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function h(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x+s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y+l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}e.exports=u,u.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o((function(){e.draw(),e.dirty=!0,e.planned=null}))):(this.draw(),this.dirty=!0,o((function(){e.dirty=!1}))),this)},u.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,c=0;c<l.length;c++)i.push(this.passes[l[c]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},u.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values dimensions samples x\",snap:\"snap cluster\",size:\"sizes size radius\",color:\"colors color fill fill-color fillColor\",opacity:\"opacity alpha transparency opaque\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",borderColor:\"borderColors borderColor bordercolor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range ranges databox dataBox\",viewport:\"viewport viewBox viewbox\",domain:\"domain domains area areas\",padding:\"pad padding paddings pads margin margins\",transpose:\"transpose transposed\",diagonal:\"diagonal diag showDiagonal\",upper:\"upper up top upperhalf upperHalf showupperhalf showUpper showUpperHalf\",lower:\"lower low bottom lowerhalf lowerHalf showlowerhalf showLowerHalf showLower\"}),s=this.traces[t]||(this.traces[t]={id:t,buffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(c(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var u=0;u<s.columns;u++)s.bounds[u]=a(o.data[u],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var m=s.columns,g=s.count,v=s.viewport.width,y=s.viewport.height,x=s.viewport.x,b=s.viewport.y,_=v/m,w=y/m;s.passes=[];for(var T=0;T<m;T++)for(var k=0;k<m;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=f(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:g,stride:m},y:{buffer:s.buffer,offset:T,count:g,stride:m}}:M.positions={x:{buffer:s.buffer,offset:k*g,count:g},y:{buffer:s.buffer,offset:T*g,count:g}},M.bounds=h(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?h(s.padding,T,k):s.padding;if(s.domain){var E=h(s.domain,T,k),L=E[0],C=E[1],P=E[2],I=E[3];M.viewport=[x+L*v+S[0],b+C*y+S[1],x+P*v-S[2],b+I*y-S[3]]}else M.viewport=[x+k*_+_*S[0],b+T*w+w*S[1],x+(k+1)*_-_*S[2],b+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?h(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},u.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var c=e[i],u=this.traces[i],f=u.passes,h=u.passOffset;f=f.map((function(t,e){n[h+e]=c}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},u.prototype.destroy=function(){return 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},{\"../main\":346,\"object-assign\":247}],335:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.hebrew=a},{\"../main\":346,\"object-assign\":247}],337:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Islamic\",jdEpoch:1948439.5,daysPerMonth:[30,29,30,29,30,29,30,29,30,29,30,29],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Islamic\",epochs:[\"BH\",\"AH\"],monthNames:[\"Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' al-thani\",\"Jumada al-awwal\",\"Jumada al-thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-ahad\",\"Yawm al-ithnayn\",\"Yawm ath-thulaathaa'\",\"Yawm al-arbi'aa'\",\"Yawm al-kham\\u012bs\",\"Yawm al-jum'a\",\"Yawm as-sabt\"],dayNamesShort:[\"Aha\",\"Ith\",\"Thu\",\"Arb\",\"Kha\",\"Jum\",\"Sab\"],dayNamesMin:[\"Ah\",\"It\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!1}},leapYear:function(t){return(11*this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year()+14)%30<11},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return this.leapYear(t)?355:354},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),t=t<=0?t+1:t,(r=i.day())+Math.ceil(29.5*(e-1))+354*(t-1)+Math.floor((3+11*t)/30)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t)+.5;var e=Math.floor((30*(t-this.jdEpoch)+10646)/10631);e=e<=0?e-1:e;var r=Math.min(12,Math.ceil((t-29-this.toJD(e,1,1))/29.5)+1),n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.islamic=a},{\"../main\":346,\"object-assign\":247}],338:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Julian\",jdEpoch:1721423.5,daysPerMonth:[31,28,31,30,31,30,31,31,30,31,30,31],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Julian\",epochs:[\"BC\",\"AD\"],monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],digits:null,dateFormat:\"mm/dd/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()<0?e.year()+1:e.year())%4==0},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},{\"../main\":346,\"object-assign\":247}],339:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}function s(t,e){return o(t-1,e)+1}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Mayan\",jdEpoch:584282.5,hasYearZero:!0,minMonth:0,firstMonth:0,minDay:0,regionalOptions:{\"\":{name:\"Mayan\",epochs:[\"\",\"\"],monthNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],monthNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],dayNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesMin:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],digits:null,dateFormat:\"YYYY.m.d\",firstDay:0,isRTL:!1,haabMonths:[\"Pop\",\"Uo\",\"Zip\",\"Zotz\",\"Tzec\",\"Xul\",\"Yaxkin\",\"Mol\",\"Chen\",\"Yax\",\"Zac\",\"Ceh\",\"Mac\",\"Kankin\",\"Muan\",\"Pax\",\"Kayab\",\"Cumku\",\"Uayeb\"],tzolkinMonths:[\"Imix\",\"Ik\",\"Akbal\",\"Kan\",\"Chicchan\",\"Cimi\",\"Manik\",\"Lamat\",\"Muluc\",\"Oc\",\"Chuen\",\"Eb\",\"Ben\",\"Ix\",\"Men\",\"Cib\",\"Caban\",\"Etznab\",\"Cauac\",\"Ahau\"]}},leapYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),!0},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate).toJD(),a=this._toHaab(i),o=this._toTzolkin(i);return{haabMonthName:this.local.haabMonths[a[0]-1],haabMonth:a[0],haabDay:a[1],tzolkinDayName:this.local.tzolkinMonths[o[0]-1],tzolkinDay:o[0],tzolkinTrecena:o[1]}},_toHaab:function(t){var e=o((t-=this.jdEpoch)+8+340,365);return[Math.floor(e/20)+1,o(e,20)]},_toTzolkin:function(t){return[s((t-=this.jdEpoch)+20,20),s(t+4,13)]},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return i.day()+20*i.month()+360*i.year()+this.jdEpoch},fromJD:function(t){t=Math.floor(t)+.5-this.jdEpoch;var e=Math.floor(t/360);t%=360,t+=t<0?360:0;var r=Math.floor(t/20),n=t%20;return this.newDate(e,r,n)}}),n.calendars.mayan=a},{\"../main\":346,\"object-assign\":247}],340:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar;var o=n.instance(\"gregorian\");i(a.prototype,{name:\"Nanakshahi\",jdEpoch:2257673.5,daysPerMonth:[31,31,31,31,31,30,30,30,30,30,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Nanakshahi\",epochs:[\"BN\",\"AN\"],monthNames:[\"Chet\",\"Vaisakh\",\"Jeth\",\"Harh\",\"Sawan\",\"Bhadon\",\"Assu\",\"Katak\",\"Maghar\",\"Poh\",\"Magh\",\"Phagun\"],monthNamesShort:[\"Che\",\"Vai\",\"Jet\",\"Har\",\"Saw\",\"Bha\",\"Ass\",\"Kat\",\"Mgr\",\"Poh\",\"Mgh\",\"Pha\"],dayNames:[\"Somvaar\",\"Mangalvar\",\"Budhvaar\",\"Veervaar\",\"Shukarvaar\",\"Sanicharvaar\",\"Etvaar\"],dayNamesShort:[\"Som\",\"Mangal\",\"Budh\",\"Veer\",\"Shukar\",\"Sanichar\",\"Et\"],dayNamesMin:[\"So\",\"Ma\",\"Bu\",\"Ve\",\"Sh\",\"Sa\",\"Et\"],digits:null,dateFormat:\"dd-mm-yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear);return o.leapYear(e.year()+(e.year()<1?1:0)+1469)},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(1-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidMonth);(t=i.year())<0&&t++;for(var a=i.day(),s=1;s<i.month();s++)a+=this.daysPerMonth[s-1];return a+o.toJD(t+1468,3,13)},fromJD:function(t){t=Math.floor(t+.5);for(var e=Math.floor((t-(this.jdEpoch-1))/366);t>=this.toJD(e+1,1,1);)e++;for(var r=t-Math.floor(this.toJD(e,1,1)+.5)+1,n=1;r>this.daysInMonth(e,n);)r-=this.daysInMonth(e,n),n++;return this.newDate(e,n,r)}}),n.calendars.nanakshahi=a},{\"../main\":346,\"object-assign\":247}],341:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return this.daysInYear(t)!==this.daysPerYear},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){if(t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),void 0===this.NEPALI_CALENDAR_DATA[t])return this.daysPerYear;for(var e=0,r=this.minMonth;r<=12;r++)e+=this.NEPALI_CALENDAR_DATA[t][r];return e},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),void 0===this.NEPALI_CALENDAR_DATA[t]?this.daysPerMonth[e-1]:this.NEPALI_CALENDAR_DATA[t][e]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=n.instance(),o=0,s=e,l=t;this._createMissingCalendarData(t);var c=t-(s>9||9===s&&r>=this.NEPALI_CALENDAR_DATA[l][0]?56:57);for(9!==e&&(o=r,s--);9!==s;)s<=0&&(s=12,l--),o+=this.NEPALI_CALENDAR_DATA[l][s],s--;return 9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(c)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(c,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var c=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,c)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);t=this._t2gYear(i.year());return a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=this._t2gYear(i.year());return a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)},_g2tYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)}}),n.calendars.taiwan=o},{\"../main\":346,\"object-assign\":247}],344:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\"),a=n.instance();function 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);t=this._t2gYear(e.year());return a.leapYear(t)},weekOfYear:function(t,e,r){var i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);t=this._t2gYear(i.year());return a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=this._t2gYear(i.year());return a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)},_g2tYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)}}),n.calendars.thai=o},{\"../main\":346,\"object-assign\":247}],345:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"UmmAlQura\",hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Umm al-Qura\",epochs:[\"BH\",\"AH\"],monthNames:[\"Al-Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' Al-Thani\",\"Jumada Al-Awwal\",\"Jumada Al-Thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-Ahad\",\"Yawm al-Ithnain\",\"Yawm al-Thal\\u0101th\\u0101\\u2019\",\"Yawm al-Arba\\u2018\\u0101\\u2019\",\"Yawm al-Kham\\u012bs\",\"Yawm al-Jum\\u2018a\",\"Yawm al-Sabt\"],dayNamesMin:[\"Ah\",\"Ith\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!0}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 355===this.daysInYear(e.year())},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){for(var e=0,r=1;r<=12;r++)e+=this.daysInMonth(t,r);return e},daysInMonth:function(t,e){for(var r=this._validate(t,e,this.minDay,n.local.invalidMonth).toJD()-24e5+.5,i=0,a=0;a<o.length;a++){if(o[a]>r)return o[i]-o[i-1];i++}return 30},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate),a=12*(i.year()-1)+i.month()-15292;return i.day()+o[a-1]-1+24e5-.5},fromJD:function(t){for(var e=t-24e5+.5,r=0,n=0;n<o.length&&!(o[n]>e);n++)r++;var i=r+15292,a=Math.floor((i-1)/12),s=a+1,l=i-12*a,c=e-o[r-1]+1;return this.newDate(s,l,c)},isValid:function(t,e,r){var i=n.baseCalendar.prototype.isValid.apply(this,arguments);return i&&(i=(t=null!=t.year?t.year:t)>=1276&&t<=1500),i},_validate:function(t,e,r,i){var a=n.baseCalendar.prototype._validate.apply(this,arguments);if(a.year<1276||a.year>1500)throw i.replace(/\\{0\\}/,this.local.name);return a}}),n.calendars.ummalqura=a;var 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n=t(\"object-assign\");function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,(function(e){return t[e]}))}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(c.local.differentCalendars||c.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day();\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(!function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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r,s,l=o(t,e),c=l.on,u=l.off.concat(l.explicitOff),f={},h=t._fullLayout.annotations;if(!c.length&&!u.length)return;for(r=0;r<c.length;r++)(s=a(t.layout,\"annotations\",h[c[r]])).modifyItem(\"visible\",!0),n.extendFlat(f,s.getUpdateObj());for(r=0;r<u.length;r++)(s=a(t.layout,\"annotations\",h[u[r]])).modifyItem(\"visible\",!1),n.extendFlat(f,s.getUpdateObj());return i.call(\"update\",t,{},f)}}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../../registry\":638}],352:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../color\");e.exports=function(t,e,r,a){a(\"opacity\");var o=a(\"bgcolor\"),s=a(\"bordercolor\"),l=i.opacity(s);a(\"borderpad\");var c=a(\"borderwidth\"),u=a(\"showarrow\");if(a(\"text\",u?\" \":r._dfltTitle.annotation),a(\"textangle\"),n.coerceFont(a,\"font\",r.font),a(\"width\"),a(\"align\"),a(\"height\")&&a(\"valign\"),u){var f,h,p=a(\"arrowside\");-1!==p.indexOf(\"end\")&&(f=a(\"arrowhead\"),h=a(\"arrowsize\")),-1!==p.indexOf(\"start\")&&(a(\"startarrowhead\",f),a(\"startarrowsize\",h)),a(\"arrowcolor\",l?e.bordercolor:i.defaultLine),a(\"arrowwidth\",2*(l&&c||1)),a(\"standoff\"),a(\"startstandoff\")}var d=a(\"hovertext\"),m=r.hoverlabel||{};if(d){var g=a(\"hoverlabel.bgcolor\",m.bgcolor||(i.opacity(o)?i.rgb(o):i.defaultLine)),v=a(\"hoverlabel.bordercolor\",m.bordercolor||i.contrast(g));n.coerceFont(a,\"hoverlabel.font\",{family:m.font.family,size:m.font.size,color:m.font.color||v})}a(\"captureevents\",!!d)}},{\"../../lib\":503,\"../color\":366}],353:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib/to_log_range\");e.exports=function(t,e,r,a){e=e||{};var o=\"log\"===r&&\"linear\"===e.type,s=\"linear\"===r&&\"log\"===e.type;if(o||s)for(var l,c,u=t._fullLayout.annotations,f=e._id.charAt(0),h=0;h<u.length;h++)l=u[h],c=\"annotations[\"+h+\"].\",l[f+\"ref\"]===e._id&&p(f),l[\"a\"+f+\"ref\"]===e._id&&p(\"a\"+f);function p(t){var r=l[t],s=null;s=o?i(r,e.range):Math.pow(10,r),n(s)||(s=null),a(c+t,s)}}},{\"../../lib/to_log_range\":531,\"fast-isnumeric\":190}],354:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../plots/cartesian/axes\"),a=t(\"../../plots/array_container_defaults\"),o=t(\"./common_defaults\"),s=t(\"./attributes\");function l(t,e,r){function a(r,i){return n.coerce(t,e,s,r,i)}var l=a(\"visible\"),c=a(\"clicktoshow\");if(l||c){o(t,e,r,a);for(var u=e.showarrow,f=[\"x\",\"y\"],h=[-10,-30],p={_fullLayout:r},d=0;d<2;d++){var m=f[d],g=i.coerceRef(t,e,p,m,\"\",\"paper\");if(\"paper\"!==g)i.getFromId(p,g)._annIndices.push(e._index);if(i.coercePosition(e,p,a,g,m,.5),u){var v=\"a\"+m,y=i.coerceRef(t,e,p,v,\"pixel\",[\"pixel\",\"paper\"]);\"pixel\"!==y&&y!==g&&(y=e[v]=\"pixel\");var 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r=t._fullLayout.annotations[e]||{},n=l.getFromId(t,r.xref),i=l.getFromId(t,r.yref);n&&n.setScale(),i&&i.setScale(),x(t,r,e,!1,n,i)}function y(t,e,r,n,i){var a=i[r],o=i[r+\"ref\"],s=-1!==r.indexOf(\"y\"),c=\"domain\"===l.getRefType(o),u=s?n.h:n.w;return t?c?a+(s?-e:e)/t._length:t.p2r(t.r2p(a)+e):a+(s?-e:e)/u}function x(t,e,r,a,v,x){var b,_,w=t._fullLayout,T=t._fullLayout._size,k=t._context.edits;a?(b=\"annotation-\"+a,_=a+\".annotations\"):(b=\"annotation\",_=\"annotations\");var A=m(t.layout,_,e),M=A.modifyBase,S=A.modifyItem,E=A.getUpdateObj;w._infolayer.selectAll(\".\"+b+'[data-index=\"'+r+'\"]').remove();var L=\"clip\"+w._uid+\"_ann\"+r;if(e._input&&!1!==e.visible){var C={x:{},y:{}},P=+e.textangle||0,I=w._infolayer.append(\"g\").classed(b,!0).attr(\"data-index\",String(r)).style(\"opacity\",e.opacity),O=I.append(\"g\").classed(\"annotation-text-g\",!0),z=k[e.showarrow?\"annotationTail\":\"annotationPosition\"],D=e.captureevents||k.annotationText||z,R=O.append(\"g\").style(\"pointer-events\",D?\"all\":null).call(p,\"pointer\").on(\"click\",(function(){t._dragging=!1,t.emit(\"plotly_clickannotation\",Y(n.event))}));e.hovertext&&R.on(\"mouseover\",(function(){var r=e.hoverlabel,n=r.font,i=this.getBoundingClientRect(),a=t.getBoundingClientRect();f.loneHover({x0:i.left-a.left,x1:i.right-a.left,y:(i.top+i.bottom)/2-a.top,text:e.hovertext,color:r.bgcolor,borderColor:r.bordercolor,fontFamily:n.family,fontSize:n.size,fontColor:n.color},{container:w._hoverlayer.node(),outerContainer:w._paper.node(),gd:t})})).on(\"mouseout\",(function(){f.loneUnhover(w._hoverlayer.node())}));var F=e.borderwidth,B=e.borderpad,N=F+B,j=R.append(\"rect\").attr(\"class\",\"bg\").style(\"stroke-width\",F+\"px\").call(c.stroke,e.bordercolor).call(c.fill,e.bgcolor),U=e.width||e.height,V=w._topclips.selectAll(\"#\"+L).data(U?[0]:[]);V.enter().append(\"clipPath\").classed(\"annclip\",!0).attr(\"id\",L).append(\"rect\"),V.exit().remove();var H=e.font,q=w._meta?o.templateString(e.text,w._meta):e.text,G=R.append(\"text\").classed(\"annotation-text\",!0).text(q);k.annotationText?G.call(h.makeEditable,{delegate:R,gd:t}).call(W).on(\"edit\",(function(r){e.text=r,this.call(W),S(\"text\",r),v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0),i.call(\"_guiRelayout\",t,E())})):G.call(W)}else n.selectAll(\"#\"+L).remove();function Y(t){var n={index:r,annotation:e._input,fullAnnotation:e,event:t};return a&&(n.subplotId=a),n}function W(r){return r.call(u.font,H).attr({\"text-anchor\":{left:\"start\",right:\"end\"}[e.align]||\"middle\"}),h.convertToTspans(r,t,X),r}function X(){var r=G.selectAll(\"a\");1===r.size()&&r.text()===G.text()&&R.insert(\"a\",\":first-child\").attr({\"xlink:xlink:href\":r.attr(\"xlink:href\"),\"xlink:xlink:show\":r.attr(\"xlink:show\")}).style({cursor:\"pointer\"}).node().appendChild(j.node());var n=R.select(\".annotation-text-math-group\"),f=!n.empty(),m=u.bBox((f?n:G).node()),b=m.width,_=m.height,A=e.width||b,D=e.height||_,B=Math.round(A+2*N),H=Math.round(D+2*N);function q(t,e){return\"auto\"===e&&(e=t<1/3?\"left\":t>2/3?\"right\":\"center\"),{center:0,middle:0,left:.5,bottom:-.5,right:-.5,top:.5}[e]}for(var W=!1,X=[\"x\",\"y\"],Z=0;Z<X.length;Z++){var J,K,Q,$,tt,et=X[Z],rt=e[et+\"ref\"]||et,nt=e[\"a\"+et+\"ref\"],it={x:v,y:x}[et],at=(P+(\"x\"===et?0:-90))*Math.PI/180,ot=B*Math.cos(at),st=H*Math.sin(at),lt=Math.abs(ot)+Math.abs(st),ct=e[et+\"anchor\"],ut=e[et+\"shift\"]*(\"x\"===et?1:-1),ft=C[et],ht=l.getRefType(rt);if(it&&\"domain\"!==ht){var pt=it.r2fraction(e[et]);(pt<0||pt>1)&&(nt===rt?((pt=it.r2fraction(e[\"a\"+et]))<0||pt>1)&&(W=!0):W=!0),J=it._offset+it.r2p(e[et]),$=.5}else{var dt=\"domain\"===ht;\"x\"===et?(Q=e[et],J=dt?it._offset+it._length*Q:J=T.l+T.w*Q):(Q=1-e[et],J=dt?it._offset+it._length*Q:J=T.t+T.h*Q),$=e.showarrow?.5:Q}if(e.showarrow){ft.head=J;var mt=e[\"a\"+et];if(tt=ot*q(.5,e.xanchor)-st*q(.5,e.yanchor),nt===rt){var gt=l.getRefType(nt);\"domain\"===gt?(\"y\"===et&&(mt=1-mt),ft.tail=it._offset+it._length*mt):\"paper\"===gt?\"y\"===et?(mt=1-mt,ft.tail=T.t+T.h*mt):ft.tail=T.l+T.w*mt:ft.tail=it._offset+it.r2p(mt),K=tt}else ft.tail=J+mt,K=tt+mt;ft.text=ft.tail+tt;var vt=w[\"x\"===et?\"width\":\"height\"];if(\"paper\"===rt&&(ft.head=o.constrain(ft.head,1,vt-1)),\"pixel\"===nt){var yt=-Math.max(ft.tail-3,ft.text),xt=Math.min(ft.tail+3,ft.text)-vt;yt>0?(ft.tail+=yt,ft.text+=yt):xt>0&&(ft.tail-=xt,ft.text-=xt)}ft.tail+=ut,ft.head+=ut}else K=tt=lt*q($,ct),ft.text=J+tt;ft.text+=ut,tt+=ut,K+=ut,e[\"_\"+et+\"padplus\"]=lt/2+K,e[\"_\"+et+\"padminus\"]=lt/2-K,e[\"_\"+et+\"size\"]=lt,e[\"_\"+et+\"shift\"]=tt}if(W)R.remove();else{var bt=0,_t=0;if(\"left\"!==e.align&&(bt=(A-b)*(\"center\"===e.align?.5:1)),\"top\"!==e.valign&&(_t=(D-_)*(\"middle\"===e.valign?.5:1)),f)n.select(\"svg\").attr({x:N+bt-1,y:N+_t}).call(u.setClipUrl,U?L:null,t);else{var wt=N+_t-m.top,Tt=N+bt-m.left;G.call(h.positionText,Tt,wt).call(u.setClipUrl,U?L:null,t)}V.select(\"rect\").call(u.setRect,N,N,A,D),j.call(u.setRect,F/2,F/2,B-F,H-F),R.call(u.setTranslate,Math.round(C.x.text-B/2),Math.round(C.y.text-H/2)),O.attr({transform:\"rotate(\"+P+\",\"+C.x.text+\",\"+C.y.text+\")\"});var kt,At=function(r,n){I.selectAll(\".annotation-arrow-g\").remove();var l=C.x.head,f=C.y.head,h=C.x.tail+r,p=C.y.tail+n,m=C.x.text+r,b=C.y.text+n,_=o.rotationXYMatrix(P,m,b),w=o.apply2DTransform(_),A=o.apply2DTransform2(_),L=+j.attr(\"width\"),z=+j.attr(\"height\"),D=m-.5*L,F=D+L,B=b-.5*z,N=B+z,U=[[D,B,D,N],[D,N,F,N],[F,N,F,B],[F,B,D,B]].map(A);if(!U.reduce((function(t,e){return t^!!o.segmentsIntersect(l,f,l+1e6,f+1e6,e[0],e[1],e[2],e[3])}),!1)){U.forEach((function(t){var e=o.segmentsIntersect(h,p,l,f,t[0],t[1],t[2],t[3]);e&&(h=e.x,p=e.y)}));var V=e.arrowwidth,H=e.arrowcolor,q=e.arrowside,G=I.append(\"g\").style({opacity:c.opacity(H)}).classed(\"annotation-arrow-g\",!0),Y=G.append(\"path\").attr(\"d\",\"M\"+h+\",\"+p+\"L\"+l+\",\"+f).style(\"stroke-width\",V+\"px\").call(c.stroke,c.rgb(H));if(g(Y,q,e),k.annotationPosition&&Y.node().parentNode&&!a){var W=l,X=f;if(e.standoff){var Z=Math.sqrt(Math.pow(l-h,2)+Math.pow(f-p,2));W+=e.standoff*(h-l)/Z,X+=e.standoff*(p-f)/Z}var J,K,Q=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-W)+\",\"+(p-X),transform:s(W,X)}).style(\"stroke-width\",V+6+\"px\").call(c.stroke,\"rgba(0,0,0,0)\").call(c.fill,\"rgba(0,0,0,0)\");d.init({element:Q.node(),gd:t,prepFn:function(){var t=u.getTranslate(R);J=t.x,K=t.y,v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0)},moveFn:function(t,r){var n=w(J,K),i=n[0]+t,a=n[1]+r;R.call(u.setTranslate,i,a),S(\"x\",y(v,t,\"x\",T,e)),S(\"y\",y(x,r,\"y\",T,e)),e.axref===e.xref&&S(\"ax\",y(v,t,\"ax\",T,e)),e.ayref===e.yref&&S(\"ay\",y(x,r,\"ay\",T,e)),G.attr(\"transform\",s(t,r)),O.attr({transform:\"rotate(\"+P+\",\"+i+\",\"+a+\")\"})},doneFn:function(){i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}};if(e.showarrow&&At(0,0),z)d.init({element:R.node(),gd:t,prepFn:function(){kt=O.attr(\"transform\")},moveFn:function(t,r){var n=\"pointer\";if(e.showarrow)e.axref===e.xref?S(\"ax\",y(v,t,\"ax\",T,e)):S(\"ax\",e.ax+t),e.ayref===e.yref?S(\"ay\",y(x,r,\"ay\",T.w,e)):S(\"ay\",e.ay+r),At(t,r);else{if(a)return;var i,o;if(v)i=y(v,t,\"x\",T,e);else{var l=e._xsize/T.w,c=e.x+(e._xshift-e.xshift)/T.w-l/2;i=d.align(c+t/T.w,l,0,1,e.xanchor)}if(x)o=y(x,r,\"y\",T,e);else{var u=e._ysize/T.h,f=e.y-(e._yshift+e.yshift)/T.h-u/2;o=d.align(f-r/T.h,u,0,1,e.yanchor)}S(\"x\",i),S(\"y\",o),v&&x||(n=d.getCursor(v?.5:i,x?.5:o,e.xanchor,e.yanchor))}O.attr({transform:s(t,r)+kt}),p(R,n)},clickFn:function(r,n){e.captureevents&&t.emit(\"plotly_clickannotation\",Y(n))},doneFn:function(){p(R),i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}}e.exports={draw:function(t){var e=t._fullLayout;e._infolayer.selectAll(\".annotation\").remove();for(var r=0;r<e.annotations.length;r++)e.annotations[r].visible&&v(t,r);return a.previousPromises(t)},drawOne:v,drawRaw:x}},{\"../../lib\":503,\"../../lib/setcursor\":524,\"../../lib/svg_text_utils\":529,\"../../plot_api/plot_template\":543,\"../../plots/cartesian/axes\":554,\"../../plots/plots\":619,\"../../registry\":638,\"../color\":366,\"../dragelement\":385,\"../drawing\":388,\"../fx\":406,\"./draw_arrow_head\":356,\"@plotly/d3\":58}],356:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../color\"),a=t(\"./arrow_paths\"),o=t(\"../../lib\"),s=o.strScale,l=o.strRotate,c=o.strTranslate;e.exports=function(t,e,r){var o,u,f,h,p=t.node(),d=a[r.arrowhead||0],m=a[r.startarrowhead||0],g=(r.arrowwidth||1)*(r.arrowsize||1),v=(r.arrowwidth||1)*(r.startarrowsize||1),y=e.indexOf(\"start\")>=0,x=e.indexOf(\"end\")>=0,b=d.backoff*g+r.standoff,_=m.backoff*v+r.startstandoff;if(\"line\"===p.nodeName){o={x:+t.attr(\"x1\"),y:+t.attr(\"y1\")},u={x:+t.attr(\"x2\"),y:+t.attr(\"y2\")};var w=o.x-u.x,T=o.y-u.y;if(h=(f=Math.atan2(T,w))+Math.PI,b&&_&&b+_>Math.sqrt(w*w+T*T))return void z();if(b){if(b*b>w*w+T*T)return void z();var k=b*Math.cos(f),A=b*Math.sin(f);u.x+=k,u.y+=A,t.attr({x2:u.x,y2:u.y})}if(_){if(_*_>w*w+T*T)return void z();var M=_*Math.cos(f),S=_*Math.sin(f);o.x-=M,o.y-=S,t.attr({x1:o.x,y1:o.y})}}else if(\"path\"===p.nodeName){var E=p.getTotalLength(),L=\"\";if(E<b+_)return void z();var C=p.getPointAtLength(0),P=p.getPointAtLength(.1);f=Math.atan2(C.y-P.y,C.x-P.x),o=p.getPointAtLength(Math.min(_,E)),L=\"0px,\"+_+\"px,\";var 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n=t(\"@plotly/d3\"),i=t(\"tinycolor2\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../plots/cartesian/axes\"),l=t(\"../dragelement\"),c=t(\"../../lib\"),u=c.strTranslate,f=t(\"../../lib/extend\").extendFlat,h=t(\"../../lib/setcursor\"),p=t(\"../drawing\"),d=t(\"../color\"),m=t(\"../titles\"),g=t(\"../../lib/svg_text_utils\"),v=t(\"../colorscale/helpers\").flipScale,y=t(\"../../plots/cartesian/axis_defaults\"),x=t(\"../../plots/cartesian/position_defaults\"),b=t(\"../../plots/cartesian/layout_attributes\"),_=t(\"../../constants/alignment\"),w=_.LINE_SPACING,T=_.FROM_TL,k=_.FROM_BR,A=t(\"./constants\").cn;e.exports={draw:function(t){var e=t._fullLayout._infolayer.selectAll(\"g.\"+A.colorbar).data(function(t){var e,r,n,i,a=t._fullLayout,o=t.calcdata,s=[];function l(t){return f(t,{_fillcolor:null,_line:{color:null,width:null,dash:null},_levels:{start:null,end:null,size:null},_filllevels:null,_fillgradient:null,_zrange:null})}function c(){\"function\"==typeof 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r=n.select(this);c.ensureSingle(r,\"rect\",A.cbbg),c.ensureSingle(r,\"g\",A.cbfills),c.ensureSingle(r,\"g\",A.cblines),c.ensureSingle(r,\"g\",A.cbaxis,(function(t){t.classed(A.crisp,!0)})),c.ensureSingle(r,\"g\",A.cbtitleunshift,(function(t){t.append(\"g\").classed(A.cbtitle,!0)})),c.ensureSingle(r,\"rect\",A.cboutline);var v=function(t,e,r){var o=\"v\"===e.orientation,l=e.len,h=e.lenmode,v=e.thickness,_=e.thicknessmode,M=e.outlinewidth,S=e.borderwidth,E=e.bgcolor,L=e.xanchor,C=e.yanchor,P=e.xpad,I=e.ypad,O=e.x,z=o?e.y:1-e.y,D=r._fullLayout,R=D._size,F=e._fillcolor,B=e._line,N=e.title,j=N.side,U=e._zrange||n.extent((\"function\"==typeof F?F:B.color).domain()),V=\"function\"==typeof B.color?B.color:function(){return B.color},H=\"function\"==typeof F?F:function(){return F},q=e._levels,G=function(t,e,r){var n,i,a=e._levels,o=[],s=[],l=a.end+a.size/100,c=a.size,u=1.001*r[0]-.001*r[1],f=1.001*r[1]-.001*r[0];for(i=0;i<1e5&&(n=a.start+i*c,!(c>0?n>=l:n<=l));i++)n>u&&n<f&&o.push(n);if(e._fillgradient)s=[0];else if(\"function\"==typeof e._fillcolor){var h=e._filllevels;if(h)for(l=h.end+h.size/100,c=h.size,i=0;i<1e5&&(n=h.start+i*c,!(c>0?n>=l:n<=l));i++)n>r[0]&&n<r[1]&&s.push(n);else(s=o.map((function(t){return t-a.size/2}))).push(s[s.length-1]+a.size)}else e._fillcolor&&\"string\"==typeof e._fillcolor&&(s=[0]);a.size<0&&(o.reverse(),s.reverse());return{line:o,fill:s}}(0,e,U),Y=G.fill,W=G.line,X=Math.round(v*(\"fraction\"===_?o?R.w:R.h:1)),Z=X/(o?R.w:R.h),J=Math.round(l*(\"fraction\"===h?o?R.h:R.w:1)),K=J/(o?R.h:R.w),Q=Math.round(o?O*R.w+P:z*R.h+I),$={center:.5,right:1}[L]||0,tt={top:1,middle:.5}[C]||0,et=o?O-$*Z:z-tt*Z,rt=o?z-tt*K:O-$*K,nt=Math.round(o?R.h*(1-rt):R.w*rt);e._lenFrac=K,e._thickFrac=Z,e._uFrac=et,e._vFrac=rt;var it=e._axis=function(t,e,r){var n=t._fullLayout,i=\"v\"===e.orientation,a={type:\"linear\",range:r,tickmode:e.tickmode,nticks:e.nticks,tick0:e.tick0,dtick:e.dtick,tickvals:e.tickvals,ticktext:e.ticktext,ticks:e.ticks,ticklen:e.ticklen,tickwidth:e.tickwidth,tickcolor:e.tickcolor,showticklabels:e.showticklabels,ticklabelposition:e.ticklabelposition,ticklabeloverflow:e.ticklabeloverflow,ticklabelstep:e.ticklabelstep,tickfont:e.tickfont,tickangle:e.tickangle,tickformat:e.tickformat,exponentformat:e.exponentformat,minexponent:e.minexponent,separatethousands:e.separatethousands,showexponent:e.showexponent,showtickprefix:e.showtickprefix,tickprefix:e.tickprefix,showticksuffix:e.showticksuffix,ticksuffix:e.ticksuffix,title:e.title,showline:!0,anchor:\"free\",side:i?\"right\":\"bottom\",position:1},o=i?\"y\":\"x\",s={type:\"linear\",_id:o+e._id},l={letter:o,font:n.font,noHover:!0,noTickson:!0,noTicklabelmode:!0,calendar:n.calendar};function u(t,e){return c.coerce(a,s,b,t,e)}return y(a,s,u,l,n),x(a,s,u,l),s}(r,e,U);it.position=Z+(o?O+P/R.w:z+I/R.h);var at=-1!==[\"top\",\"bottom\"].indexOf(j);o&&at&&(it.title.side=j,it.titlex=O+P/R.w,it.titley=rt+(\"top\"===N.side?K-I/R.h:I/R.h));o||at||(it.title.side=j,it.titley=z+I/R.h,it.titlex=rt+P/R.w);if(B.color&&\"auto\"===e.tickmode){it.tickmode=\"linear\",it.tick0=q.start;var ot=q.size,st=c.constrain(J/50,4,15)+1,lt=(U[1]-U[0])/((e.nticks||st)*ot);if(lt>1){var ct=Math.pow(10,Math.floor(Math.log(lt)/Math.LN10));ot*=ct*c.roundUp(lt/ct,[2,5,10]),(Math.abs(q.start)/q.size+1e-6)%1<2e-6&&(it.tick0=0)}it.dtick=ot}it.domain=o?[rt+I/R.h,rt+K-I/R.h]:[rt+P/R.w,rt+K-P/R.w],it.setScale(),t.attr(\"transform\",u(Math.round(R.l),Math.round(R.t)));var ut,ft=t.select(\".\"+A.cbtitleunshift).attr(\"transform\",u(-Math.round(R.l),-Math.round(R.t))),ht=it.ticklabelposition,pt=it.title.font.size,dt=t.select(\".\"+A.cbaxis),mt=0,gt=0;function vt(n,i){var a={propContainer:it,propName:e._propPrefix+\"title\",traceIndex:e._traceIndex,_meta:e._meta,placeholder:D._dfltTitle.colorbar,containerGroup:t.select(\".\"+A.cbtitle)},o=\"h\"===n.charAt(0)?n.substr(1):\"h\"+n;t.selectAll(\".\"+o+\",.\"+o+\"-math-group\").remove(),m.draw(r,n,f(a,i||{}))}return c.syncOrAsync([a.previousPromises,function(){var t,e;(o&&at||!o&&!at)&&(\"top\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt-K)+3+.75*pt),\"bottom\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt)-3-.25*pt),\"right\"===j&&(e=I+R.t+R.h*z+3+.75*pt,t=P+R.l+R.w*rt),vt(it._id+\"title\",{attributes:{x:t,y:e,\"text-anchor\":o?\"start\":\"middle\"}}))},function(){if(!o&&!at||o&&at){var a,l=t.select(\".\"+A.cbtitle),f=l.select(\"text\"),h=[-M/2,M/2],d=l.select(\".h\"+it._id+\"title-math-group\").node(),m=15.6;if(f.node()&&(m=parseInt(f.node().style.fontSize,10)*w),d?(a=p.bBox(d),gt=a.width,(mt=a.height)>m&&(h[1]-=(mt-m)/2)):f.node()&&!f.classed(A.jsPlaceholder)&&(a=p.bBox(f.node()),gt=a.width,mt=a.height),o){if(mt){if(mt+=5,\"top\"===j)it.domain[1]-=mt/R.h,h[1]*=-1;else{it.domain[0]+=mt/R.h;var v=g.lineCount(f);h[1]+=(1-v)*m}l.attr(\"transform\",u(h[0],h[1])),it.setScale()}}else gt&&(\"right\"===j&&(it.domain[0]+=(gt+pt/2)/R.w),l.attr(\"transform\",u(h[0],h[1])),it.setScale())}t.selectAll(\".\"+A.cbfills+\",.\"+A.cblines).attr(\"transform\",o?u(0,Math.round(R.h*(1-it.domain[1]))):u(Math.round(R.w*it.domain[0]),0)),dt.attr(\"transform\",o?u(0,Math.round(-R.t)):u(Math.round(-R.l),0));var y=t.select(\".\"+A.cbfills).selectAll(\"rect.\"+A.cbfill).attr(\"style\",\"\").data(Y);y.enter().append(\"rect\").classed(A.cbfill,!0).style(\"stroke\",\"none\"),y.exit().remove();var x=U.map(it.c2p).map(Math.round).sort((function(t,e){return t-e}));y.each((function(t,a){var s=[0===a?U[0]:(Y[a]+Y[a-1])/2,a===Y.length-1?U[1]:(Y[a]+Y[a+1])/2].map(it.c2p).map(Math.round);o&&(s[1]=c.constrain(s[1]+(s[1]>s[0])?1:-1,x[0],x[1]));var l=n.select(this).attr(o?\"x\":\"y\",Q).attr(o?\"y\":\"x\",n.min(s)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(n.max(s)-n.min(s),2));if(e._fillgradient)p.gradient(l,r,e._id,o?\"vertical\":\"horizontalreversed\",e._fillgradient,\"fill\");else{var u=H(t).replace(\"e-\",\"\");l.attr(\"fill\",i(u).toHexString())}}));var b=t.select(\".\"+A.cblines).selectAll(\"path.\"+A.cbline).data(B.color&&B.width?W:[]);b.enter().append(\"path\").classed(A.cbline,!0),b.exit().remove(),b.each((function(t){var e=Q,r=Math.round(it.c2p(t))+B.width/2%1;n.select(this).attr(\"d\",\"M\"+(o?e+\",\"+r:r+\",\"+e)+(o?\"h\":\"v\")+X).call(p.lineGroupStyle,B.width,V(t),B.dash)})),dt.selectAll(\"g.\"+it._id+\"tick,path\").remove();var _=Q+X+(M||0)/2-(\"outside\"===e.ticks?1:0),T=s.calcTicks(it),k=s.getTickSigns(it)[2];return s.drawTicks(r,it,{vals:\"inside\"===it.ticks?s.clipEnds(it,T):T,layer:dt,path:s.makeTickPath(it,_,k),transFn:s.makeTransTickFn(it)}),s.drawLabels(r,it,{vals:T,layer:dt,transFn:s.makeTransTickLabelFn(it),labelFns:s.makeLabelFns(it,_)})},function(){if(o&&!at||!o&&at){var t,i,a=it.position||0,s=it._offset+it._length/2;if(\"right\"===j)i=s,t=R.l+R.w*a+10+pt*(it.showticklabels?1:.5);else if(t=s,\"bottom\"===j&&(i=R.t+R.h*a+10+(-1===ht.indexOf(\"inside\")?it.tickfont.size:0)+(\"intside\"!==it.ticks&&e.ticklen||0)),\"top\"===j){var l=N.text.split(\"<br>\").length;i=R.t+R.h*a+10-X-w*pt*l}vt((o?\"h\":\"v\")+it._id+\"title\",{avoid:{selection:n.select(r).selectAll(\"g.\"+it._id+\"tick\"),side:j,offsetTop:o?0:R.t,offsetLeft:o?R.l:0,maxShift:o?D.width:D.height},attributes:{x:t,y:i,\"text-anchor\":\"middle\"},transform:{rotate:o?-90:0,offset:0}})}},a.previousPromises,function(){var n,s=X+M/2;-1===ht.indexOf(\"inside\")&&(n=p.bBox(dt.node()),s+=o?n.width:n.height),ut=ft.select(\"text\");var c=0,f=o&&\"top\"===j,m=!o&&\"right\"===j,g=0;if(ut.node()&&!ut.classed(A.jsPlaceholder)){var y,x=ft.select(\".h\"+it._id+\"title-math-group\").node();x&&(o&&at||!o&&!at)?(c=(n=p.bBox(x)).width,y=n.height):(c=(n=p.bBox(ft.node())).right-R.l-(o?Q:nt),y=n.bottom-R.t-(o?nt:Q),o||\"top\"!==j||(s+=n.height,g=n.height)),m&&(ut.attr(\"transform\",u(c/2+pt/2,0)),c*=2),s=Math.max(s,o?c:y)}var b=2*(o?P:I)+s+S+M/2,w=0;!o&&N.text&&\"bottom\"===C&&z<=0&&(b+=w=b/2,g+=w),D._hColorbarMoveTitle=w,D._hColorbarMoveCBTitle=g;var F=S+M;t.select(\".\"+A.cbbg).attr(\"x\",(o?Q:nt)-F/2-(o?P:0)).attr(\"y\",(o?nt:Q)-(o?J:I+g-w)).attr(o?\"width\":\"height\",Math.max(b-w,2)).attr(o?\"height\":\"width\",Math.max(J+F,2)).call(d.fill,E).call(d.stroke,e.bordercolor).style(\"stroke-width\",S);var B=m?Math.max(c-10,0):0;if(t.selectAll(\".\"+A.cboutline).attr(\"x\",(o?Q:nt+P)+B).attr(\"y\",(o?nt+I-J:Q)+(f?mt:0)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(J-(o?2*I+mt:2*P+B),2)).call(d.stroke,e.outlinecolor).style({fill:\"none\",\"stroke-width\":M}),t.attr(\"transform\",u(R.l-(o?$*b:0),R.t-(o?0:(1-tt)*b-g))),!o&&(S||i(E).getAlpha()&&!i.equals(D.paper_bgcolor,E))){var U=dt.selectAll(\"text\"),V=U[0].length,H=t.select(\".\"+A.cbbg).node(),q=p.bBox(H),G=p.getTranslate(t);U.each((function(t,e){var r=V-1;if(0===e||e===r){var n,i=p.bBox(this),a=p.getTranslate(this);if(e===r){var o=i.right+a.x;(n=q.right+G.x+nt-S-2+O-o)>0&&(n=0)}else if(0===e){var s=i.left+a.x;(n=q.left+G.x+nt+S+2-s)<0&&(n=0)}n&&(V<3?this.setAttribute(\"transform\",\"translate(\"+n+\",0) \"+this.getAttribute(\"transform\")):this.setAttribute(\"visibility\",\"hidden\"))}}))}var Y={},W=T[L],Z=k[L],K=T[C],et=k[C],rt=b-X;o?(\"pixels\"===h?(Y.y=z,Y.t=J*K,Y.b=J*et):(Y.t=Y.b=0,Y.yt=z+l*K,Y.yb=z-l*et),\"pixels\"===_?(Y.x=O,Y.l=b*W,Y.r=b*Z):(Y.l=rt*W,Y.r=rt*Z,Y.xl=O-v*W,Y.xr=O+v*Z)):(\"pixels\"===h?(Y.x=O,Y.l=J*W,Y.r=J*Z):(Y.l=Y.r=0,Y.xl=O+l*W,Y.xr=O-l*Z),\"pixels\"===_?(Y.y=1-z,Y.t=b*K,Y.b=b*et):(Y.t=rt*K,Y.b=rt*et,Y.yt=z-v*K,Y.yb=z+v*et)),a.autoMargin(r,e._id,Y)}],r)}(r,e,t);v&&v.then&&(t._promises||[]).push(v),t._context.edits.colorbarPosition&&function(t,e,r){var n,i,a,s=\"v\"===e.orientation,c=r._fullLayout._size;l.init({element:t.node(),gd:r,prepFn:function(){n=t.attr(\"transform\"),h(t)},moveFn:function(r,o){t.attr(\"transform\",n+u(r,o)),i=l.align((s?e._uFrac:e._vFrac)+r/c.w,s?e._thickFrac:e._lenFrac,0,1,e.xanchor),a=l.align((s?e._vFrac:1-e._uFrac)-o/c.h,s?e._lenFrac:e._thickFrac,0,1,e.yanchor);var f=l.getCursor(i,a,e.xanchor,e.yanchor);h(t,f)},doneFn:function(){if(h(t),void 0!==i&&void 0!==a){var n={};n[e._propPrefix+\"x\"]=i,n[e._propPrefix+\"y\"]=a,void 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o.warn(\"Fx.hover failed\",e,t),d.unhoverRaw(t,e)}var ct=1/0;function ut(t,r){for(G=0;G<rt.length;G++)if((Y=rt[G])&&Y[0]&&Y[0].trace&&!0===(W=Y[0].trace).visible&&0!==W._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(W._module.name)){if(\"splom\"===W.type?X=l[Z=0]:(X=v.getSubplot(W),Z=l.indexOf(X)),J=P,v.isUnifiedHover(J)&&(J=J.charAt(0)),$={cd:Y,trace:W,xa:_[Z],ya:w[Z],maxHoverDistance:O,maxSpikeDistance:B,index:!1,distance:Math.min(ct,O),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:p.defaultLine,name:W.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 0,zLabelVal:void 0,text:void 0},u[X]&&($.subplot=u[X]._subplot),u._splomScenes&&u._splomScenes[W.uid]&&($.scene=u._splomScenes[W.uid]),tt=et.length,\"array\"===J){var n=e[G];\"pointNumber\"in n?($.index=n.pointNumber,J=\"closest\"):(J=\"\",\"xval\"in n&&(K=n.xval,J=\"x\"),\"yval\"in n&&(Q=n.yval,J=J?\"closest\":\"y\"))}else void 0!==t&&void 0!==r?(K=t,Q=r):(K=V[Z],Q=H[Z]);if(0!==O)if(W._module&&W._module.hoverPoints){var a=W._module.hoverPoints($,K,Q,J,{finiteRange:!0,hoverLayer:u._hoverlayer});if(a)for(var s,c=0;c<a.length;c++)s=a[c],i(s.x0)&&i(s.y0)&&et.push(D(s,P))}else o.log(\"Unrecognized trace type in hover:\",W);if(\"closest\"===P&&et.length>tt&&(et.splice(0,tt),ct=et[0].distance),y&&0!==B&&0===et.length){$.distance=B,$.index=!1;var f=W._module.hoverPoints($,K,Q,\"closest\",{hoverLayer:u._hoverlayer});if(f&&(f=f.filter((function(t){return t.spikeDistance<=B}))),f&&f.length){var h,d=f.filter((function(t){return t.xa.showspikes&&\"hovered data\"!==t.xa.spikesnap}));if(d.length){var m=d[0];i(m.x0)&&i(m.y0)&&(h=ht(m),(!nt.vLinePoint||nt.vLinePoint.spikeDistance>h.spikeDistance)&&(nt.vLinePoint=h))}var g=f.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(g.length){var x=g[0];i(x.x0)&&i(x.y0)&&(h=ht(x),(!nt.hLinePoint||nt.hLinePoint.spikeDistance>h.spikeDistance)&&(nt.hLinePoint=h))}}}}}function ft(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n);return i}function ht(t){return t?{xa:t.xa,ya:t.ya,x:void 0!==t.xSpike?t.xSpike:(t.x0+t.x1)/2,y:void 0!==t.ySpike?t.ySpike:(t.y0+t.y1)/2,distance:t.distance,spikeDistance:t.spikeDistance,curveNumber:t.trace.index,color:t.color,pointNumber:t.index}:null}ut();var pt={fullLayout:u,container:u._hoverlayer,event:e},dt=t._spikepoints,mt={vLinePoint:nt.vLinePoint,hLinePoint:nt.hLinePoint};t._spikepoints=mt;var gt=function(){et.sort((function(t,e){return t.distance-e.distance})),et=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];g.traceIs(s.trace,\"bar-like\")||g.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(et,P)};gt();var vt=P.charAt(0),yt=(\"x\"===vt||\"y\"===vt)&&et[0]&&L[et[0].trace.type];if(y&&0!==B&&0!==et.length){var xt=ft(et.filter((function(t){return t.ya.showspikes})),B,yt);nt.hLinePoint=ht(xt);var bt=ft(et.filter((function(t){return t.xa.showspikes})),B,yt);nt.vLinePoint=ht(bt)}if(0===et.length){var _t=d.unhoverRaw(t,e);return!y||null===nt.hLinePoint&&null===nt.vLinePoint||F(dt)&&R(t,nt,pt),_t}y&&F(dt)&&R(t,nt,pt);if(v.isXYhover(J)&&0!==et[0].length&&\"splom\"!==et[0].trace.type){var wt=et[0],Tt=(et=E[wt.trace.type]?et.filter((function(t){return t.trace.index===wt.trace.index})):[wt]).length,kt=N(\"x\",wt,u),At=N(\"y\",wt,u);ut(kt,At);var Mt,St=[],Et={},Lt=0,Ct=function(t){var e=E[t.trace.type]?C(t):t.trace.index;if(Et[e]){var r=Et[e]-1,n=St[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(St[r]=t)}else Lt++,Et[e]=Lt,St.push(t)};for(Mt=0;Mt<Tt;Mt++)Ct(et[Mt]);for(Mt=et.length-1;Mt>Tt-1;Mt--)Ct(et[Mt]);et=St,gt()}var Pt=t._hoverdata,It=[],Ot=j(t),zt=U(t);for(q=0;q<et.length;q++){var Dt=et[q],Rt=v.makeEventData(Dt,Dt.trace,Dt.cd);if(!1!==Dt.hovertemplate){var Ft=!1;Dt.cd[Dt.index]&&Dt.cd[Dt.index].ht&&(Ft=Dt.cd[Dt.index].ht),Dt.hovertemplate=Ft||Dt.trace.hovertemplate||!1}if(Dt.xa&&Dt.ya){var Bt=Dt.x0+Dt.xa._offset,Nt=Dt.x1+Dt.xa._offset,jt=Dt.y0+Dt.ya._offset,Ut=Dt.y1+Dt.ya._offset,Vt=Math.min(Bt,Nt),Ht=Math.max(Bt,Nt),qt=Math.min(jt,Ut),Gt=Math.max(jt,Ut);Rt.bbox={x0:Vt+zt,x1:Ht+zt,y0:qt+Ot,y1:Gt+Ot}}Dt.eventData=[Rt],It.push(Rt)}t._hoverdata=It;var Yt=\"y\"===P&&(rt.length>1||et.length>1)||\"closest\"===P&&it&&et.length>1,Wt=p.combine(u.plot_bgcolor||p.background,u.paper_bgcolor),Xt=I(et,{gd:t,hovermode:P,rotateLabels:Yt,bgColor:Wt,container:u._hoverlayer,outerContainer:u._paper.node(),commonLabelOpts:u.hoverlabel,hoverdistance:u.hoverdistance});v.isUnifiedHover(P)||(!function(t,e,r){var n,i,a,o,s,l,c,u=0,f=1,h=t.size(),p=new Array(h),d=0;function m(t){var e=t[0],r=t[t.length-1];if(i=e.pmin-e.pos-e.dp+e.size,a=r.pos+r.dp+r.size-e.pmax,i>.01){for(s=t.length-1;s>=0;s--)t[s].dp+=i;n=!1}if(!(a<.01)){if(i<-.01){for(s=t.length-1;s>=0;s--)t[s].dp-=a;n=!1}if(n){var c=0;for(o=0;o<t.length;o++)(l=t[o]).pos+l.dp+l.size>e.pmax&&c++;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos>e.pmax-1&&(l.del=!0,c--);for(o=0;o<t.length&&!(c<=0);o++)if((l=t[o]).pos<e.pmin+1)for(l.del=!0,c--,a=2*l.size,s=t.length-1;s>=0;s--)t[s].dp-=a;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos+l.dp+l.size>e.pmax&&(l.del=!0,c--)}}}t.each((function(t){var n=t[e],i=\"x\"===n._id.charAt(0),a=n.range;0===d&&a&&a[0]>a[1]!==i&&(f=-1),p[d++]=[{datum:t,traceIndex:t.trace.index,dp:0,pos:t.pos,posref:t.posref,size:t.by*(i?T:1)/2,pmin:0,pmax:i?r.width:r.height}]})),p.sort((function(t,e){return t[0].posref-e[0].posref||f*(e[0].traceIndex-t[0].traceIndex)}));for(;!n&&u<=h;){for(u++,n=!0,o=0;o<p.length-1;){var g=p[o],v=p[o+1],y=g[g.length-1],x=v[0];if((i=y.pos+y.dp+y.size-x.pos-x.dp+x.size)>.01&&y.pmin===x.pmin&&y.pmax===x.pmax){for(s=v.length-1;s>=0;s--)v[s].dp+=i;for(g.push.apply(g,v),p.splice(o+1,1),c=0,s=g.length-1;s>=0;s--)c+=g[s].dp;for(a=c/g.length,s=g.length-1;s>=0;s--)g[s].dp-=a;n=!1}else o++}p.forEach(m)}for(o=p.length-1;o>=0;o--){var b=p[o];for(s=b.length-1;s>=0;s--){var _=b[s],w=_.datum;w.offset=_.dp,w.del=_.del}}}(Xt,Yt?\"xa\":\"ya\",u),z(Xt,Yt,u._invScaleX,u._invScaleY));if(s&&s.tagName){var Zt=g.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,It);f(n.select(s),Zt?\"pointer\":\"\")}if(!s||a||!function(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var i=r[n],a=t._hoverdata[n];if(i.curveNumber!==a.curveNumber||String(i.pointNumber)!==String(a.pointNumber)||String(i.pointNumbers)!==String(a.pointNumbers))return!0}return!1}(t,0,Pt))return;Pt&&t.emit(\"plotly_unhover\",{event:e,points:Pt});t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:_,yaxes:w,xvals:V,yvals:H})}(t,e,r,a,s)}))},r.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=j(i),o=U(i),s=I(t.map((function(t){var r=t._x0||t.x0||t.x||0,n=t._x1||t.x1||t.x||0,s=t._y0||t.y0||t.y||0,l=t._y1||t.y1||t.y||0,c=t.eventData;if(c){var u=Math.min(r,n),f=Math.max(r,n),h=Math.min(s,l),d=Math.max(s,l),m=t.trace;if(g.traceIs(m,\"gl3d\")){var v=i._fullLayout[m.scene]._scene.container,y=v.offsetLeft,x=v.offsetTop;u+=y,f+=y,h+=x,d+=x}c.bbox={x0:u+o,x1:f+o,y0:h+a,y1:d+a},e.inOut_bbox&&e.inOut_bbox.push(c.bbox)}else c=!1;return{color:t.color||p.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,nameLength:t.nameLength,textAlign:t.textAlign,trace:t.trace||{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0,hovertemplate:t.hovertemplate||!1,hovertemplateLabels:t.hovertemplateLabels||!1,eventData:c}})),{gd:i,hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||p.background,container:n.select(e.container),outerContainer:e.outerContainer||e.container}),l=0,c=0;return s.sort((function(t,e){return t.y0-e.y0})).each((function(t,r){var n=t.y0-t.by/2;t.offset=n-5<l?l-n+5:0,l=n+t.by+t.offset,r===e.anchorIndex&&(c=t.offset)})).each((function(t){t.offset-=c})),z(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var P=/<extra>([\\s\\S]*)<\\/extra>/;function I(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,c=e.rotateLabels,f=e.bgColor,d=e.container,m=e.outerContainer,w=e.commonLabelOpts||{};if(0===t.length)return[[]];var T=e.fontFamily||y.HOVERFONT,k=e.fontSize||y.HOVERFONTSIZE,A=t[0],E=A.xa,L=A.ya,P=a.charAt(0),I=A[P+\"Label\"],z=V(r,m),D=z.top,R=z.width,F=z.height,B=void 0!==I&&A.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(B){var N,j,U=!0;for(N=0;N<t.length;N++)if(U&&void 0===t[N].zLabel&&(U=!1),j=t[N].hoverinfo||t[N].trace.hoverinfo){var H=Array.isArray(j)?j:j.split(\"+\");if(-1===H.indexOf(\"all\")&&-1===H.indexOf(a)){B=!1;break}}U&&(B=!1)}var q=d.selectAll(\"g.axistext\").data(B?[0]:[]);if(q.enter().append(\"g\").classed(\"axistext\",!0),q.exit().remove(),q.each((function(){var t=n.select(this),e=o.ensureSingle(t,\"path\",\"\",(function(t){t.style({\"stroke-width\":\"1px\"})})),l=o.ensureSingle(t,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),c=w.bgcolor||p.defaultLine,f=w.bordercolor||p.contrast(c),d=p.contrast(c),m={family:w.font.family||T,size:w.font.size||k,color:w.font.color||d};e.style({fill:c,stroke:f}),l.text(I).call(h.font,m).call(u.positionText,0,0).call(u.convertToTspans,r),t.attr(\"transform\",\"\");var g,v,y=V(r,l.node());if(\"x\"===a){var x=\"top\"===E.side?\"-\":\"\";l.attr(\"text-anchor\",\"middle\").call(u.positionText,0,\"top\"===E.side?D-y.bottom-M-S:D-y.top+M+S),g=E._offset+(A.x0+A.x1)/2,v=L._offset+(\"top\"===E.side?0:L._length);var b=y.width/2+S;g<b?(g=b,e.attr(\"d\",\"M-\"+(b-M)+\",0L-\"+(b-2*M)+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"Z\")):g>i.width-b?(g=i.width-b,e.attr(\"d\",\"M\"+(b-M)+\",0L\"+b+\",\"+x+M+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"H\"+(b-2*M)+\"Z\")):e.attr(\"d\",\"M0,0L\"+M+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+(S+y.width/2)+\"V\"+x+M+\"H-\"+M+\"Z\")}else{var _,C,P;\"right\"===L.side?(_=\"start\",C=1,P=\"\",g=E._offset+E._length):(_=\"end\",C=-1,P=\"-\",g=E._offset),v=L._offset+(A.y0+A.y1)/2,l.attr(\"text-anchor\",_),e.attr(\"d\",\"M0,0L\"+P+M+\",\"+M+\"V\"+(S+y.height/2)+\"h\"+P+(2*S+y.width)+\"V-\"+(S+y.height/2)+\"H\"+P+M+\"V-\"+M+\"Z\");var O,z=y.height/2,R=D-y.top-z,F=\"clip\"+i._uid+\"commonlabel\"+L._id;if(g<y.width+2*S+M){O=\"M-\"+(M+S)+\"-\"+z+\"h-\"+(y.width-S)+\"V\"+z+\"h\"+(y.width-S)+\"Z\";var B=y.width-g+S;u.positionText(l,B,R),\"end\"===_&&l.selectAll(\"tspan\").each((function(){var t=n.select(this),e=h.tester.append(\"text\").text(t.text()).call(h.font,m),i=V(r,e.node());Math.round(i.width)<Math.round(y.width)&&t.attr(\"x\",B-i.width),e.remove()}))}else u.positionText(l,C*(S+M),R),O=null;var N=i._topclips.selectAll(\"#\"+F).data(O?[0]:[]);N.enter().append(\"clipPath\").attr(\"id\",F).append(\"path\"),N.exit().remove(),N.select(\"path\").attr(\"d\",O),h.setClipUrl(l,O?F:null,r)}t.attr(\"transform\",s(g,v))})),v.isUnifiedHover(a)){d.selectAll(\"g.hovertext\").remove();var G=t.filter((function(t){return\"none\"!==t.hoverinfo}));if(0===G.length)return;var Y=i.hoverlabel,W=Y.font,X={showlegend:!0,legend:{title:{text:I,font:W},font:W,bgcolor:Y.bgcolor,bordercolor:Y.bordercolor,borderwidth:1,tracegroupgap:7,traceorder:i.legend?i.legend.traceorder:void 0,orientation:\"v\"}},Z={font:W};x(X,Z,r._fullData);var J=Z.legend;J.entries=[];for(var K=0;K<G.length;K++){var Q=G[K];if(\"none\"!==Q.hoverinfo){var $=O(Q,!0,a,i,I),tt=$[0],et=$[1];Q.name=et,Q.text=\"\"!==et?et+\" : 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n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../lib/events\"),l=t(\"../dragelement\"),c=t(\"../drawing\"),u=t(\"../color\"),f=t(\"../../lib/svg_text_utils\"),h=t(\"./handle_click\"),p=t(\"./constants\"),d=t(\"../../constants/alignment\"),m=d.LINE_SPACING,g=d.FROM_TL,v=d.FROM_BR,y=t(\"./get_legend_data\"),x=t(\"./style\"),b=t(\"./helpers\");function _(t,e,r,n,i){var a=r.data()[0][0].trace,l={event:i,node:r.node(),curveNumber:a.index,expandedIndex:a._expandedIndex,data:t.data,layout:t.layout,frames:t._transitionData._frames,config:t._context,fullData:t._fullData,fullLayout:t._fullLayout};if(a._group&&(l.group=a._group),o.traceIs(a,\"pie-like\")&&(l.label=r.datum()[0].label),!1!==s.triggerHandler(t,\"plotly_legendclick\",l))if(1===n)e._clickTimeout=setTimeout((function(){t._fullLayout&&h(r,t,n)}),t._context.doubleClickDelay);else 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rectangle\")},attr:\"dragmode\",val:\"drawrect\",icon:o.drawrect,click:f},u.drawcircle={name:\"drawcircle\",title:function(t){return c(t,\"Draw circle\")},attr:\"dragmode\",val:\"drawcircle\",icon:o.drawcircle,click:f},u.eraseshape={name:\"eraseshape\",title:function(t){return c(t,\"Erase active shape\")},icon:o.eraseshape,click:s},u.zoomIn2d={name:\"zoomIn2d\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:f},u.zoomOut2d={name:\"zoomOut2d\",_cat:\"zoomout\",title:function(t){return c(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:f},u.autoScale2d={name:\"autoScale2d\",_cat:\"autoscale\",title:function(t){return c(t,\"Autoscale\")},attr:\"zoom\",val:\"auto\",icon:o.autoscale,click:f},u.resetScale2d={name:\"resetScale2d\",_cat:\"resetscale\",title:function(t){return c(t,\"Reset axes\")},attr:\"zoom\",val:\"reset\",icon:o.home,click:f},u.hoverClosestCartesian={name:\"hoverClosestCartesian\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:f},u.hoverCompareCartesian={name:\"hoverCompareCartesian\",_cat:\"hoverCompare\",title:function(t){return c(t,\"Compare data on hover\")},attr:\"hovermode\",val:function(t){return t._fullLayout._isHoriz?\"y\":\"x\"},icon:o.tooltip_compare,gravity:\"ne\",click:f},u.zoom3d={name:\"zoom3d\",_cat:\"zoom\",title:function(t){return c(t,\"Zoom\")},attr:\"scene.dragmode\",val:\"zoom\",icon:o.zoombox,click:h},u.pan3d={name:\"pan3d\",_cat:\"pan\",title:function(t){return c(t,\"Pan\")},attr:\"scene.dragmode\",val:\"pan\",icon:o.pan,click:h},u.orbitRotation={name:\"orbitRotation\",title:function(t){return c(t,\"Orbital rotation\")},attr:\"scene.dragmode\",val:\"orbit\",icon:o[\"3d_rotate\"],click:h},u.tableRotation={name:\"tableRotation\",title:function(t){return c(t,\"Turntable rotation\")},attr:\"scene.dragmode\",val:\"turntable\",icon:o[\"z-axis\"],click:h},u.resetCameraDefault3d={name:\"resetCameraDefault3d\",_cat:\"resetCameraDefault\",title:function(t){return c(t,\"Reset camera to default\")},attr:\"resetDefault\",icon:o.home,click:p},u.resetCameraLastSave3d={name:\"resetCameraLastSave3d\",_cat:\"resetCameraLastSave\",title:function(t){return c(t,\"Reset camera to last save\")},attr:\"resetLastSave\",icon:o.movie,click:p},u.hoverClosest3d={name:\"hoverClosest3d\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);n.call(\"_guiRelayout\",t,r)}},u.zoomInGeo={name:\"zoomInGeo\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:m},u.zoomOutGeo={name:\"zoomOutGeo\",_cat:\"zoomout\",title:function(t){return c(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:m},u.resetGeo={name:\"resetGeo\",_cat:\"reset\",title:function(t){return c(t,\"Reset\")},attr:\"reset\",val:null,icon:o.autoscale,click:m},u.hoverClosestGeo={name:\"hoverClosestGeo\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:v},u.hoverClosestGl2d={name:\"hoverClosestGl2d\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:v},u.hoverClosestPie={name:\"hoverClosestPie\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:v},u.resetViewSankey={name:\"resetSankeyGroup\",title:function(t){return c(t,\"Reset view\")},icon:o.home,click:function(t){for(var e={\"node.groups\":[],\"node.x\":[],\"node.y\":[]},r=0;r<t._fullData.length;r++){var i=t._fullData[r]._viewInitial;e[\"node.groups\"].push(i.node.groups.slice()),e[\"node.x\"].push(i.node.x.slice()),e[\"node.y\"].push(i.node.y.slice())}n.call(\"restyle\",t,e)}},u.toggleHover={name:\"toggleHover\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);r.hovermode=g(t),n.call(\"_guiRelayout\",t,r)}},u.resetViews={name:\"resetViews\",title:function(t){return c(t,\"Reset views\")},icon:o.home,click:function(t,e){var r=e.currentTarget;r.setAttribute(\"data-attr\",\"zoom\"),r.setAttribute(\"data-val\",\"reset\"),f(t,e),r.setAttribute(\"data-attr\",\"resetLastSave\"),p(t,e),x(t,\"geo\"),x(t,\"mapbox\")}},u.toggleSpikelines={name:\"toggleSpikelines\",title:function(t){return c(t,\"Toggle Spike Lines\")},icon:o.spikeline,attr:\"_cartesianSpikesEnabled\",val:\"on\",click:function(t){var e=t._fullLayout,r=e._cartesianSpikesEnabled;e._cartesianSpikesEnabled=\"on\"===r?\"off\":\"on\",n.call(\"_guiRelayout\",t,function(t){for(var e=\"on\"===t._fullLayout._cartesianSpikesEnabled,r=a.list(t,null,!0),n={},i=0;i<r.length;i++){var o=r[i];n[o._name+\".showspikes\"]=!!e||o._showSpikeInitial}return n}(t))}},u.resetViewMapbox={name:\"resetViewMapbox\",_cat:\"resetView\",title:function(t){return c(t,\"Reset view\")},attr:\"reset\",icon:o.home,click:function(t){x(t,\"mapbox\")}},u.zoomInMapbox={name:\"zoomInMapbox\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:y},u.zoomOutMapbox={name:\"zoomOutMapbox\",_cat:\"zoomout\",title:function(t){return c(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:y}},{\"../../fonts/ploticon\":482,\"../../lib\":503,\"../../plots/cartesian/axis_ids\":558,\"../../plots/plots\":619,\"../../registry\":638,\"../shapes/draw\":450}],427:[function(t,e,r){\"use strict\";var n=t(\"./buttons\"),i=Object.keys(n),a=[\"drawline\",\"drawopenpath\",\"drawclosedpath\",\"drawcircle\",\"drawrect\",\"eraseshape\"],o=[\"v1hovermode\",\"hoverclosest\",\"hovercompare\",\"togglehover\",\"togglespikelines\"].concat(a),s=[];i.forEach((function(t){!function(t){if(-1===o.indexOf(t._cat||t.name)){var e=t.name,r=(t._cat||t.name).toLowerCase();-1===s.indexOf(e)&&s.push(e),-1===s.indexOf(r)&&s.push(r)}}(n[t])})),s.sort(),e.exports={DRAW_MODES:a,backButtons:o,foreButtons:s}},{\"./buttons\":426}],428:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../color\"),a=t(\"../../plot_api/plot_template\"),o=t(\"./attributes\");e.exports=function(t,e){var r=t.modebar||{},s=a.newContainer(e,\"modebar\");function l(t,e){return n.coerce(r,s,o,t,e)}l(\"orientation\"),l(\"bgcolor\",i.addOpacity(e.paper_bgcolor,.5));var c=i.contrast(i.rgb(e.modebar.bgcolor));l(\"color\",i.addOpacity(c,.3)),l(\"activecolor\",i.addOpacity(c,.7)),l(\"uirevision\",e.uirevision),l(\"add\"),l(\"remove\")}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../color\":366,\"./attributes\":425}],429:[function(t,e,r){\"use strict\";e.exports={moduleType:\"component\",name:\"modebar\",layoutAttributes:t(\"./attributes\"),supplyLayoutDefaults:t(\"./defaults\"),manage:t(\"./manage\")}},{\"./attributes\":425,\"./defaults\":428,\"./manage\":430}],430:[function(t,e,r){\"use strict\";var n=t(\"../../plots/cartesian/axis_ids\"),i=t(\"../../traces/scatter/subtypes\"),a=t(\"../../registry\"),o=t(\"../fx/helpers\").isUnifiedHover,s=t(\"./modebar\"),l=t(\"./buttons\"),c=t(\"./constants\").DRAW_MODES,u=t(\"../../lib\").extendDeep;e.exports=function(t){var e=t._fullLayout,r=t._context,f=e._modeBar;if(r.displayModeBar||r.watermark){if(!Array.isArray(r.modeBarButtonsToRemove))throw new Error([\"*modeBarButtonsToRemove* configuration options\",\"must be an array.\"].join(\" \"));if(!Array.isArray(r.modeBarButtonsToAdd))throw new Error([\"*modeBarButtonsToAdd* configuration options\",\"must be an array.\"].join(\" \"));var h,p=r.modeBarButtons;h=Array.isArray(p)&&p.length?function(t){for(var e=u([],t),r=0;r<e.length;r++)for(var n=e[r],i=0;i<n.length;i++){var a=n[i];if(\"string\"==typeof a){if(void 0===l[a])throw new Error([\"*modeBarButtons* configuration options\",\"invalid button name\"].join(\" \"));e[r][i]=l[a]}}return e}(p):!r.displayModeBar&&r.watermark?[]:function(t){var e=t._fullLayout,r=t._fullData,s=t._context;function u(t,e){if(\"string\"==typeof e){if(e.toLowerCase()===t.toLowerCase())return!0}else{var r=e.name,n=e._cat||e.name;if(r===t||n===t.toLowerCase())return!0}return!1}var f=e.modebar.add;\"string\"==typeof f&&(f=[f]);var h=e.modebar.remove;\"string\"==typeof h&&(h=[h]);var p=s.modeBarButtonsToAdd.concat(f.filter((function(t){for(var e=0;e<s.modeBarButtonsToRemove.length;e++)if(u(t,s.modeBarButtonsToRemove[e]))return!1;return!0}))),d=s.modeBarButtonsToRemove.concat(h.filter((function(t){for(var e=0;e<s.modeBarButtonsToAdd.length;e++)if(u(t,s.modeBarButtonsToAdd[e]))return!1;return!0}))),m=e._has(\"cartesian\"),g=e._has(\"gl3d\"),v=e._has(\"geo\"),y=e._has(\"pie\"),x=e._has(\"funnelarea\"),b=e._has(\"gl2d\"),_=e._has(\"ternary\"),w=e._has(\"mapbox\"),T=e._has(\"polar\"),k=e._has(\"smith\"),A=e._has(\"sankey\"),M=function(t){for(var e=n.list({_fullLayout:t},null,!0),r=0;r<e.length;r++)if(!e[r].fixedrange)return!1;return!0}(e),S=o(e.hovermode),E=[];function L(t){if(t.length){for(var e=[],r=0;r<t.length;r++){for(var n=t[r],i=l[n],a=i.name.toLowerCase(),o=(i._cat||i.name).toLowerCase(),s=!1,c=0;c<d.length;c++){var u=d[c].toLowerCase();if(u===a||u===o){s=!0;break}}s||e.push(l[n])}E.push(e)}}var C=[\"toImage\"];s.showEditInChartStudio?C.push(\"editInChartStudio\"):s.showSendToCloud&&C.push(\"sendDataToCloud\");L(C);var P=[],I=[],O=[],z=[];(m||b||y||x||_)+v+g+w+T+k>1?(I=[\"toggleHover\"],O=[\"resetViews\"]):v?(P=[\"zoomInGeo\",\"zoomOutGeo\"],I=[\"hoverClosestGeo\"],O=[\"resetGeo\"]):g?(I=[\"hoverClosest3d\"],O=[\"resetCameraDefault3d\",\"resetCameraLastSave3d\"]):w?(P=[\"zoomInMapbox\",\"zoomOutMapbox\"],I=[\"toggleHover\"],O=[\"resetViewMapbox\"]):b?I=[\"hoverClosestGl2d\"]:y?I=[\"hoverClosestPie\"]:A?(I=[\"hoverClosestCartesian\",\"hoverCompareCartesian\"],O=[\"resetViewSankey\"]):I=[\"toggleHover\"];m&&(I=[\"toggleSpikelines\",\"hoverClosestCartesian\",\"hoverCompareCartesian\"]);(function(t){for(var e=0;e<t.length;e++)if(!a.traceIs(t[e],\"noHover\"))return!1;return!0}(r)||S)&&(I=[]);!m&&!b||M||(P=[\"zoomIn2d\",\"zoomOut2d\",\"autoScale2d\"],\"resetViews\"!==O[0]&&(O=[\"resetScale2d\"]));g?z=[\"zoom3d\",\"pan3d\",\"orbitRotation\",\"tableRotation\"]:(m||b)&&!M||_?z=[\"zoom2d\",\"pan2d\"]:w||v?z=[\"pan2d\"]:T&&(z=[\"zoom2d\"]);(function(t){for(var e=!1,r=0;r<t.length&&!e;r++){var n=t[r];n._module&&n._module.selectPoints&&(a.traceIs(n,\"scatter-like\")?(i.hasMarkers(n)||i.hasText(n))&&(e=!0):a.traceIs(n,\"box-violin\")&&\"all\"!==n.boxpoints&&\"all\"!==n.points||(e=!0))}return e})(r)&&z.push(\"select2d\",\"lasso2d\");var D=[],R=function(t){-1===D.indexOf(t)&&-1!==I.indexOf(t)&&D.push(t)};if(Array.isArray(p)){for(var F=[],B=0;B<p.length;B++){var N=p[B];\"string\"==typeof N?(N=N.toLowerCase(),-1!==c.indexOf(N)?(e._has(\"mapbox\")||e._has(\"cartesian\"))&&z.push(N):\"togglespikelines\"===N?R(\"toggleSpikelines\"):\"togglehover\"===N?R(\"toggleHover\"):\"hovercompare\"===N?R(\"hoverCompareCartesian\"):\"hoverclosest\"===N?(R(\"hoverClosestCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\")):\"v1hovermode\"===N&&(R(\"toggleHover\"),R(\"hoverClosestCartesian\"),R(\"hoverCompareCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\"))):F.push(N)}p=F}return L(z),L(P.concat(O)),L(D),function(t,e){if(e.length)if(Array.isArray(e[0]))for(var r=0;r<e.length;r++)t.push(e[r]);else t.push(e);return t}(E,p)}(t),f?f.update(t,h):e._modeBar=s(t,h)}else f&&(f.destroy(),delete e._modeBar)}},{\"../../lib\":503,\"../../plots/cartesian/axis_ids\":558,\"../../registry\":638,\"../../traces/scatter/subtypes\":952,\"../fx/helpers\":402,\"./buttons\":426,\"./constants\":427,\"./modebar\":431}],431:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"fast-isnumeric\"),a=t(\"../../lib\"),o=t(\"../../fonts/ploticon\"),s=t(\"../../version\").version,l=new DOMParser;function c(t){this.container=t.container,this.element=document.createElement(\"div\"),this.update(t.graphInfo,t.buttons),this.container.appendChild(this.element)}var u=c.prototype;u.update=function(t,e){this.graphInfo=t;var r=this.graphInfo._context,n=this.graphInfo._fullLayout,i=\"modebar-\"+n._uid;this.element.setAttribute(\"id\",i),this._uid=i,this.element.className=\"modebar\",\"hover\"===r.displayModeBar&&(this.element.className+=\" modebar--hover ease-bg\"),\"v\"===n.modebar.orientation&&(this.element.className+=\" vertical\",e=e.reverse());var o=n.modebar,s=\"hover\"===r.displayModeBar?\".js-plotly-plot .plotly:hover \":\"\";a.deleteRelatedStyleRule(i),a.addRelatedStyleRule(i,s+\"#\"+i+\" .modebar-group\",\"background-color: \"+o.bgcolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn .icon path\",\"fill: \"+o.color),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn:hover .icon path\",\"fill: \"+o.activecolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn.active .icon path\",\"fill: \"+o.activecolor);var l=!this.hasButtons(e),c=this.hasLogo!==r.displaylogo,u=this.locale!==r.locale;if(this.locale=r.locale,(l||c||u)&&(this.removeAllButtons(),this.updateButtons(e),r.watermark||r.displaylogo)){var f=this.getLogo();r.watermark&&(f.className=f.className+\" watermark\"),\"v\"===n.modebar.orientation?this.element.insertBefore(f,this.element.childNodes[0]):this.element.appendChild(f),this.hasLogo=!0}this.updateActiveButton()},u.updateButtons=function(t){var e=this;this.buttons=t,this.buttonElements=[],this.buttonsNames=[],this.buttons.forEach((function(t){var r=e.createGroup();t.forEach((function(t){var n=t.name;if(!n)throw new Error(\"must provide button 'name' in button config\");if(-1!==e.buttonsNames.indexOf(n))throw new Error(\"button name '\"+n+\"' is taken\");e.buttonsNames.push(n);var i=e.createButton(t);e.buttonElements.push(i),r.appendChild(i)})),e.element.appendChild(r)}))},u.createGroup=function(){var t=document.createElement(\"div\");return t.className=\"modebar-group\",t},u.createButton=function(t){var e=this,r=document.createElement(\"a\");r.setAttribute(\"rel\",\"tooltip\"),r.className=\"modebar-btn\";var i=t.title;void 0===i?i=t.name:\"function\"==typeof i&&(i=i(this.graphInfo)),(i||0===i)&&r.setAttribute(\"data-title\",i),void 0!==t.attr&&r.setAttribute(\"data-attr\",t.attr);var a=t.val;if(void 0!==a&&(\"function\"==typeof a&&(a=a(this.graphInfo)),r.setAttribute(\"data-val\",a)),\"function\"!=typeof t.click)throw new Error(\"must provide button 'click' function in button config\");r.addEventListener(\"click\",(function(r){t.click(e.graphInfo,r),e.updateActiveButton(r.currentTarget)})),r.setAttribute(\"data-toggle\",t.toggle||!1),t.toggle&&n.select(r).classed(\"active\",!0);var s=t.icon;return\"function\"==typeof s?r.appendChild(s()):r.appendChild(this.createIcon(s||o.question)),r.setAttribute(\"data-gravity\",t.gravity||\"n\"),r},u.createIcon=function(t){var e,r=i(t.height)?Number(t.height):t.ascent-t.descent,n=\"http://www.w3.org/2000/svg\";if(t.path){(e=document.createElementNS(n,\"svg\")).setAttribute(\"viewBox\",[0,0,t.width,r].join(\" \")),e.setAttribute(\"class\",\"icon\");var a=document.createElementNS(n,\"path\");a.setAttribute(\"d\",t.path),t.transform?a.setAttribute(\"transform\",t.transform):void 0!==t.ascent&&a.setAttribute(\"transform\",\"matrix(1 0 0 -1 0 \"+t.ascent+\")\"),e.appendChild(a)}t.svg&&(e=l.parseFromString(t.svg,\"application/xml\").childNodes[0]);return e.setAttribute(\"height\",\"1em\"),e.setAttribute(\"width\",\"1em\"),e},u.updateActiveButton=function(t){var e=this.graphInfo._fullLayout,r=void 0!==t?t.getAttribute(\"data-attr\"):null;this.buttonElements.forEach((function(t){var i=t.getAttribute(\"data-val\")||!0,o=t.getAttribute(\"data-attr\"),s=\"true\"===t.getAttribute(\"data-toggle\"),l=n.select(t);if(s)o===r&&l.classed(\"active\",!l.classed(\"active\"));else{var c=null===o?o:a.nestedProperty(e,o).get();l.classed(\"active\",c===i)}}))},u.hasButtons=function(t){var e=this.buttons;if(!e)return!1;if(t.length!==e.length)return!1;for(var r=0;r<t.length;++r){if(t[r].length!==e[r].length)return!1;for(var 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t.match(n.segmentRE).forEach((function(t){var a=e[t.charAt(0)].drawn;if(void 0!==a){var o=t.substr(1).match(n.paramRE);!o||o.length<a||r.push(i.cleanNumber(o[a]))}})),r},r.getDataToPixel=function(t,e,n,i){var a,o=t._fullLayout._size;if(e)if(\"domain\"===i)a=function(t){return e._length*(n?1-t:t)+e._offset};else{var s=r.shapePositionToRange(e);a=function(t){return e._offset+e.r2p(s(t,!0))},\"date\"===e.type&&(a=r.decodeDate(a))}else a=n?function(t){return o.t+o.h*(1-t)}:function(t){return o.l+o.w*t};return a},r.getPixelToData=function(t,e,n,i){var a,o=t._fullLayout._size;if(e)if(\"domain\"===i)a=function(t){var r=(t-e._offset)/e._length;return n?1-r:r};else{var s=r.rangeToShapePosition(e);a=function(t){return s(e.p2r(t-e._offset))}}else a=n?function(t){return 1-(t-o.t)/o.h}:function(t){return(t-o.l)/o.w};return a},r.roundPositionForSharpStrokeRendering=function(t,e){var r=1===Math.round(e%2),n=Math.round(t);return r?n+.5:n},r.makeOptionsAndPlotinfo=function(t,e){var 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n=t(\"../../plots/font_attributes\"),i=t(\"../../plots/pad_attributes\"),a=t(\"../../lib/extend\").extendDeepAll,o=t(\"../../plot_api/edit_types\").overrideAll,s=t(\"../../plots/animation_attributes\"),l=t(\"../../plot_api/plot_template\").templatedArray,c=t(\"./constants\"),u=l(\"step\",{visible:{valType:\"boolean\",dflt:!0},method:{valType:\"enumerated\",values:[\"restyle\",\"relayout\",\"animate\",\"update\",\"skip\"],dflt:\"restyle\"},args:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},label:{valType:\"string\"},value:{valType:\"string\"},execute:{valType:\"boolean\",dflt:!0}});e.exports=o(l(\"slider\",{visible:{valType:\"boolean\",dflt:!0},active:{valType:\"number\",min:0,dflt:0},steps:u,lenmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"fraction\"},len:{valType:\"number\",min:0,dflt:1},x:{valType:\"number\",min:-2,max:3,dflt:0},pad:a(i({editType:\"arraydraw\"}),{},{t:{dflt:20}}),xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\"},y:{valType:\"number\",min:-2,max:3,dflt:0},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"top\"},transition:{duration:{valType:\"number\",min:0,dflt:150},easing:{valType:\"enumerated\",values:s.transition.easing.values,dflt:\"cubic-in-out\"}},currentvalue:{visible:{valType:\"boolean\",dflt:!0},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\"},offset:{valType:\"number\",dflt:10},prefix:{valType:\"string\"},suffix:{valType:\"string\"},font:n({})},font:n({}),activebgcolor:{valType:\"color\",dflt:c.gripBgActiveColor},bgcolor:{valType:\"color\",dflt:c.railBgColor},bordercolor:{valType:\"color\",dflt:c.railBorderColor},borderwidth:{valType:\"number\",min:0,dflt:c.railBorderWidth},ticklen:{valType:\"number\",min:0,dflt:c.tickLength},tickcolor:{valType:\"color\",dflt:c.tickColor},tickwidth:{valType:\"number\",min:0,dflt:1},minorticklen:{valType:\"number\",min:0,dflt:c.minorTickLength}}),\"arraydraw\",\"from-root\")},{\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plot_api/plot_template\":543,\"../../plots/animation_attributes\":548,\"../../plots/font_attributes\":585,\"../../plots/pad_attributes\":618,\"./constants\":460}],460:[function(t,e,r){\"use 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T={y:e.y,b:u.height*m[w],t:u.height*d[w]};\"fraction\"===e.lenmode?(T.l=0,T.xl=e.x-e.len*d[b],T.r=0,T.xr=e.x+e.len*m[b]):(T.x=e.x,T.l=u.outerLength*d[b],T.r=u.outerLength*m[b]),i.autoMargin(t,g(e),T)}function x(t,e,r){if(e.currentvalue.visible){var n,i,a=e._dims;switch(e.currentvalue.xanchor){case\"right\":n=a.inputAreaLength-f.currentValueInset-a.currentValueMaxWidth,i=\"left\";break;case\"center\":n=.5*a.inputAreaLength,i=\"middle\";break;default:n=f.currentValueInset,i=\"left\"}var l=s.ensureSingle(t,\"text\",f.labelClass,(function(t){t.attr({\"text-anchor\":i,\"data-notex\":1})})),u=e.currentvalue.prefix?e.currentvalue.prefix:\"\";if(\"string\"==typeof r)u+=r;else{var h=e.steps[e.active].label,d=e._gd._fullLayout._meta;d&&(h=s.templateString(h,d)),u+=h}e.currentvalue.suffix&&(u+=e.currentvalue.suffix),l.call(o.font,e.currentvalue.font).text(u).call(c.convertToTspans,e._gd);var m=c.lineCount(l),g=(a.currentValueMaxLines+1-m)*e.currentvalue.font.size*p;return 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t=s(),a=L(t,n.mouse(i)[0]);T(e,r,t,a,!1)}function h(){var t=s();t._dragging=!1,l.call(a.fill,t.bgcolor),o.on(\"mouseup\",null),o.on(\"mousemove\",null),o.on(\"touchend\",null),o.on(\"touchmove\",null),e.emit(\"plotly_sliderend\",{slider:t,step:t.steps[t.active]})}T(e,r,t,c,!0),t._dragging=!0,o.on(\"mousemove\",u),o.on(\"touchmove\",u),o.on(\"mouseup\",h),o.on(\"touchend\",h)}t.on(\"mousedown\",l),t.on(\"touchstart\",l)}function M(t,e){var r=t.selectAll(\"rect.\"+f.tickRectClass).data(e._visibleSteps),i=e._dims;r.enter().append(\"rect\").classed(f.tickRectClass,!0),r.exit().remove(),r.attr({width:e.tickwidth+\"px\",\"shape-rendering\":\"crispEdges\"}),r.each((function(t,r){var s=r%i.labelStride==0,l=n.select(this);l.attr({height:s?e.ticklen:e.minorticklen}).call(a.fill,e.tickcolor),o.setTranslate(l,E(e,r/(e._stepCount-1))-.5*e.tickwidth,(s?f.tickOffset:f.minorTickOffset)+i.currentValueTotalHeight)}))}function S(t,e,r){for(var 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n=t(\"@plotly/d3\"),i=t(\"d3-time-format\").utcFormat,a=t(\"d3-format\").format,o=t(\"fast-isnumeric\"),s=t(\"../constants/numerical\"),l=s.FP_SAFE,c=-l,u=s.BADNUM,f=e.exports={};f.adjustFormat=function(t){return!t||/^\\d[.]\\df/.test(t)||/[.]\\d%/.test(t)?t:\"0.f\"===t?\"~f\":/^\\d%/.test(t)?\"~%\":/^\\ds/.test(t)?\"~s\":!/^[~,.0$]/.test(t)&&/[&fps]/.test(t)?\"~\"+t:t};var h={};f.warnBadFormat=function(t){var e=String(t);h[e]||(h[e]=1,f.warn('encountered bad format: \"'+e+'\"'))},f.noFormat=function(t){return String(t)},f.numberFormat=function(t){var e;try{e=a(f.adjustFormat(t))}catch(e){return f.warnBadFormat(t),f.noFormat}return e},f.nestedProperty=t(\"./nested_property\"),f.keyedContainer=t(\"./keyed_container\"),f.relativeAttr=t(\"./relative_attr\"),f.isPlainObject=t(\"./is_plain_object\"),f.toLogRange=t(\"./to_log_range\"),f.relinkPrivateKeys=t(\"./relink_private\");var 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b=0;b<t.calcdata.length;b++)t.calcdata[b][0].trace=t._fullData[b];t._context.responsive?t._responsiveChartHandler||(t._responsiveChartHandler=function(){o.isHidden(t)||h.resize(t)},window.addEventListener(\"resize\",t._responsiveChartHandler)):o.clearResponsive(t);var T=o.extendFlat({},m._size),k=0;function A(){if(h.clearAutoMarginIds(t),w.drawMarginPushers(t),p.allowAutoMargin(t),m._has(\"pie\"))for(var e=t._fullData,r=0;r<e.length;r++){var n=e[r];\"pie\"===n.type&&n.automargin&&h.allowAutoMargin(t,\"pie.\"+n.uid+\".automargin\")}return h.doAutoMargin(t),h.previousPromises(t)}function S(){t._transitioning||(w.doAutoRangeAndConstraints(t),f&&p.saveRangeInitial(t),u.getComponentMethod(\"rangeslider\",\"calcAutorange\")(t))}var E=[h.previousPromises,function(){if(s)return r.addFrames(t,s)},function e(){for(var 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u=e._clips.selectAll(\".axesclip\").data(c,(function(t){return t.x._id+t.y._id}));u.enter().append(\"clipPath\").classed(\"axesclip\",!0).attr(\"id\",(function(t){return\"clip\"+e._uid+t.x._id+t.y._id})).append(\"rect\"),u.exit().remove(),u.each((function(t){n.select(this).select(\"rect\").attr({x:t.x._offset||0,y:t.y._offset||0,width:t.x._length||1,height:t.y._length||1})}))}},H.draw=function(t,e,r){var n=t._fullLayout;\"redraw\"===e&&n._paper.selectAll(\"g.subplot\").each((function(t){var e=t[0],r=n._plots[e];if(r){var i=r.xaxis,a=r.yaxis;r.xaxislayer.selectAll(\".\"+i._id+\"tick\").remove(),r.yaxislayer.selectAll(\".\"+a._id+\"tick\").remove(),r.xaxislayer.selectAll(\".\"+i._id+\"tick2\").remove(),r.yaxislayer.selectAll(\".\"+a._id+\"tick2\").remove(),r.xaxislayer.selectAll(\".\"+i._id+\"divider\").remove(),r.yaxislayer.selectAll(\".\"+a._id+\"divider\").remove(),r.minorGridlayer&&r.minorGridlayer.selectAll(\"path\").remove(),r.gridlayer&&r.gridlayer.selectAll(\"path\").remove(),r.zerolinelayer&&r.zerolinelayer.selectAll(\"path\").remove(),n._infolayer.select(\".g-\"+i._id+\"title\").remove(),n._infolayer.select(\".g-\"+a._id+\"title\").remove()}}));var i=e&&\"redraw\"!==e?e:H.listIds(t);return s.syncOrAsync(i.map((function(e){return function(){if(e){var n=H.getFromId(t,e),i=H.drawOne(t,n,r);return n._r=n.range.slice(),n._rl=s.simpleMap(n._r,n.r2l),i}}})))},H.drawOne=function(t,e,r){var n,i,l;r=r||{},e.setScale();var c=t._fullLayout,p=e._id,d=p.charAt(0),m=H.counterLetter(p),g=c._plots[e._mainSubplot];if(g){var v=g[d+\"axislayer\"],y=e._mainLinePosition,x=e._mainMirrorPosition,b=e._vals=H.calcTicks(e),_=[e.mirror,y,x].join(\"_\");for(n=0;n<b.length;n++)b[n].axInfo=_;e._selections={},e._tickAngles&&(e._prevTickAngles=e._tickAngles),e._tickAngles={},e._depth=null;var w={};if(e.visible){var T,k,A=H.makeTransTickFn(e),M=H.makeTransTickLabelFn(e),S=\"inside\"===e.ticks,E=\"outside\"===e.ticks;if(\"boundaries\"===e.tickson){var L=function(t,e){var r,n=[],i=function(t,e){var r=t.xbnd[e];null!==r&&n.push(s.extendFlat({},t,{x:r}))};if(e.length){for(r=0;r<e.length;r++)i(e[r],0);i(e[r-1],1)}return n}(0,b);k=H.clipEnds(e,L),T=S?k:L}else k=H.clipEnds(e,b),T=S&&\"period\"!==e.ticklabelmode?k:b;var C,P=e._gridVals=k,I=function(t,e){var r,n,i=[],a=e.length&&e[e.length-1].x<e[0].x,o=function(t,e){var r=t.xbnd[e];null!==r&&i.push(s.extendFlat({},t,{x:r}))};if(t.showdividers&&e.length){for(r=0;r<e.length;r++){var l=e[r];l.text2!==n&&o(l,a?1:0),n=l.text2}o(e[r-1],a?0:1)}return i}(e,b);if(!c._hasOnlyLargeSploms){var O=e._subplotsWith,z={};for(n=0;n<O.length;n++){i=O[n];var D=(l=c._plots[i])[m+\"axis\"],R=D._mainAxis._id;if(!z[R]){z[R]=1;var F=\"x\"===d?\"M0,\"+D._offset+\"v\"+D._length:\"M\"+D._offset+\",0h\"+D._length;H.drawGrid(t,e,{vals:P,counterAxis:D,layer:l.gridlayer.select(\".\"+p),minorLayer:l.minorGridlayer.select(\".\"+p),path:F,transFn:A}),H.drawZeroLine(t,e,{counterAxis:D,layer:l.zerolinelayer,path:F,transFn:A})}}}var B=H.getTickSigns(e),N=H.getTickSigns(e,\"minor\");if(e.ticks||e.minor&&e.minor.ticks){var j,q,G,Y,W=H.makeTickPath(e,y,B[2]),X=H.makeTickPath(e,y,N[2],{minor:!0});if(e._anchorAxis&&e.mirror&&!0!==e.mirror?(j=H.makeTickPath(e,x,B[3]),q=H.makeTickPath(e,x,N[3],{minor:!0}),G=W+j,Y=X+q):(j=\"\",q=\"\",G=W,Y=X),e.showdividers&&E&&\"boundaries\"===e.tickson){var Z={};for(n=0;n<I.length;n++)Z[I[n].x]=1;C=function(t){return Z[t.x]?j:G}}else C=function(t){return t.minor?Y:G}}if(H.drawTicks(t,e,{vals:T,layer:v,path:C,transFn:A}),\"allticks\"===e.mirror){var J=Object.keys(e._linepositions||{});for(n=0;n<J.length;n++){i=J[n],l=c._plots[i];var K=e._linepositions[i]||[],Q=K[0],$=K[1],tt=K[2],et=H.makeTickPath(e,Q,tt?B[0]:N[0],{minor:tt})+H.makeTickPath(e,$,tt?B[1]:N[1],{minor:tt});H.drawTicks(t,e,{vals:T,layer:l[d+\"axislayer\"],path:et,transFn:A})}}var rt=[];if(rt.push((function(){return H.drawLabels(t,e,{vals:b,layer:v,plotinfo:l,transFn:M,labelFns:H.makeLabelFns(e,y)})})),\"multicategory\"===e.type){var nt={x:2,y:10}[d];rt.push((function(){var r={x:\"height\",y:\"width\"}[d],n=at()[r]+nt+(e._tickAngles[p+\"tick\"]?e.tickfont.size*U:0);return H.drawLabels(t,e,{vals:vt(e,b),layer:v,cls:p+\"tick2\",repositionOnUpdate:!0,secondary:!0,transFn:A,labelFns:H.makeLabelFns(e,y+n*B[4])})})),rt.push((function(){return e._depth=B[4]*(at(\"tick2\")[e.side]-y),function(t,e,r){var n=e._id+\"divider\",i=r.vals,a=r.layer.selectAll(\"path.\"+n).data(i,xt);a.exit().remove(),a.enter().insert(\"path\",\":first-child\").classed(n,1).classed(\"crisp\",1).call(f.stroke,e.dividercolor).style(\"stroke-width\",h.crispRound(t,e.dividerwidth,1)+\"px\"),a.attr(\"transform\",r.transFn).attr(\"d\",r.path)}(t,e,{vals:I,layer:v,path:H.makeTickPath(e,y,B[4],{len:e._depth}),transFn:A})}))}else e.title.hasOwnProperty(\"standoff\")&&rt.push((function(){e._depth=B[4]*(at()[e.side]-y)}));var it=o.getComponentMethod(\"rangeslider\",\"isVisible\")(e);return rt.push((function(){var r,n,i,s,l=e.side.charAt(0),u=V[e.side].charAt(0),f=H.getPxPosition(t,e),h=E?e.ticklen:0;if((e.automargin||it)&&(\"multicategory\"===e.type?r=at(\"tick2\"):(r=at(),\"x\"===d&&\"b\"===l&&(e._depth=Math.max(r.width>0?r.bottom-f:0,h)))),e.automargin){n={x:0,y:0,r:0,l:0,t:0,b:0};var p=[0,1];if(\"x\"===d){if(\"b\"===l?n[l]=e._depth:(n[l]=e._depth=Math.max(r.width>0?f-r.top:0,h),p.reverse()),r.width>0){var g=r.right-(e._offset+e._length);g>0&&(n.xr=1,n.r=g);var v=e._offset-r.left;v>0&&(n.xl=0,n.l=v)}}else if(\"l\"===l?n[l]=e._depth=Math.max(r.height>0?f-r.left:0,h):(n[l]=e._depth=Math.max(r.height>0?r.right-f:0,h),p.reverse()),r.height>0){var y=r.bottom-(e._offset+e._length);y>0&&(n.yb=0,n.b=y);var x=e._offset-r.top;x>0&&(n.yt=1,n.t=x)}n[m]=\"free\"===e.anchor?e.position:e._anchorAxis.domain[p[0]],e.title.text!==c._dfltTitle[d]&&(n[l]+=bt(e)+(e.title.standoff||0)),e.mirror&&\"free\"!==e.anchor&&((i={x:0,y:0,r:0,l:0,t:0,b:0})[u]=e.linewidth,e.mirror&&!0!==e.mirror&&(i[u]+=h),!0===e.mirror||\"ticks\"===e.mirror?i[m]=e._anchorAxis.domain[p[1]]:\"all\"!==e.mirror&&\"allticks\"!==e.mirror||(i[m]=[e._counterDomainMin,e._counterDomainMax][p[1]]))}it&&(s=o.getComponentMethod(\"rangeslider\",\"autoMarginOpts\")(t,e)),a.autoMargin(t,Tt(e),n),a.autoMargin(t,kt(e),i),a.autoMargin(t,At(e),s)})),r.skipTitle||it&&\"bottom\"===e.side||rt.push((function(){return function(t,e){var r,n=t._fullLayout,i=e._id,a=i.charAt(0),o=e.title.font.size;if(e.title.hasOwnProperty(\"standoff\"))r=e._depth+e.title.standoff+bt(e);else{var s=Pt(e);if(\"multicategory\"===e.type)r=e._depth;else{var l=1.5*o;s&&(l=.5*o,\"outside\"===e.ticks&&(l+=e.ticklen)),r=10+l+(e.linewidth?e.linewidth-1:0)}s||(r+=\"x\"===a?\"top\"===e.side?o*(e.showticklabels?1:0):o*(e.showticklabels?1.5:.5):\"right\"===e.side?o*(e.showticklabels?1:.5):o*(e.showticklabels?.5:0))}var c,f,p,d,m=H.getPxPosition(t,e);\"x\"===a?(f=e._offset+e._length/2,p=\"top\"===e.side?m-r:m+r):(p=e._offset+e._length/2,f=\"right\"===e.side?m+r:m-r,c={rotate:\"-90\",offset:0});if(\"multicategory\"!==e.type){var g=e._selections[e._id+\"tick\"];if(d={selection:g,side:e.side},g&&g.node()&&g.node().parentNode){var v=h.getTranslate(g.node().parentNode);d.offsetLeft=v.x,d.offsetTop=v.y}e.title.hasOwnProperty(\"standoff\")&&(d.pad=0)}return u.draw(t,i+\"title\",{propContainer:e,propName:e._name+\".title.text\",placeholder:n._dfltTitle[a],avoid:d,transform:c,attributes:{x:f,y:p,\"text-anchor\":\"middle\"}})}(t,e)})),s.syncOrAsync(rt)}}function at(t){var r=p+(t||\"tick\");return w[r]||(w[r]=function(t,e){var r,n,i,a;t._selections[e].size()?(r=1/0,n=-1/0,i=1/0,a=-1/0,t._selections[e].each((function(){var t=wt(this),e=h.bBox(t.node().parentNode);r=Math.min(r,e.top),n=Math.max(n,e.bottom),i=Math.min(i,e.left),a=Math.max(a,e.right)}))):(r=0,n=0,i=0,a=0);return{top:r,bottom:n,left:i,right:a,height:n-r,width:a-i}}(e,r)),w[r]}},H.getTickSigns=function(t,e){var r=t._id.charAt(0),n={x:\"top\",y:\"right\"}[r],i=t.side===n?1:-1,a=[-1,1,i,-i];return\"inside\"!==(e?(t.minor||{}).ticks:t.ticks)==(\"x\"===r)&&(a=a.map((function(t){return-t}))),t.side&&a.push({l:-1,t:-1,r:1,b:1}[t.side.charAt(0)]),a},H.makeTransTickFn=function(t){return\"x\"===t._id.charAt(0)?function(e){return l(t._offset+t.l2p(e.x),0)}:function(e){return l(0,t._offset+t.l2p(e.x))}},H.makeTransTickLabelFn=function(t){var e=function(t){var e=t.ticklabelposition||\"\",r=function(t){return-1!==e.indexOf(t)},n=r(\"top\"),i=r(\"left\"),a=r(\"right\"),o=r(\"bottom\"),s=r(\"inside\"),l=o||i||n||a;if(!l&&!s)return[0,0];var c=t.side,u=l?(t.tickwidth||0)/2:0,f=3,h=t.tickfont?t.tickfont.size:12;(o||n)&&(u+=h*j,f+=(t.linewidth||0)/2);(i||a)&&(u+=(t.linewidth||0)/2,f+=3);s&&\"top\"===c&&(f-=h*(1-j));(i||n)&&(u=-u);\"bottom\"!==c&&\"right\"!==c||(f=-f);return[l?u:0,s?f:0]}(t),r=e[0],n=e[1];return\"x\"===t._id.charAt(0)?function(e){return l(r+t._offset+t.l2p(yt(e)),n)}:function(e){return l(n,r+t._offset+t.l2p(yt(e)))}},H.makeTickPath=function(t,e,r,n){n||(n={});var i=n.minor;if(i&&!t.minor)return\"\";var a=void 0!==n.len?n.len:i?t.minor.ticklen:t.ticklen,o=t._id.charAt(0),s=(t.linewidth||1)/2;return\"x\"===o?\"M0,\"+(e+s*r)+\"v\"+a*r:\"M\"+(e+s*r)+\",0h\"+a*r},H.makeLabelFns=function(t,e,r){var n=t.ticklabelposition||\"\",a=function(t){return-1!==n.indexOf(t)},o=a(\"top\"),l=a(\"left\"),c=a(\"right\"),u=a(\"bottom\")||l||o||c,f=a(\"inside\"),h=\"inside\"===n&&\"inside\"===t.ticks||!f&&\"outside\"===t.ticks&&\"boundaries\"!==t.tickson,p=0,d=0,m=h?t.ticklen:0;if(f?m*=-1:u&&(m=0),h&&(p+=m,r)){var g=s.deg2rad(r);p=m*Math.cos(g)+1,d=m*Math.sin(g)}t.showticklabels&&(h||t.showline)&&(p+=.2*t.tickfont.size);var v,y,x,b,_,w={labelStandoff:p+=(t.linewidth||1)/2*(f?-1:1),labelShift:d},T=0,k=t.side,A=t._id.charAt(0),M=t.tickangle;if(\"x\"===A)b=(_=!f&&\"bottom\"===k||f&&\"top\"===k)?1:-1,f&&(b*=-1),v=d*b,y=e+p*b,x=_?1:-.2,90===Math.abs(M)&&(f?x+=N:x=-90===M&&\"bottom\"===k?j:90===M&&\"top\"===k?N:.5,T=N/2*(M/90)),w.xFn=function(t){return t.dx+v+T*t.fontSize},w.yFn=function(t){return t.dy+y+t.fontSize*x},w.anchorFn=function(t,e){if(u){if(l)return\"end\";if(c)return\"start\"}return i(e)&&0!==e&&180!==e?e*b<0!==f?\"end\":\"start\":\"middle\"},w.heightFn=function(e,r,n){return r<-60||r>60?-.5*n:\"top\"===t.side!==f?-n:0};else if(\"y\"===A){if(b=(_=!f&&\"left\"===k||f&&\"right\"===k)?1:-1,f&&(b*=-1),v=p,y=d*b,x=0,f||90!==Math.abs(M)||(x=-90===M&&\"left\"===k||90===M&&\"right\"===k?j:.5),f){var S=i(M)?+M:0;if(0!==S){var E=s.deg2rad(S);T=Math.abs(Math.sin(E))*j*b,x=0}}w.xFn=function(t){return t.dx+e-(v+t.fontSize*x)*b+T*t.fontSize},w.yFn=function(t){return t.dy+y+t.fontSize*N},w.anchorFn=function(t,e){return i(e)&&90===Math.abs(e)?\"middle\":_?\"end\":\"start\"},w.heightFn=function(e,r,n){return\"right\"===t.side&&(r*=-1),r<-30?-n:r<30?-.5*n:0}}return w},H.drawTicks=function(t,e,r){r=r||{};var i=e._id+\"tick\",a=[].concat(e.minor&&e.minor.ticks?r.vals.filter((function(t){return t.minor&&!t.noTick})):[]).concat(e.ticks?r.vals.filter((function(t){return!t.minor&&!t.noTick})):[]),o=r.layer.selectAll(\"path.\"+i).data(a,xt);o.exit().remove(),o.enter().append(\"path\").classed(i,1).classed(\"ticks\",1).classed(\"crisp\",!1!==r.crisp).each((function(t){return f.stroke(n.select(this),t.minor?e.minor.tickcolor:e.tickcolor)})).style(\"stroke-width\",(function(r){return h.crispRound(t,r.minor?e.minor.tickwidth:e.tickwidth,1)+\"px\"})).attr(\"d\",r.path).style(\"display\",null),It(e,[R]),o.attr(\"transform\",r.transFn)},H.drawGrid=function(t,e,r){r=r||{};var i=e._id+\"grid\",a=e.minor&&e.minor.showgrid,o=a?r.vals.filter((function(t){return t.minor})):[],s=e.showgrid?r.vals.filter((function(t){return!t.minor})):[],l=r.counterAxis;if(l&&H.shouldShowZeroLine(t,e,l))for(var c=\"array\"===e.tickmode,u=0;u<s.length;u++){var p=s[u].x;if(c?!p:Math.abs(p)<e.dtick/100){if(s=s.slice(0,u).concat(s.slice(u+1)),!c)break;u--}}e._gw=h.crispRound(t,e.gridwidth,1);for(var d=a?h.crispRound(t,e.minor.gridwidth,1):0,m=r.layer,g=r.minorLayer,v=1;v>=0;v--){var y=v?m:g;if(y){var x=y.selectAll(\"path.\"+i).data(v?s:o,xt);x.exit().remove(),x.enter().append(\"path\").classed(i,1).classed(\"crisp\",!1!==r.crisp),x.attr(\"transform\",r.transFn).attr(\"d\",r.path).each((function(t){return f.stroke(n.select(this),t.minor?e.minor.gridcolor:e.gridcolor||\"#ddd\")})).style(\"stroke-dasharray\",(function(t){return h.dashStyle(t.minor?e.minor.griddash:e.griddash,t.minor?e.minor.gridwidth:e.gridwidth)})).style(\"stroke-width\",(function(t){return(t.minor?d:e._gw)+\"px\"})).style(\"display\",null),\"function\"==typeof r.path&&x.attr(\"d\",r.path)}}It(e,[z,D])},H.drawZeroLine=function(t,e,r){r=r||r;var n=e._id+\"zl\",i=H.shouldShowZeroLine(t,e,r.counterAxis),a=r.layer.selectAll(\"path.\"+n).data(i?[{x:0,id:e._id}]:[]);a.exit().remove(),a.enter().append(\"path\").classed(n,1).classed(\"zl\",1).classed(\"crisp\",!1!==r.crisp).each((function(){r.layer.selectAll(\"path\").sort((function(t,e){return Y(t.id,e.id)}))})),a.attr(\"transform\",r.transFn).attr(\"d\",r.path).call(f.stroke,e.zerolinecolor||f.defaultLine).style(\"stroke-width\",h.crispRound(t,e.zerolinewidth,e._gw||1)+\"px\").style(\"display\",null),It(e,[O])},H.drawLabels=function(t,e,r){r=r||{};var a=t._fullLayout,o=e._id,u=o.charAt(0),f=r.cls||o+\"tick\",p=r.vals.filter((function(t){return t.text})),d=r.labelFns,m=r.secondary?0:e.tickangle,g=(e._prevTickAngles||{})[f],v=r.layer.selectAll(\"g.\"+f).data(e.showticklabels?p:[],xt),y=[];function x(t,a){t.each((function(t){var o=n.select(this),s=o.select(\".text-math-group\"),u=d.anchorFn(t,a),f=r.transFn.call(o.node(),t)+(i(a)&&0!=+a?\" rotate(\"+a+\",\"+d.xFn(t)+\",\"+(d.yFn(t)-t.fontSize/2)+\")\":\"\"),p=c.lineCount(o),m=U*t.fontSize,g=d.heightFn(t,i(a)?+a:0,(p-1)*m);if(g&&(f+=l(0,g)),s.empty()){var v=o.select(\"text\");v.attr({transform:f,\"text-anchor\":u}),v.style(\"opacity\",1),e._adjustTickLabelsOverflow&&e._adjustTickLabelsOverflow()}else{var y=h.bBox(s.node()).width*{end:-.5,start:.5}[u];s.attr(\"transform\",f+l(y,0))}}))}v.enter().append(\"g\").classed(f,1).append(\"text\").attr(\"text-anchor\",\"middle\").each((function(e){var r=n.select(this),i=t._promises.length;r.call(c.positionText,d.xFn(e),d.yFn(e)).call(h.font,e.font,e.fontSize,e.fontColor).text(e.text).call(c.convertToTspans,t),t._promises[i]?y.push(t._promises.pop().then((function(){x(r,m)}))):x(r,m)})),It(e,[F]),v.exit().remove(),r.repositionOnUpdate&&v.each((function(t){n.select(this).select(\"text\").call(c.positionText,d.xFn(t),d.yFn(t))})),e._adjustTickLabelsOverflow=function(){var r=e.ticklabeloverflow;if(r&&\"allow\"!==r){var i=-1!==r.indexOf(\"hide\"),o=\"x\"===e._id.charAt(0),l=0,c=o?t._fullLayout.width:t._fullLayout.height;if(-1!==r.indexOf(\"domain\")){var u=s.simpleMap(e.range,e.r2l);l=e.l2p(u[0])+e._offset,c=e.l2p(u[1])+e._offset}var f=Math.min(l,c),p=Math.max(l,c),d=e.side,m=1/0,g=-1/0;for(var y in v.each((function(t){var 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o=\"tick\"===t.K&&\"text\"===t.L&&\"period\"===e.ticklabelmode,s=a._plots[e._mainSubplot];(t.K===O.K?s.zerolinelayer.selectAll(\".\"+e._id+\"zl\"):t.K===D.K?s.minorGridlayer.selectAll(\".\"+e._id):t.K===z.K?s.gridlayer.selectAll(\".\"+e._id):s[e._id.charAt(0)+\"axislayer\"]).each((function(){var a=n.select(this);t.L&&(a=a.selectAll(t.L)),a.each((function(a){var s=e.l2p(o?yt(a):a.x)+e._offset,l=n.select(this);s<e[\"_visibleLabelMax_\"+r._id]&&s>e[\"_visibleLabelMin_\"+r._id]?l.style(\"display\",\"none\"):\"tick\"!==t.K||i||l.style(\"display\",null)}))}))}))}))},x(v,g+1?g:m);var b=null;e._selections&&(e._selections[f]=v);var _=[function(){return y.length&&Promise.all(y)}];e.automargin&&a._redrawFromAutoMarginCount&&90===g?(b=90,_.push((function(){x(v,g)}))):_.push((function(){if(x(v,m),p.length&&\"x\"===u&&!i(m)&&(\"log\"!==e.type||\"D\"!==String(e.dtick).charAt(0))){b=0;var t,n=0,a=[];if(v.each((function(t){n=Math.max(n,t.fontSize);var 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n=t(\"fast-isnumeric\"),i=t(\"../../registry\"),a=t(\"../../lib\"),o=t(\"../../plot_api/plot_template\"),s=t(\"../array_container_defaults\"),l=t(\"./layout_attributes\"),c=t(\"./tick_value_defaults\"),u=t(\"./tick_mark_defaults\"),f=t(\"./tick_label_defaults\"),h=t(\"./prefix_suffix_defaults\"),p=t(\"./category_order_defaults\"),d=t(\"./line_grid_defaults\"),m=t(\"./set_convert\"),g=t(\"./constants\").WEEKDAY_PATTERN,v=t(\"./constants\").HOUR_PATTERN;function y(t,e,r){function i(r,n){return a.coerce(t,e,l.rangebreaks,r,n)}if(i(\"enabled\")){var o=i(\"bounds\");if(o&&o.length>=2){var s,c,u=\"\";if(2===o.length)for(s=0;s<2;s++)if(c=b(o[s])){u=g;break}var f=i(\"pattern\",u);if(f===g)for(s=0;s<2;s++)(c=b(o[s]))&&(e.bounds[s]=o[s]=c-1);if(f)for(s=0;s<2;s++)switch(c=o[s],f){case g:if(!n(c))return void(e.enabled=!1);if((c=+c)!==Math.floor(c)||c<0||c>=7)return void(e.enabled=!1);e.bounds[s]=o[s]=c;break;case v:if(!n(c))return void(e.enabled=!1);if((c=+c)<0||c>24)return 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a=Pt.dragmode,s=t._fullLayout.dragmode;s!==a&&(Pt.dragmode=s),yt(),pt=t._fullLayout._invScaleX,dt=t._fullLayout._invScaleY,ot||(gt?e.shiftKey?\"pan\"===s?s=\"zoom\":y(s)||(s=\"pan\"):e.ctrlKey&&(s=\"pan\"):s=\"pan\"),x(s)?Pt.minDrag=1:Pt.minDrag=void 0,y(s)?(Pt.xaxes=J,Pt.yaxes=K,A(e,r,n,Pt,s)):(Pt.clickFn=Ot,y(a)&&It(),ot||(\"zoom\"===s?(Pt.moveFn=zt,Pt.doneFn=Rt,Pt.minDrag=1,function(e,r,n){var a=bt.getBoundingClientRect();_t=r-a.left,wt=n-a.top,t._fullLayout._calcInverseTransform(t);var s=i.apply3DTransform(t._fullLayout._invTransform)(_t,wt);_t=s[0],wt=s[1],Tt={l:_t,r:_t,w:0,t:wt,b:wt,h:0},kt=t._hmpixcount?t._hmlumcount/t._hmpixcount:o(t._fullLayout.plot_bgcolor).getLuminance(),Mt=!1,St=\"xy\",Ct=!1,Et=N(mt,kt,Q,$,At=\"M0,0H\"+tt+\"V\"+et+\"H0V0\"),Lt=j(mt,Q,$)}(0,r,n)):\"pan\"===s&&(Pt.moveFn=Ut,Pt.doneFn=Gt))),t._fullLayout._redrag=function(){var e=t._dragdata;if(e&&e.element===bt){var r=t._fullLayout.dragmode;y(r)||(yt(),Yt([0,0,tt,et]),Pt.moveFn(e.dx,e.dy))}}},g.init(Pt);var 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r,n,a,o,s=t._fullLayout,c=s._plots,u=s._subplots.cartesian;if(ut&&l.subplotsRegistry.splom.drag(t),ct)for(r=0;r<u.length;r++)if(a=(n=c[u[r]]).xaxis,o=n.yaxis,n._scene){var f=i.simpleMap(a.range,a.r2l),p=i.simpleMap(o.range,o.r2l);n._scene.update({range:[f[0],p[0],f[1],p[1]]})}if((ut||ct)&&(_(t),w(t)),ft){var d=e[2]/I._length,g=e[3]/O._length;for(r=0;r<u.length;r++){a=(n=c[u[r]]).xaxis,o=n.yaxis;var y,x,b,T,k=(st||nt.isSubplotConstrained)&&!a.fixedrange&&V[a._id],A=(lt||nt.isSubplotConstrained)&&!o.fixedrange&&Z[o._id];if(k?(y=d,b=v||nt.isSubplotConstrained?e[0]:Zt(a,y)):nt.xaHash[a._id]?(y=d,b=e[0]*a._length/I._length):nt.yaHash[a._id]?(y=g,b=\"ns\"===at?-e[1]*a._length/O._length:Zt(a,y,{n:\"top\",s:\"bottom\"}[at])):b=Xt(a,y=Wt(a,d,g)),A?(x=g,T=m||nt.isSubplotConstrained?e[1]:Zt(o,x)):nt.yaHash[o._id]?(x=g,T=e[1]*o._length/O._length):nt.xaHash[o._id]?(x=d,T=\"ew\"===it?-e[0]*o._length/I._length:Zt(o,x,{e:\"right\",w:\"left\"}[it])):T=Xt(o,x=Wt(o,d,g)),y||x){y||(y=1),x||(x=1);var M=a._offset-b/y,S=o._offset-T/x;n.clipRect.call(h.setTranslate,b,T).call(h.setScale,y,x),n.plot.call(h.setTranslate,M,S).call(h.setScale,1/y,1/x),y===n.xScaleFactor&&x===n.yScaleFactor||(h.setPointGroupScale(n.zoomScalePts,y,x),h.setTextPointsScale(n.zoomScaleTxt,y,x)),h.hideOutsideRangePoints(n.clipOnAxisFalseTraces,n),n.xScaleFactor=y,n.yScaleFactor=x}}}}function Wt(t,e,r){return t.fixedrange?0:st&&rt.xaHash[t._id]?e:lt&&(rt.isSubplotConstrained?rt.xaHash:rt.yaHash)[t._id]?r:0}function Xt(t,e){return e?(t.range=t._r.slice(),E(t,e),Zt(t,e)):0}function Zt(t,e,r){return t._length*(1-e)*b[r||t.constraintoward||\"middle\"]}return m.length*v.length!=1&&W(bt,(function(e){if(t._context._scrollZoom.cartesian||t._fullLayout._enablescrollzoom){if(It(),t._transitioningWithDuration)return e.preventDefault(),void e.stopPropagation();yt(),clearTimeout(Bt);var r=-e.deltaY;if(isFinite(r)||(r=e.wheelDelta/10),isFinite(r)){var n,a=Math.exp(-Math.min(Math.max(r,-20),20)/200),o=jt.draglayer.select(\".nsewdrag\").node().getBoundingClientRect(),s=(e.clientX-o.left)/o.width,l=(o.bottom-e.clientY)/o.height;if(st){for(v||(s=.5),n=0;n<J.length;n++)c(J[n],s,a);Vt(\"x\"),Ft[2]*=a,Ft[0]+=Ft[2]*s*(1/a-1)}if(lt){for(m||(l=.5),n=0;n<K.length;n++)c(K[n],l,a);Vt(\"y\"),Ft[3]*=a,Ft[1]+=Ft[3]*(1-l)*(1/a-1)}Yt(Ft),Ht(),t.emit(\"plotly_relayouting\",ht),Bt=setTimeout((function(){t._fullLayout&&(Ft=[0,0,tt,et],Gt())}),Nt),e.preventDefault()}else i.log(\"Did not find wheel motion attributes: \",e)}function c(t,e,r){if(!t.fixedrange){var n=i.simpleMap(t.range,t.r2l),a=n[0]+(n[1]-n[0])*e;t.range=n.map((function(e){return t.l2r(a+(e-a)*r)}))}}})),bt},makeDragger:O,makeRectDragger:z,makeZoombox:N,makeCorners:j,updateZoombox:U,xyCorners:G,transitionZoombox:V,removeZoombox:H,showDoubleClickNotifier:q,attachWheelEventHandler:W}},{\"../../components/color\":366,\"../../components/dragelement\":385,\"../../components/dragelement/helpers\":384,\"../../components/drawing\":388,\"../../components/fx\":406,\"../../constants/alignment\":471,\"../../lib\":503,\"../../lib/clear_gl_canvases\":487,\"../../lib/setcursor\":524,\"../../lib/svg_text_utils\":529,\"../../plot_api/subroutines\":544,\"../../registry\":638,\"../plots\":619,\"./axes\":554,\"./axis_ids\":558,\"./constants\":561,\"./scale_zoom\":574,\"./select\":575,\"@plotly/d3\":58,\"has-passive-events\":229,tinycolor2:312}],564:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../components/fx\"),a=t(\"../../components/dragelement\"),o=t(\"../../lib/setcursor\"),s=t(\"./dragbox\").makeDragBox,l=t(\"./constants\").DRAGGERSIZE;r.initInteractions=function(t){var e=t._fullLayout;if(t._context.staticPlot)n.select(t).selectAll(\".drag\").remove();else if(e._has(\"cartesian\")||e._has(\"splom\")){Object.keys(e._plots||{}).sort((function(t,r){if((e._plots[t].mainplot&&!0)===(e._plots[r].mainplot&&!0)){var n=t.split(\"y\"),i=r.split(\"y\");return n[0]===i[0]?Number(n[1]||1)-Number(i[1]||1):Number(n[0]||1)-Number(i[0]||1)}return e._plots[t].mainplot?1:-1})).forEach((function(r){var n=e._plots[r],o=n.xaxis,c=n.yaxis;if(!n.mainplot){var u=s(t,n,o._offset,c._offset,o._length,c._length,\"ns\",\"ew\");u.onmousemove=function(e){t._fullLayout._rehover=function(){t._fullLayout._hoversubplot===r&&t._fullLayout._plots[r]&&i.hover(t,e,r)},i.hover(t,e,r),t._fullLayout._lasthover=u,t._fullLayout._hoversubplot=r},u.onmouseout=function(e){t._dragging||(t._fullLayout._hoversubplot=null,a.unhover(t,e))},t._context.showAxisDragHandles&&(s(t,n,o._offset-l,c._offset-l,l,l,\"n\",\"w\"),s(t,n,o._offset+o._length,c._offset-l,l,l,\"n\",\"e\"),s(t,n,o._offset-l,c._offset+c._length,l,l,\"s\",\"w\"),s(t,n,o._offset+o._length,c._offset+c._length,l,l,\"s\",\"e\"))}if(t._context.showAxisDragHandles){if(r===o._mainSubplot){var f=o._mainLinePosition;\"top\"===o.side&&(f-=l),s(t,n,o._offset+.1*o._length,f,.8*o._length,l,\"\",\"ew\"),s(t,n,o._offset,f,.1*o._length,l,\"\",\"w\"),s(t,n,o._offset+.9*o._length,f,.1*o._length,l,\"\",\"e\")}if(r===c._mainSubplot){var h=c._mainLinePosition;\"right\"!==c.side&&(h-=l),s(t,n,h,c._offset+.1*c._length,l,.8*c._length,\"ns\",\"\"),s(t,n,h,c._offset+.9*c._length,l,.1*c._length,\"s\",\"\"),s(t,n,h,c._offset,l,.1*c._length,\"n\",\"\")}}}));var o=e._hoverlayer.node();o.onmousemove=function(r){r.target=t._fullLayout._lasthover,i.hover(t,r,e._hoversubplot)},o.onclick=function(e){e.target=t._fullLayout._lasthover,i.click(t,e)},o.onmousedown=function(e){t._fullLayout._lasthover.onmousedown(e)},r.updateFx(t)}},r.updateFx=function(t){var e=t._fullLayout,r=\"pan\"===e.dragmode?\"move\":\"crosshair\";o(e._draggers,r)}},{\"../../components/dragelement\":385,\"../../components/fx\":406,\"../../lib/setcursor\":524,\"./constants\":561,\"./dragbox\":563,\"@plotly/d3\":58}],565:[function(t,e,r){\"use strict\";e.exports={clearOutlineControllers:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".outline-controllers\").remove()},clearSelect:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".select-outline\").remove(),t._fullLayout._drawing=!1}}},{}],566:[function(t,e,r){\"use strict\";var n=t(\"../../lib\").strTranslate;function i(t,e){switch(t.type){case\"log\":return t.p2d(e);case\"date\":return t.p2r(e,0,t.calendar);default:return t.p2r(e)}}e.exports={p2r:i,r2p:function(t,e){switch(t.type){case\"log\":return t.d2p(e);case\"date\":return t.r2p(e,0,t.calendar);default:return t.r2p(e)}},axValue:function(t){var e=\"y\"===t._id.charAt(0)?1:0;return function(r){return i(t,r[e])}},getTransform:function(t){return n(t.xaxis._offset,t.yaxis._offset)}}},{\"../../lib\":503}],567:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"./axis_ids\");e.exports=function(t){return function(e,r){var o=e[t];if(Array.isArray(o))for(var s=n.subplotsRegistry.cartesian,l=s.idRegex,c=r._subplots,u=c.xaxis,f=c.yaxis,h=c.cartesian,p=r._has(\"cartesian\")||r._has(\"gl2d\"),d=0;d<o.length;d++){var m=o[d];if(i.isPlainObject(m)){var g=a.cleanId(m.xref,\"x\",!1),v=a.cleanId(m.yref,\"y\",!1),y=l.x.test(g),x=l.y.test(v);if(y||x){p||i.pushUnique(r._basePlotModules,s);var b=!1;y&&-1===u.indexOf(g)&&(u.push(g),b=!0),x&&-1===f.indexOf(v)&&(f.push(v),b=!0),b&&y&&x&&h.push(g+v)}}}}}},{\"../../lib\":503,\"../../registry\":638,\"./axis_ids\":558}],568:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../registry\"),a=t(\"../../lib\"),o=t(\"../plots\"),s=t(\"../../components/drawing\"),l=t(\"../get_data\").getModuleCalcData,c=t(\"./axis_ids\"),u=t(\"./constants\"),f=t(\"../../constants/xmlns_namespaces\"),h=a.ensureSingle;function p(t,e,r){return a.ensureSingle(t,e,r,(function(t){t.datum(r)}))}function d(t,e,r,a,o){for(var c,f,h,p=u.traceLayerClasses,d=t._fullLayout,m=d._modules,g=[],v=[],y=0;y<m.length;y++){var x=(c=m[y]).name,b=i.modules[x].categories;if(b.svg){var _=c.layerName||x+\"layer\",w=c.plot;h=(f=l(r,w))[0],r=f[1],h.length&&g.push({i:p.indexOf(_),className:_,plotMethod:w,cdModule:h}),b.zoomScale&&v.push(\".\"+_)}}g.sort((function(t,e){return t.i-e.i}));var T=e.plot.selectAll(\"g.mlayer\").data(g,(function(t){return t.className}));if(T.enter().append(\"g\").attr(\"class\",(function(t){return t.className})).classed(\"mlayer\",!0).classed(\"rangeplot\",e.isRangePlot),T.exit().remove(),T.order(),T.each((function(r){var i=n.select(this),l=r.className;r.plotMethod(t,e,r.cdModule,i,a,o),-1===u.clipOnAxisFalseQuery.indexOf(\".\"+l)&&s.setClipUrl(i,e.layerClipId,t)})),d._has(\"scattergl\")&&(c=i.getModule(\"scattergl\"),h=l(r,c)[0],c.plot(t,e,h)),!t._context.staticPlot&&(e._hasClipOnAxisFalse&&(e.clipOnAxisFalseTraces=e.plot.selectAll(u.clipOnAxisFalseQuery.join(\",\")).selectAll(\".trace\")),v.length)){var k=e.plot.selectAll(v.join(\",\")).selectAll(\".trace\");e.zoomScalePts=k.selectAll(\"path.point\"),e.zoomScaleTxt=k.selectAll(\".textpoint\")}}function m(t,e){var r=e.plotgroup,n=e.id,i=u.layerValue2layerClass[e.xaxis.layer],a=u.layerValue2layerClass[e.yaxis.layer],o=t._fullLayout._hasOnlyLargeSploms;if(e.mainplot){var s=e.mainplotinfo,l=s.plotgroup,f=n+\"-x\",d=n+\"-y\";e.minorGridlayer=s.minorGridlayer,e.gridlayer=s.gridlayer,e.zerolinelayer=s.zerolinelayer,h(s.overlinesBelow,\"path\",f),h(s.overlinesBelow,\"path\",d),h(s.overaxesBelow,\"g\",f),h(s.overaxesBelow,\"g\",d),e.plot=h(s.overplot,\"g\",n),h(s.overlinesAbove,\"path\",f),h(s.overlinesAbove,\"path\",d),h(s.overaxesAbove,\"g\",f),h(s.overaxesAbove,\"g\",d),e.xlines=l.select(\".overlines-\"+i).select(\".\"+f),e.ylines=l.select(\".overlines-\"+a).select(\".\"+d),e.xaxislayer=l.select(\".overaxes-\"+i).select(\".\"+f),e.yaxislayer=l.select(\".overaxes-\"+a).select(\".\"+d)}else 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yt=b(\"rangeslider\",\"handleDefaults\"),xt=b(\"rangeselector\",\"handleDefaults\");for(y=0;y<j.length;y++)q=j[y],W=t[q],X=e[q],yt(t,e,q),\"date\"===X.type&&xt(W,X,e,U,X.calendar),K(\"fixedrange\");for(y=0;y<U.length;y++){q=U[y],W=t[q],X=e[q];var bt=e[m(X.anchor)];K(\"fixedrange\",b(\"rangeslider\",\"isVisible\")(bt))}h.handleDefaults(t,e,{axIds:rt.concat(it).sort(d.idSort),axHasImage:P})}},{\"../../components/color\":366,\"../../components/fx/helpers\":402,\"../../components/fx/hovermode_defaults\":405,\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../../registry\":638,\"../layout_attributes\":610,\"./axis_defaults\":556,\"./axis_ids\":558,\"./constants\":561,\"./constraints\":562,\"./layout_attributes\":569,\"./position_defaults\":572,\"./type_defaults\":582}],571:[function(t,e,r){\"use strict\";var n=t(\"tinycolor2\").mix,i=t(\"../../components/color/attributes\"),a=t(\"../../lib\");e.exports=function(t,e,r,o){var s=(o=o||{}).dfltColor;function l(r,n){return a.coerce2(t,e,o.attributes,r,n)}var c=l(\"linecolor\",s),u=l(\"linewidth\");r(\"showline\",o.showLine||!!c||!!u)||(delete e.linecolor,delete e.linewidth);var f=l(\"gridcolor\",n(s,o.bgColor,o.blend||i.lightFraction).toRgbString()),h=l(\"gridwidth\"),p=l(\"griddash\");if(r(\"showgrid\",o.showGrid||!!f||!!h||!!p)||(delete e.gridcolor,delete e.gridwidth,delete e.griddash),o.hasMinor){var d=l(\"minor.gridcolor\",n(e.gridcolor,o.bgColor,67).toRgbString()),m=l(\"minor.gridwidth\",e.gridwidth||1),g=l(\"minor.griddash\",e.griddash||\"solid\");r(\"minor.showgrid\",!!d||!!m||!!g)||(delete e.minor.gridcolor,delete e.minor.gridwidth,delete e.minor.griddash)}if(!o.noZeroLine){var v=l(\"zerolinecolor\",s),y=l(\"zerolinewidth\");r(\"zeroline\",o.showGrid||!!v||!!y)||(delete e.zerolinecolor,delete e.zerolinewidth)}}},{\"../../components/color/attributes\":365,\"../../lib\":503,tinycolor2:312}],572:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\");e.exports=function(t,e,r,a){var o,s,l,c,u=a.counterAxes||[],f=a.overlayableAxes||[],h=a.letter,p=a.grid;p&&(s=p._domains[h][p._axisMap[e._id]],o=p._anchors[e._id],s&&(l=p[h+\"side\"].split(\" \")[0],c=p.domain[h][\"right\"===l||\"top\"===l?1:0])),s=s||[0,1],o=o||(n(t.position)?\"free\":u[0]||\"free\"),l=l||(\"x\"===h?\"bottom\":\"left\"),c=c||0,\"free\"===i.coerce(t,e,{anchor:{valType:\"enumerated\",values:[\"free\"].concat(u),dflt:o}},\"anchor\")&&r(\"position\",c),i.coerce(t,e,{side:{valType:\"enumerated\",values:\"x\"===h?[\"bottom\",\"top\"]:[\"left\",\"right\"],dflt:l}},\"side\");var d=!1;if(f.length&&(d=i.coerce(t,e,{overlaying:{valType:\"enumerated\",values:[!1].concat(f),dflt:!1}},\"overlaying\")),!d){var m=r(\"domain\",s);m[0]>m[1]-1/4096&&(e.domain=s),i.noneOrAll(t.domain,e.domain,s)}return r(\"layer\"),e}},{\"../../lib\":503,\"fast-isnumeric\":190}],573:[function(t,e,r){\"use strict\";var n=t(\"./show_dflt\");e.exports=function(t,e,r,i,a){a||(a={});var o=a.tickSuffixDflt,s=n(t);r(\"tickprefix\")&&r(\"showtickprefix\",s),r(\"ticksuffix\",o)&&r(\"showticksuffix\",s)}},{\"./show_dflt\":577}],574:[function(t,e,r){\"use strict\";var n=t(\"../../constants/alignment\").FROM_BL;e.exports=function(t,e,r){void 0===r&&(r=n[t.constraintoward||\"center\"]);var i=[t.r2l(t.range[0]),t.r2l(t.range[1])],a=i[0]+(i[1]-i[0])*r;t.range=t._input.range=[t.l2r(a+(i[0]-a)*e),t.l2r(a+(i[1]-a)*e)],t.setScale()}},{\"../../constants/alignment\":471}],575:[function(t,e,r){\"use strict\";var n=t(\"polybooljs\"),i=t(\"../../registry\"),a=t(\"../../components/drawing\").dashStyle,o=t(\"../../components/color\"),s=t(\"../../components/fx\"),l=t(\"../../components/fx/helpers\").makeEventData,c=t(\"../../components/dragelement/helpers\"),u=c.freeMode,f=c.rectMode,h=c.drawMode,p=c.openMode,d=c.selectMode,m=t(\"../../components/shapes/draw_newshape/display_outlines\"),g=t(\"../../components/shapes/draw_newshape/helpers\").handleEllipse,v=t(\"../../components/shapes/draw_newshape/newshapes\"),y=t(\"../../lib\"),x=t(\"../../lib/polygon\"),b=t(\"../../lib/throttle\"),_=t(\"./axis_ids\").getFromId,w=t(\"../../lib/clear_gl_canvases\"),T=t(\"../../plot_api/subroutines\").redrawReglTraces,k=t(\"./constants\"),A=k.MINSELECT,M=x.filter,S=x.tester,E=t(\"./handle_outline\").clearSelect,L=t(\"./helpers\"),C=L.p2r,P=L.axValue,I=L.getTransform;function O(t,e,r,n,i,a,o){var s,l,c,u,f,h,d,g,v,y=e._hoverdata,x=e._fullLayout.clickmode.indexOf(\"event\")>-1,b=[];if(function(t){return 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e=[],r=z(t[0])?0:t[0][0][0],n=r,i=z(t[0])?0:t[0][0][1],a=i,o=0;o<t.length;o++)if(z(t[o]))e.push(D(t[o]));else{var s=x.tester(t[o]);s.subtract=t[o].subtract,e.push(s),r=Math.min(r,s.xmin),n=Math.max(n,s.xmax),i=Math.min(i,s.ymin),a=Math.max(a,s.ymax)}return{xmin:r,xmax:n,ymin:i,ymax:a,pts:[],contains:function(t,r,n,i){for(var a=!1,o=0;o<e.length;o++)e[o].contains(t,r,n,i)&&(a=!1===e[o].subtract);return a},isRect:!1,degenerate:!1}}function F(t,e,r){e._fullLayout._drawing=!1;var n=e._fullLayout,i=r.plotinfo,a=r.dragmode,o=n._lastSelectedSubplot&&n._lastSelectedSubplot===i.id,s=(t.shiftKey||t.altKey)&&!(h(a)&&p(a));o&&s&&i.selection&&i.selection.selectionDefs&&!r.selectionDefs?(r.selectionDefs=i.selection.selectionDefs,r.mergedPolygons=i.selection.mergedPolygons):s&&i.selection||B(r),o||(E(e),n._lastSelectedSubplot=i.id)}function B(t){var e=t.dragmode,r=t.plotinfo,n=t.gd;if(n._fullLayout._activeShapeIndex>=0&&n._fullLayout._deactivateShape(n),h(e)){var 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r=this.bounds,n=(e.framewidth||0)/2,i=r[0][0]-n,a=r[0][1]-n,o=r[1][0]-i+n,s=r[1][1]-a+n;h.setRect(this.clipRect,i,a,o,s),this.bgRect.call(h.setRect,i,a,o,s).call(f.fill,e.bgcolor),this.xaxis._offset=i,this.xaxis._length=o,this.yaxis._offset=a,this.yaxis._length=s},S.updateFx=function(t,e){var r=this,i=r.graphDiv,a=r.bgRect,o=t.dragmode,s=t.clickmode;if(!r.isStatic){var u;\"select\"===o?u=function(t,e){(t.range={})[r.id]=[h([e.xmin,e.ymin]),h([e.xmax,e.ymax])]}:\"lasso\"===o&&(u=function(t,e,n){(t.lassoPoints={})[r.id]=n.filtered.map(h)});var f={element:r.bgRect.node(),gd:i,plotinfo:{id:r.id,xaxis:r.xaxis,yaxis:r.yaxis,fillRangeItems:u},xaxes:[r.xaxis],yaxes:[r.yaxis],subplot:r.id,clickFn:function(t){2===t&&x(i)}};\"pan\"===o?(a.node().onmousedown=null,a.call(_(r,e)),a.on(\"dblclick.zoom\",(function(){var t=r.viewInitial,e={};for(var n in 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t=this,e=t.graphDiv,r=e._fullLayout,i=\"clip\"+r._uid+t.id;t.clipDef=r._clips.append(\"clipPath\").attr(\"id\",i),t.clipRect=t.clipDef.append(\"rect\"),t.framework=n.select(t.container).append(\"g\").attr(\"class\",\"geo \"+t.id).call(h.setClipUrl,i,e),t.project=function(e){var r=t.projection(e);return r?[r[0]-t.xaxis._offset,r[1]-t.yaxis._offset]:[null,null]},t.xaxis={_id:\"x\",c2p:function(e){return t.project(e)[0]}},t.yaxis={_id:\"y\",c2p:function(e){return t.project(e)[1]}},t.mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},m.setConvert(t.mockAxis,r)},S.saveViewInitial=function(t){var 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e=t._fullLayout,r=t.calcdata,i=e._subplots.geo,s=0;s<i.length;s++){var l=i[s],c=n(r,o,l),u=e[l]._subplot;u||(u=a({id:l,graphDiv:t,container:e._geolayer.node(),topojsonURL:t._context.topojsonURL,staticPlot:t._context.staticPlot}),e[l]._subplot=u),u.plot(c,e,t._promises)}},updateFx:function(t){for(var e=t._fullLayout,r=e._subplots.geo,n=0;n<r.length;n++){var i=e[r[n]];i._subplot.updateFx(e,i)}},clean:function(t,e,r,n){for(var i=n._subplots.geo||[],a=0;a<i.length;a++){var o=i[a],s=n[o]._subplot;!e[o]&&s&&(s.framework.remove(),s.clipDef.remove())}}}},{\"../../lib\":503,\"../../plots/get_data\":593,\"./geo\":588,\"./layout_attributes\":590,\"./layout_defaults\":591}],590:[function(t,e,r){\"use strict\";var n=t(\"../../components/color/attributes\"),i=t(\"../domain\").attributes,a=t(\"../../components/drawing/attributes\").dash,o=t(\"./constants\"),s=t(\"../../plot_api/edit_types\").overrideAll,l=t(\"../../lib/sort_object_keys\"),c={range:{valType:\"info_array\",items:[{valType:\"number\"},{valType:\"number\"}]},showgrid:{valType:\"boolean\",dflt:!1},tick0:{valType:\"number\",dflt:0},dtick:{valType:\"number\"},gridcolor:{valType:\"color\",dflt:n.lightLine},gridwidth:{valType:\"number\",min:0,dflt:1},griddash:a};(e.exports=s({domain:i({name:\"geo\"},{}),fitbounds:{valType:\"enumerated\",values:[!1,\"locations\",\"geojson\"],dflt:!1,editType:\"plot\"},resolution:{valType:\"enumerated\",values:[110,50],dflt:110,coerceNumber:!0},scope:{valType:\"enumerated\",values:l(o.scopeDefaults),dflt:\"world\"},projection:{type:{valType:\"enumerated\",values:l(o.projNames)},rotation:{lon:{valType:\"number\"},lat:{valType:\"number\"},roll:{valType:\"number\"}},tilt:{valType:\"number\",dflt:0},distance:{valType:\"number\",min:1.001,dflt:2},parallels:{valType:\"info_array\",items:[{valType:\"number\"},{valType:\"number\"}]},scale:{valType:\"number\",min:0,dflt:1}},center:{lon:{valType:\"number\"},lat:{valType:\"number\"}},visible:{valType:\"boolean\",dflt:!0},showcoastlines:{valType:\"boolean\"},coastlinecolor:{valType:\"color\",dflt:n.defaultLine},coastlinewidth:{valType:\"number\",min:0,dflt:1},showland:{valType:\"boolean\",dflt:!1},landcolor:{valType:\"color\",dflt:o.landColor},showocean:{valType:\"boolean\",dflt:!1},oceancolor:{valType:\"color\",dflt:o.waterColor},showlakes:{valType:\"boolean\",dflt:!1},lakecolor:{valType:\"color\",dflt:o.waterColor},showrivers:{valType:\"boolean\",dflt:!1},rivercolor:{valType:\"color\",dflt:o.waterColor},riverwidth:{valType:\"number\",min:0,dflt:1},showcountries:{valType:\"boolean\"},countrycolor:{valType:\"color\",dflt:n.defaultLine},countrywidth:{valType:\"number\",min:0,dflt:1},showsubunits:{valType:\"boolean\"},subunitcolor:{valType:\"color\",dflt:n.defaultLine},subunitwidth:{valType:\"number\",min:0,dflt:1},showframe:{valType:\"boolean\"},framecolor:{valType:\"color\",dflt:n.defaultLine},framewidth:{valType:\"number\",min:0,dflt:1},bgcolor:{valType:\"color\",dflt:n.background},lonaxis:c,lataxis:c},\"plot\",\"from-root\")).uirevision={valType:\"any\",editType:\"none\"}},{\"../../components/color/attributes\":365,\"../../components/drawing/attributes\":387,\"../../lib/sort_object_keys\":526,\"../../plot_api/edit_types\":536,\"../domain\":584,\"./constants\":587}],591:[function(t,e,r){\"use 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d=(e=s[h]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[h+p]=!1,this.labels[h+p]=n,this.labelColor[h+p]=i(r.title.font.color),this.labelFont[h+p]=r.title.font.family,this.labelSize[h+p]=r.title.font.size,this.labelPad[h+p]=this.getLabelPad(e,r),this.tickEnable[h+p]=!1,this.tickColor[h+p]=i((r.tickfont||{}).color),this.tickAngle[h+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[h+p]=this.getTickPad(r),this.tickMarkLength[h+p]=0,this.tickMarkWidth[h+p]=r.tickwidth||0,this.tickMarkColor[h+p]=i(r.tickcolor),this.borderLineEnable[h+p]=!1,this.borderLineColor[h+p]=i(r.linecolor),this.borderLineWidth[h+p]=r.linewidth||0;c=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!c,l=this.hasAxisInAltrPos(e,r)&&!c,a=r.mirror||!1,u=c?-1!==String(a).indexOf(\"all\"):!!a,f=c?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[h]=!0:l&&(this.labelEnable[h+2]=!0),o?this.tickEnable[h]=r.showticklabels:l&&(this.tickEnable[h+2]=r.showticklabels),(o||u)&&(this.borderLineEnable[h]=r.showline),(l||u)&&(this.borderLineEnable[h+2]=r.showline),(o||f)&&(this.tickMarkLength[h]=this.getTickMarkLength(r)),(l||f)&&(this.tickMarkLength[h+2]=this.getTickMarkLength(r)),this.gridLineEnable[h]=r.showgrid,this.gridLineColor[h]=i(r.gridcolor),this.gridLineWidth[h]=r.gridwidth,this.zeroLineEnable[h]=r.zeroline,this.zeroLineColor[h]=i(r.zerolinecolor),this.zeroLineWidth[h]=r.zerolinewidth}},o.hasSharedAxis=function(t){var 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n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"./scene2d\"),a=t(\"../layout_attributes\"),o=t(\"../../constants/xmlns_namespaces\"),s=t(\"../cartesian/constants\"),l=t(\"../cartesian\"),c=t(\"../../components/fx/layout_attributes\"),u=t(\"../get_data\").getSubplotData;r.name=\"gl2d\",r.attr=[\"xaxis\",\"yaxis\"],r.idRoot=[\"x\",\"y\"],r.idRegex=s.idRegex,r.attrRegex=s.attrRegex,r.attributes=t(\"../cartesian/attributes\"),r.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},r.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),r.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:c.hoverlabel},\"plot\",\"nested\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=u(r,\"gl2d\",o),c=s._scene2d;void 0===c&&(c=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=c),c.plot(l,t.calcdata,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];if(s._scene2d){var c=u(t,\"gl2d\",o);0===c.length&&(s._scene2d.destroy(),delete n._plots[o])}}l.clean.apply(this,arguments)},r.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){e._plots[r[n]]._scene2d.updateFx(e.dragmode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../plot_api/edit_types\":536,\"../cartesian\":568,\"../cartesian/attributes\":552,\"../cartesian/constants\":561,\"../get_data\":593,\"../layout_attributes\":610,\"./scene2d\":597}],597:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../registry\"),o=t(\"../../plots/cartesian/axes\"),s=t(\"../../components/fx\"),l=t(\"../../../stackgl_modules\").gl_plot2d,c=t(\"../../../stackgl_modules\").gl_spikes2d,u=t(\"../../../stackgl_modules\").gl_select_box,f=t(\"webgl-context\"),h=t(\"./convert\"),p=t(\"./camera\"),d=t(\"../../lib/show_no_webgl_msg\"),m=t(\"../cartesian/constraints\"),g=m.enforce,v=m.clean,y=t(\"../cartesian/autorange\").doAutoRange,x=t(\"../../components/dragelement/helpers\"),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=t(\"../cartesian/constants\").SUBPLOT_PATTERN;function k(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=h(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=c(this.glplot),this.selectBox=u(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}e.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=f({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=f({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r);var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",(function(){l.isMouseOver=!1,l.unhover()})),o.addEventListener(\"mouseover\",(function(){l.isMouseOver=!0}))},A.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var c=0;c<4;++c){var u=a[4*(r*o+l)+c];a[4*(r*o+l)+c]=a[4*(r*s+l)+c],a[4*(r*s+l)+c]=u}var f=document.createElement(\"canvas\");f.width=r,f.height=i;var h,p=f.getContext(\"2d\",{willReadFrequently:!0}),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":h=f.toDataURL(\"image/jpeg\");break;case\"webp\":h=f.toDataURL(\"image/webp\");break;default:h=f.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),h},A.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},A.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var c=n[r._name];c.range=s,c.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},A.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},A.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map((function(e){t[e].dispose(),delete t[e]})),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},A.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};v(s,this.xaxis),v(s,this.yaxis);var l,c,u=r._size,f=this.xaxis.domain,h=this.yaxis.domain;for(o.viewBox=[u.l+f[0]*u.w,u.b+h[0]*u.h,i-u.r-(1-f[1])*u.w,a-u.t-(1-h[1])*u.h],this.mouseContainer.style.width=u.w*(f[1]-f[0])+\"px\",this.mouseContainer.style.height=u.h*(h[1]-h[0])+\"px\",this.mouseContainer.height=u.h*(h[1]-h[0]),this.mouseContainer.style.left=u.l+f[0]*u.w+\"px\",this.mouseContainer.style.top=u.t+(1-h[1])*u.h+\"px\",c=0;c<2;++c)(l=this[w[c]])._length=o.viewBox[c+2]-o.viewBox[c],y(this.graphDiv,l),l.setScale();g(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},A.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},A.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],c=this.traces[i.uid];c?c.update(i,l):(c=i._module.plot(this,i,l),this.traces[i.uid]=c)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){_(t)||b(t)?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},A.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},A.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var c=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],u=0;u<2;u++)e.boxStart[u]===e.boxEnd[u]&&(c[u]=t.dataBox[u],c[u+2]=t.dataBox[u+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var f=i._size,h=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+f.l+h[0]*f.w,l/t.pixelRatio-(f.t+(1-p[1])*f.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var m=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),m.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var g=this.fullData[m.trace.index]||{},v=m.pointIndex,y=s.castHoverinfo(g,i,v);if(y&&\"all\"!==y){var x=y.split(\"+\");-1===x.indexOf(\"x\")&&(m.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(m.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(m.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(m.textLabel=void 0),-1===x.indexOf(\"name\")&&(m.name=void 0)}s.loneHover({x:m.screenCoord[0],y:m.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",m.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",m.traceCoord[1]),zLabel:m.traceCoord[2],text:m.textLabel,name:m.name,color:s.castHoverOption(g,v,\"bgcolor\")||m.color,borderColor:s.castHoverOption(g,v,\"bordercolor\"),fontFamily:s.castHoverOption(g,v,\"font.family\"),fontSize:s.castHoverOption(g,v,\"font.size\"),fontColor:s.castHoverOption(g,v,\"font.color\"),nameLength:s.castHoverOption(g,v,\"namelength\"),textAlign:s.castHoverOption(g,v,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},{\"../../../stackgl_modules\":1124,\"../../components/dragelement/helpers\":384,\"../../components/fx\":406,\"../../lib/show_no_webgl_msg\":525,\"../../plots/cartesian/axes\":554,\"../../registry\":638,\"../cartesian/autorange\":553,\"../cartesian/constants\":561,\"../cartesian/constraints\":562,\"./camera\":594,\"./convert\":595,\"webgl-context\":331}],598:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"../../components/fx/layout_attributes\"),a=t(\"./scene\"),o=t(\"../get_data\").getSubplotData,s=t(\"../../lib\"),l=t(\"../../constants/xmlns_namespaces\");r.name=\"gl3d\",r.attr=\"scene\",r.idRoot=\"scene\",r.idRegex=r.attrRegex=s.counterRegex(\"scene\"),r.attributes=t(\"./layout/attributes\"),r.layoutAttributes=t(\"./layout/layout_attributes\"),r.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),r.supplyLayoutDefaults=t(\"./layout/defaults\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl3d,i=0;i<n.length;i++){var s=n[i],l=o(r,\"gl3d\",s),c=e[s],u=c.camera,f=c._scene;f||(f=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:u},e),c._scene=f),f.viewInitial||(f.viewInitial={up:{x:u.up.x,y:u.up.y,z:u.up.z},eye:{x:u.eye.x,y:u.eye.y,z:u.eye.z},center:{x:u.center.x,y:u.center.y,z:u.center.z}}),f.plot(l,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl3d||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,c=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":c,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},r.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),\"scene\"+e}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=0;n<r.length;n++){e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../lib\":503,\"../../plot_api/edit_types\":536,\"../get_data\":593,\"./layout/attributes\":599,\"./layout/defaults\":603,\"./layout/layout_attributes\":604,\"./scene\":608}],599:[function(t,e,r){\"use strict\";e.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},{}],600:[function(t,e,r){\"use strict\";var n=t(\"../../../components/color\"),i=t(\"../../cartesian/layout_attributes\"),a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../plot_api/edit_types\").overrideAll;e.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,rangemode:i.rangemode,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},{\"../../../components/color\":366,\"../../../lib/extend\":493,\"../../../plot_api/edit_types\":536,\"../../cartesian/layout_attributes\":569}],601:[function(t,e,r){\"use strict\";var n=t(\"tinycolor2\").mix,i=t(\"../../../lib\"),a=t(\"../../../plot_api/plot_template\"),o=t(\"./axis_attributes\"),s=t(\"../../cartesian/type_defaults\"),l=t(\"../../cartesian/axis_defaults\"),c=[\"xaxis\",\"yaxis\",\"zaxis\"];e.exports=function(t,e,r){var u,f;function h(t,e){return i.coerce(u,f,o,t,e)}for(var p=0;p<c.length;p++){var d=c[p];u=t[d]||{},(f=a.newContainer(e,d))._id=d[0]+r.scene,f._name=d,s(u,f,h,r),l(u,f,h,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),h(\"gridcolor\",n(f.color,r.bgColor,13600/187).toRgbString()),h(\"title.text\",d[0]),f.setScale=i.noop,h(\"showspikes\")&&(h(\"spikesides\"),h(\"spikethickness\"),h(\"spikecolor\",f.color)),h(\"showaxeslabels\"),h(\"showbackground\")&&h(\"backgroundcolor\")}}},{\"../../../lib\":503,\"../../../plot_api/plot_template\":543,\"../../cartesian/axis_defaults\":556,\"../../cartesian/type_defaults\":582,\"./axis_attributes\":600,tinycolor2:312}],602:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=0;r<3;++r){var o=e[a[r]];o.visible?(this.labels[r]=t._meta?i.templateString(o.title.text,t._meta):o.title.text,\"font\"in o.title&&(o.title.font.color&&(this.labelColor[r]=n(o.title.font.color)),o.title.font.family&&(this.labelFont[r]=o.title.font.family),o.title.font.size&&(this.labelSize[r]=o.title.font.size)),\"showline\"in o&&(this.lineEnable[r]=o.showline),\"linecolor\"in o&&(this.lineColor[r]=n(o.linecolor)),\"linewidth\"in o&&(this.lineWidth[r]=o.linewidth),\"showgrid\"in o&&(this.gridEnable[r]=o.showgrid),\"gridcolor\"in o&&(this.gridColor[r]=n(o.gridcolor)),\"gridwidth\"in o&&(this.gridWidth[r]=o.gridwidth),\"log\"===o.type?this.zeroEnable[r]=!1:\"zeroline\"in o&&(this.zeroEnable[r]=o.zeroline),\"zerolinecolor\"in o&&(this.zeroLineColor[r]=n(o.zerolinecolor)),\"zerolinewidth\"in o&&(this.zeroLineWidth[r]=o.zerolinewidth),\"ticks\"in o&&o.ticks?this.lineTickEnable[r]=!0:this.lineTickEnable[r]=!1,\"ticklen\"in o&&(this.lineTickLength[r]=this._defaultLineTickLength[r]=o.ticklen),\"tickcolor\"in o&&(this.lineTickColor[r]=n(o.tickcolor)),\"tickwidth\"in o&&(this.lineTickWidth[r]=o.tickwidth),\"tickangle\"in o&&(this.tickAngle[r]=\"auto\"===o.tickangle?-3600:Math.PI*-o.tickangle/180),\"showticklabels\"in o&&(this.tickEnable[r]=o.showticklabels),\"tickfont\"in o&&(o.tickfont.color&&(this.tickColor[r]=n(o.tickfont.color)),o.tickfont.family&&(this.tickFont[r]=o.tickfont.family),o.tickfont.size&&(this.tickSize[r]=o.tickfont.size)),\"mirror\"in o?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(o.mirror)?(this.lineTickMirror[r]=!0,this.lineMirror[r]=!0):!0===o.mirror?(this.lineTickMirror[r]=!1,this.lineMirror[r]=!0):(this.lineTickMirror[r]=!1,this.lineMirror[r]=!1):this.lineMirror[r]=!1,\"showbackground\"in o&&!1!==o.showbackground?(this.backgroundEnable[r]=!0,this.backgroundColor[r]=n(o.backgroundcolor)):this.backgroundEnable[r]=!1):(this.tickEnable[r]=!1,this.labelEnable[r]=!1,this.lineEnable[r]=!1,this.lineTickEnable[r]=!1,this.gridEnable[r]=!1,this.zeroEnable[r]=!1,this.backgroundEnable[r]=!1)}},e.exports=function(t,e){var r=new o;return r.merge(t,e),r}},{\"../../../lib\":503,\"../../../lib/str2rgbarray\":528}],603:[function(t,e,r){\"use strict\";var n=t(\"../../../lib\"),i=t(\"../../../components/color\"),a=t(\"../../../registry\"),o=t(\"../../subplot_defaults\"),s=t(\"./axis_defaults\"),l=t(\"./layout_attributes\"),c=t(\"../../get_data\").getSubplotData;function u(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),u=[\"up\",\"center\",\"eye\"],f=0;f<u.length;f++)r(\"camera.\"+u[f]+\".x\"),r(\"camera.\"+u[f]+\".y\"),r(\"camera.\"+u[f]+\".z\");r(\"camera.projection.type\");var h=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),p=r(\"aspectmode\",h?\"manual\":\"auto\");h||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===p&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var d=c(n.fullData,\"gl3d\",n.id);s(t,e,{font:n.font,scene:n.id,data:d,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var m=n.getDfltFromLayout(\"dragmode\");if(!1!==m&&!m)if(m=\"orbit\",t.camera&&t.camera.up){var g=t.camera.up.x,v=t.camera.up.y,y=t.camera.up.z;0!==y&&(g&&v&&y?y/Math.sqrt(g*g+v*v+y*y)>.999&&(m=\"turntable\"):m=\"turntable\")}else m=\"turntable\";r(\"dragmode\",m),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}e.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:\"gl3d\",attributes:l,handleDefaults:u,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},{\"../../../components/color\":366,\"../../../lib\":503,\"../../../registry\":638,\"../../get_data\":593,\"../../subplot_defaults\":632,\"./axis_defaults\":601,\"./layout_attributes\":604}],604:[function(t,e,r){\"use strict\";var n=t(\"./axis_attributes\"),i=t(\"../../domain\").attributes,a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../lib\").counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}e.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},{\"../../../lib\":503,\"../../../lib/extend\":493,\"../../domain\":584,\"./axis_attributes\":600}],605:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},e.exports=function(t){var e=new a;return e.merge(t),e}},{\"../../../lib/str2rgbarray\":528}],606:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],c=0;c<3;++c){var u=s[a[c]];if(u._length=(r[c].hi-r[c].lo)*r[c].pixelsPerDataUnit/t.dataScale[c],Math.abs(u._length)===1/0||isNaN(u._length))l[c]=[];else{u._input_range=u.range.slice(),u.range[0]=r[c].lo/t.dataScale[c],u.range[1]=r[c].hi/t.dataScale[c],u._m=1/(t.dataScale[c]*r[c].pixelsPerDataUnit),u.range[0]===u.range[1]&&(u.range[0]-=1,u.range[1]+=1);var f=u.tickmode;if(\"auto\"===u.tickmode){u.tickmode=\"linear\";var h=u.nticks||i.constrain(u._length/40,4,9);n.autoTicks(u,Math.abs(u.range[1]-u.range[0])/h)}for(var p=n.calcTicks(u,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[c],\"date\"===u.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[c]=p,u.tickmode=f}}e.ticks=l;for(c=0;c<3;++c){o[c]=.5*(t.glplot.bounds[0][c]+t.glplot.bounds[1][c]);for(d=0;d<2;++d)e.bounds[d][c]=t.glplot.bounds[d][c]}t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=t(\"../../cartesian/axes\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},{\"../../../lib\":503,\"../../cartesian/axes\":554}],607:[function(t,e,r){\"use strict\";function n(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}e.exports=function(t,e){return n(t.projection,n(t.view,n(t.model,[e[0],e[1],e[2],1])))}},{}],608:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../../stackgl_modules\").gl_plot3d,o=a.createCamera,s=a.createScene,l=t(\"webgl-context\"),c=t(\"has-passive-events\"),u=t(\"../../registry\"),f=t(\"../../lib\"),h=f.preserveDrawingBuffer(),p=t(\"../../plots/cartesian/axes\"),d=t(\"../../components/fx\"),m=t(\"../../lib/str2rgbarray\"),g=t(\"../../lib/show_no_webgl_msg\"),v=t(\"./project\"),y=t(\"./layout/convert\"),x=t(\"./layout/spikes\"),b=t(\"./layout/tick_marks\");function _(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=y(e,e[this.id]),this.spikeOptions=x(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=u.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=u.getComponentMethod(\"annotations3d\",\"draw\"),this.initializeGLPlot()}var w=_.prototype;w.prepareOptions=function(){var t={canvas:this.canvas,gl:this.gl,glOptions:{preserveDrawingBuffer:h,premultipliedAlpha:!0,antialias:!0},container:this.container,axes:this.axesOptions,spikes:this.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:this.camera,pixelRatio:this.pixelRatio};if(this.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");t.gl=i,t.canvas=n}return t};var T=!0;w.tryCreatePlot=function(){var t=this.prepareOptions(),e=!0;try{this.glplot=s(t)}catch(r){if(this.staticMode||!T||h)e=!1;else{f.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{h=t.glOptions.preserveDrawingBuffer=!0,this.glplot=s(t)}catch(r){h=t.glOptions.preserveDrawingBuffer=!1,e=!1}}}return T=!1,e},w.initializeGLCamera=function(){var t=this.fullSceneLayout.camera,e=\"orthographic\"===t.projection.type;this.camera=o(this.container,{center:[t.center.x,t.center.y,t.center.z],eye:[t.eye.x,t.eye.y,t.eye.z],up:[t.up.x,t.up.y,t.up.z],_ortho:e,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},w.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return g(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!c&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},w.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),b(e),e.glplot.axes.update(e.axesOptions);for(var c=Object.keys(e.traces),u=null,h=e.glplot.selection,m=0;m<c.length;++m)\"skip\"!==(t=e.traces[c[m]]).data.hoverinfo&&t.handlePick(h)&&(u=t),t.setContourLevels&&t.setContourLevels();function g(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==u){var y=v(e.glplot.cameraParams,h.dataCoordinate);t=u.data;var x,_=r._fullData[t.index],w=h.index,T={xLabel:g(\"x\",h.traceCoordinate[0],t.xhoverformat),yLabel:g(\"y\",h.traceCoordinate[1],t.yhoverformat),zLabel:g(\"z\",h.traceCoordinate[2],t.zhoverformat)},k=d.castHoverinfo(_,e.fullLayout,w),A=(k||\"\").split(\"+\"),M=k&&\"all\"===k;_.hovertemplate||M||(-1===A.indexOf(\"x\")&&(T.xLabel=void 0),-1===A.indexOf(\"y\")&&(T.yLabel=void 0),-1===A.indexOf(\"z\")&&(T.zLabel=void 0),-1===A.indexOf(\"text\")&&(h.textLabel=void 0),-1===A.indexOf(\"name\")&&(u.name=void 0));var S=[];\"cone\"===t.type||\"streamtube\"===t.type?(T.uLabel=g(\"x\",h.traceCoordinate[3],t.uhoverformat),(M||-1!==A.indexOf(\"u\"))&&S.push(\"u: \"+T.uLabel),T.vLabel=g(\"y\",h.traceCoordinate[4],t.vhoverformat),(M||-1!==A.indexOf(\"v\"))&&S.push(\"v: \"+T.vLabel),T.wLabel=g(\"z\",h.traceCoordinate[5],t.whoverformat),(M||-1!==A.indexOf(\"w\"))&&S.push(\"w: \"+T.wLabel),T.normLabel=h.traceCoordinate[6].toPrecision(3),(M||-1!==A.indexOf(\"norm\"))&&S.push(\"norm: \"+T.normLabel),\"streamtube\"===t.type&&(T.divergenceLabel=h.traceCoordinate[7].toPrecision(3),(M||-1!==A.indexOf(\"divergence\"))&&S.push(\"divergence: \"+T.divergenceLabel)),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(T.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(h.traceCoordinate[3]),t.valuehoverformat),S.push(\"value: \"+T.valueLabel),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):x=h.textLabel;var E={x:h.traceCoordinate[0],y:h.traceCoordinate[1],z:h.traceCoordinate[2],data:_._input,fullData:_,curveNumber:_.index,pointNumber:w};d.appendArrayPointValue(E,_,w),t._module.eventData&&(E=_._module.eventData(E,h,_,{},w));var L={points:[E]};if(e.fullSceneLayout.hovermode){var C=[];d.loneHover({trace:_,x:(.5+.5*y[0]/y[3])*s,y:(.5-.5*y[1]/y[3])*l,xLabel:T.xLabel,yLabel:T.yLabel,zLabel:T.zLabel,text:x,name:u.name,color:d.castHoverOption(_,w,\"bgcolor\")||u.color,borderColor:d.castHoverOption(_,w,\"bordercolor\"),fontFamily:d.castHoverOption(_,w,\"font.family\"),fontSize:d.castHoverOption(_,w,\"font.size\"),fontColor:d.castHoverOption(_,w,\"font.color\"),nameLength:d.castHoverOption(_,w,\"namelength\"),textAlign:d.castHoverOption(_,w,\"align\"),hovertemplate:f.castOption(_,w,\"hovertemplate\"),hovertemplateLabels:f.extendFlat({},E,T),eventData:[E]},{container:n,gd:r,inOut_bbox:C}),E.bbox=C[0]}h.buttons&&h.distance<5?r.emit(\"plotly_click\",L):r.emit(\"plotly_hover\",L),this.oldEventData=L}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},w.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):f.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var k=[\"xaxis\",\"yaxis\",\"zaxis\"];function A(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=k[i],o=a.charAt(0),s=n[a],l=e[o],c=e[o+\"calendar\"],u=e[\"_\"+o+\"length\"];if(f.isArrayOrTypedArray(l))for(var h,p=0;p<(u||l.length);p++)if(f.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)h=s.d2l(l[p][d],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else h=s.d2l(l[p],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],u-1)}}w.plot=function(t,e,r){if(this.plotArgs=[t,e,r],!this.glplot.contextLost){var n,i,a,o,s,l,c=e[this.id],u=r[this.id];this.fullLayout=e,this.fullSceneLayout=c,this.axesOptions.merge(e,c),this.spikeOptions.merge(c),this.setViewport(c),this.updateFx(c.dragmode,c.hovermode),this.camera.enableWheel=this.graphDiv._context._scrollZoom.gl3d,this.glplot.setClearColor(m(c.bgcolor)),this.setConvert(s),t?Array.isArray(t)||(t=[t]):t=[];var f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&A(this,n,f);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=k[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var c=n[l];if(c.visible){var u=s.r2l(c[o]);!isNaN(u)&&isFinite(u)&&(e[0][i]=Math.min(e[0][i],u),e[1][i]=Math.max(e[1][i],u))}}}(this,f);var h=[1,1,1];for(o=0;o<3;++o)f[1][o]===f[0][o]?h[o]=1:h[o]=1/(f[1][o]-f[0][o]);for(this.dataScale=h,this.convertAnnotations(this),a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&((i=this.traces[n.uid])?i.data.type===n.type?i.update(n):(i.dispose(),i=n._module.plot(this,n),this.traces[n.uid]=i):(i=n._module.plot(this,n),this.traces[n.uid]=i),i.name=n.name);var p=Object.keys(this.traces);t:for(a=0;a<p.length;++a){for(o=0;o<t.length;++o)if(t[o].uid===p[a]&&!0===t[o].visible&&0!==t[o]._length)continue t;(i=this.traces[p[a]]).dispose(),delete this.traces[p[a]]}this.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var d,g=[[0,0,0],[0,0,0]],v=[],y={};for(a=0;a<3;++a){if((l=(s=c[k[a]]).type)in y?(y[l].acc*=h[a],y[l].count+=1):y[l]={acc:h[a],count:1},s.autorange){g[0][a]=1/0,g[1][a]=-1/0;var x=this.glplot.objects,b=this.fullSceneLayout.annotations||[],_=s._name.charAt(0);for(o=0;o<x.length;o++){var w=x[o],T=w.bounds,M=w._trace.data._pad||0;\"ErrorBars\"===w.constructor.name&&s._lowerLogErrorBound?g[0][a]=Math.min(g[0][a],s._lowerLogErrorBound):g[0][a]=Math.min(g[0][a],T[0][a]/h[a]-M),g[1][a]=Math.max(g[1][a],T[1][a]/h[a]+M)}for(o=0;o<b.length;o++){var S=b[o];if(S.visible){var E=s.r2l(S[_]);g[0][a]=Math.min(g[0][a],E),g[1][a]=Math.max(g[1][a],E)}}if(\"rangemode\"in s&&\"tozero\"===s.rangemode&&(g[0][a]=Math.min(g[0][a],0),g[1][a]=Math.max(g[1][a],0)),g[0][a]>g[1][a])g[0][a]=-1,g[1][a]=1;else{var L=g[1][a]-g[0][a];g[0][a]-=L/32,g[1][a]+=L/32}if(\"reversed\"===s.autorange){var C=g[0][a];g[0][a]=g[1][a],g[1][a]=C}}else{var P=s.range;g[0][a]=s.r2l(P[0]),g[1][a]=s.r2l(P[1])}g[0][a]===g[1][a]&&(g[0][a]-=1,g[1][a]+=1),v[a]=g[1][a]-g[0][a],this.glplot.setBounds(a,{min:g[0][a]*h[a],max:g[1][a]*h[a]})}var I=c.aspectmode;if(\"cube\"===I)d=[1,1,1];else if(\"manual\"===I){var O=c.aspectratio;d=[O.x,O.y,O.z]}else{if(\"auto\"!==I&&\"data\"!==I)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var z=[1,1,1];for(a=0;a<3;++a){var D=y[l=(s=c[k[a]]).type];z[a]=Math.pow(D.acc,1/D.count)/h[a]}d=\"data\"===I||Math.max.apply(null,z)/Math.min.apply(null,z)<=4?z:[1,1,1]}c.aspectratio.x=u.aspectratio.x=d[0],c.aspectratio.y=u.aspectratio.y=d[1],c.aspectratio.z=u.aspectratio.z=d[2],this.glplot.setAspectratio(c.aspectratio),this.viewInitial.aspectratio||(this.viewInitial.aspectratio={x:c.aspectratio.x,y:c.aspectratio.y,z:c.aspectratio.z}),this.viewInitial.aspectmode||(this.viewInitial.aspectmode=c.aspectmode);var R=c.domain||null,F=e._size||null;if(R&&F){var B=this.container.style;B.position=\"absolute\",B.left=F.l+R.x[0]*F.w+\"px\",B.top=F.t+(1-R.y[1])*F.h+\"px\",B.width=F.w*(R.x[1]-R.x[0])+\"px\",B.height=F.h*(R.y[1]-R.y[0])+\"px\"}this.glplot.redraw()}},w.destroy=function(){this.glplot&&(this.camera.mouseListener.enabled=!1,this.container.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null,this.glplot.dispose(),this.container.parentNode.removeChild(this.container),this.glplot=null)},w.getCamera=function(){var t;return this.camera.view.recalcMatrix(this.camera.view.lastT()),{up:{x:(t=this.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},w.setViewport=function(t){var e,r=t.camera;this.camera.lookAt.apply(this,[[(e=r).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),this.glplot.setAspectratio(t.aspectratio),\"orthographic\"===r.projection.type!==this.camera._ortho&&(this.glplot.redraw(),this.glplot.clearRGBA(),this.glplot.dispose(),this.initializeGLPlot())},w.isCameraChanged=function(t){var e=this.getCamera(),r=f.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var i=[\"up\",\"center\",\"eye\"],a=[\"x\",\"y\",\"z\"];return e[i[r]]&&t[i[r]][a[n]]===e[i[r]][a[n]]}var i=!1;if(void 0===r)i=!0;else{for(var a=0;a<3;a++)for(var o=0;o<3;o++)if(!n(e,r,a,o)){i=!0;break}(!r.projection||e.projection&&e.projection.type!==r.projection.type)&&(i=!0)}return i},w.isAspectChanged=function(t){var e=this.glplot.getAspectratio(),r=f.nestedProperty(t,this.id+\".aspectratio\").get();return void 0===r||r.x!==e.x||r.y!==e.y||r.z!==e.z},w.saveLayout=function(t){var e,r,n,i,a,o,s=this.fullLayout,l=this.isCameraChanged(t),c=this.isAspectChanged(t),h=l||c;if(h){var p={};if(l&&(e=this.getCamera(),n=(r=f.nestedProperty(t,this.id+\".camera\")).get(),p[this.id+\".camera\"]=n),c&&(i=this.glplot.getAspectratio(),o=(a=f.nestedProperty(t,this.id+\".aspectratio\")).get(),p[this.id+\".aspectratio\"]=o),u.call(\"_storeDirectGUIEdit\",t,s._preGUI,p),l)r.set(e),f.nestedProperty(s,this.id+\".camera\").set(e);if(c)a.set(i),f.nestedProperty(s,this.id+\".aspectratio\").set(i),this.glplot.redraw()}return h},w.updateFx=function(t,e){var r=this.camera;if(r)if(\"orbit\"===t)r.mode=\"orbit\",r.keyBindingMode=\"rotate\";else if(\"turntable\"===t){r.up=[0,0,1],r.mode=\"turntable\",r.keyBindingMode=\"rotate\";var n=this.graphDiv,i=n._fullLayout,a=this.fullSceneLayout.camera,o=a.up.x,s=a.up.y,l=a.up.z;if(l/Math.sqrt(o*o+s*s+l*l)<.999){var c=this.id+\".camera.up\",h={x:0,y:0,z:1},p={};p[c]=h;var d=n.layout;u.call(\"_storeDirectGUIEdit\",d,i._preGUI,p),a.up=h,f.nestedProperty(d,c).set(h)}}else r.keyBindingMode=t;this.fullSceneLayout.hovermode=e},w.toImage=function(t){t||(t=\"png\"),this.staticMode&&this.container.appendChild(n),this.glplot.redraw();var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a),function(t,e,r){for(var n=0,i=r-1;n<i;++n,--i)for(var a=0;a<e;++a)for(var o=0;o<4;++o){var s=4*(e*n+a)+o,l=4*(e*i+a)+o,c=t[s];t[s]=t[l],t[l]=c}}(a,r,i),function(t,e,r){for(var n=0;n<r;++n)for(var i=0;i<e;++i){var a=4*(e*n+i),o=t[a+3];if(o>0)for(var s=255/o,l=0;l<3;++l)t[a+l]=Math.min(s*t[a+l],255)}}(a,r,i);var o=document.createElement(\"canvas\");o.width=r,o.height=i;var s,l=o.getContext(\"2d\",{willReadFrequently:!0}),c=l.createImageData(r,i);switch(c.data.set(a),l.putImageData(c,0,0),t){case\"jpeg\":s=o.toDataURL(\"image/jpeg\");break;case\"webp\":s=o.toDataURL(\"image/webp\");break;default:s=o.toDataURL(\"image/png\")}return this.staticMode&&this.container.removeChild(n),s},w.setConvert=function(){for(var t=0;t<3;t++){var e=this.fullSceneLayout[k[t]];p.setConvert(e,this.fullLayout),e.setScale=f.noop}},w.make4thDimension=function(){var t=this.graphDiv._fullLayout;this._mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},p.setConvert(this._mockAxis,t)},e.exports=_},{\"../../../stackgl_modules\":1124,\"../../components/fx\":406,\"../../lib\":503,\"../../lib/show_no_webgl_msg\":525,\"../../lib/str2rgbarray\":528,\"../../plots/cartesian/axes\":554,\"../../registry\":638,\"./layout/convert\":602,\"./layout/spikes\":605,\"./layout/tick_marks\":606,\"./project\":607,\"has-passive-events\":229,\"webgl-context\":331}],609:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n){n=n||t.length;for(var i=new Array(n),a=0;a<n;a++)i[a]=[t[a],e[a],r[a]];return i}},{}],610:[function(t,e,r){\"use strict\";var n=t(\"./font_attributes\"),i=t(\"./animation_attributes\"),a=t(\"../components/color/attributes\"),o=t(\"../components/shapes/draw_newshape/attributes\"),s=t(\"./pad_attributes\"),l=t(\"../lib/extend\").extendFlat,c=n({editType:\"calc\"});c.family.dflt='\"Open Sans\", verdana, arial, sans-serif',c.size.dflt=12,c.color.dflt=a.defaultLine,e.exports={font:c,title:{text:{valType:\"string\",editType:\"layoutstyle\"},font:n({editType:\"layoutstyle\"}),xref:{valType:\"enumerated\",dflt:\"container\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},yref:{valType:\"enumerated\",dflt:\"container\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},x:{valType:\"number\",min:0,max:1,dflt:.5,editType:\"layoutstyle\"},y:{valType:\"number\",min:0,max:1,dflt:\"auto\",editType:\"layoutstyle\"},xanchor:{valType:\"enumerated\",dflt:\"auto\",values:[\"auto\",\"left\",\"center\",\"right\"],editType:\"layoutstyle\"},yanchor:{valType:\"enumerated\",dflt:\"auto\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],editType:\"layoutstyle\"},pad:l(s({editType:\"layoutstyle\"}),{}),editType:\"layoutstyle\"},uniformtext:{mode:{valType:\"enumerated\",values:[!1,\"hide\",\"show\"],dflt:!1,editType:\"plot\"},minsize:{valType:\"number\",min:0,dflt:0,editType:\"plot\"},editType:\"plot\"},autosize:{valType:\"boolean\",dflt:!1,editType:\"none\"},width:{valType:\"number\",min:10,dflt:700,editType:\"plot\"},height:{valType:\"number\",min:10,dflt:450,editType:\"plot\"},margin:{l:{valType:\"number\",min:0,dflt:80,editType:\"plot\"},r:{valType:\"number\",min:0,dflt:80,editType:\"plot\"},t:{valType:\"number\",min:0,dflt:100,editType:\"plot\"},b:{valType:\"number\",min:0,dflt:80,editType:\"plot\"},pad:{valType:\"number\",min:0,dflt:0,editType:\"plot\"},autoexpand:{valType:\"boolean\",dflt:!0,editType:\"plot\"},editType:\"plot\"},computed:{valType:\"any\",editType:\"none\"},paper_bgcolor:{valType:\"color\",dflt:a.background,editType:\"plot\"},plot_bgcolor:{valType:\"color\",dflt:a.background,editType:\"layoutstyle\"},autotypenumbers:{valType:\"enumerated\",values:[\"convert types\",\"strict\"],dflt:\"convert types\",editType:\"calc\"},separators:{valType:\"string\",editType:\"plot\"},hidesources:{valType:\"boolean\",dflt:!1,editType:\"plot\"},showlegend:{valType:\"boolean\",editType:\"legend\"},colorway:{valType:\"colorlist\",dflt:a.defaults,editType:\"calc\"},datarevision:{valType:\"any\",editType:\"calc\"},uirevision:{valType:\"any\",editType:\"none\"},editrevision:{valType:\"any\",editType:\"none\"},selectionrevision:{valType:\"any\",editType:\"none\"},template:{valType:\"any\",editType:\"calc\"},newshape:o.newshape,activeshape:o.activeshape,meta:{valType:\"any\",arrayOk:!0,editType:\"plot\"},transition:l({},i.transition,{editType:\"none\"}),_deprecated:{title:{valType:\"string\",editType:\"layoutstyle\"},titlefont:n({editType:\"layoutstyle\"})}}},{\"../components/color/attributes\":365,\"../components/shapes/draw_newshape/attributes\":451,\"../lib/extend\":493,\"./animation_attributes\":548,\"./font_attributes\":585,\"./pad_attributes\":618}],611:[function(t,e,r){\"use strict\";var n=t(\"../../lib/sort_object_keys\"),i='\\xa9 <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">OpenStreetMap</a> contributors',a=['\\xa9 <a target=\"_blank\" href=\"https://carto.com/\">Carto</a>',i].join(\" \"),o=['Map tiles by <a target=\"_blank\" href=\"https://stamen.com\">Stamen Design</a>','under <a target=\"_blank\" href=\"https://creativecommons.org/licenses/by/3.0\">CC BY 3.0</a>',\"|\",'Data by <a target=\"_blank\" href=\"https://openstreetmap.org\">OpenStreetMap</a> contributors','under <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">ODbL</a>'].join(\" \"),s={\"open-street-map\":{id:\"osm\",version:8,sources:{\"plotly-osm-tiles\":{type:\"raster\",attribution:i,tiles:[\"https://a.tile.openstreetmap.org/{z}/{x}/{y}.png\",\"https://b.tile.openstreetmap.org/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-osm-tiles\",type:\"raster\",source:\"plotly-osm-tiles\",minzoom:0,maxzoom:22}]},\"white-bg\":{id:\"white-bg\",version:8,sources:{},layers:[{id:\"white-bg\",type:\"background\",paint:{\"background-color\":\"#FFFFFF\"},minzoom:0,maxzoom:22}]},\"carto-positron\":{id:\"carto-positron\",version:8,sources:{\"plotly-carto-positron\":{type:\"raster\",attribution:a,tiles:[\"https://cartodb-basemaps-c.global.ssl.fastly.net/light_all/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-carto-positron\",type:\"raster\",source:\"plotly-carto-positron\",minzoom:0,maxzoom:22}]},\"carto-darkmatter\":{id:\"carto-darkmatter\",version:8,sources:{\"plotly-carto-darkmatter\":{type:\"raster\",attribution:a,tiles:[\"https://cartodb-basemaps-c.global.ssl.fastly.net/dark_all/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-carto-darkmatter\",type:\"raster\",source:\"plotly-carto-darkmatter\",minzoom:0,maxzoom:22}]},\"stamen-terrain\":{id:\"stamen-terrain\",version:8,sources:{\"plotly-stamen-terrain\":{type:\"raster\",attribution:o,tiles:[\"https://stamen-tiles.a.ssl.fastly.net/terrain/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-stamen-terrain\",type:\"raster\",source:\"plotly-stamen-terrain\",minzoom:0,maxzoom:22}]},\"stamen-toner\":{id:\"stamen-toner\",version:8,sources:{\"plotly-stamen-toner\":{type:\"raster\",attribution:o,tiles:[\"https://stamen-tiles.a.ssl.fastly.net/toner/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-stamen-toner\",type:\"raster\",source:\"plotly-stamen-toner\",minzoom:0,maxzoom:22}]},\"stamen-watercolor\":{id:\"stamen-watercolor\",version:8,sources:{\"plotly-stamen-watercolor\":{type:\"raster\",attribution:['Map 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t&&(-1!==p.styleValuesMapbox.indexOf(t)||0===t.indexOf(\"mapbox://\"))}r.name=\"mapbox\",r.attr=\"subplot\",r.idRoot=\"mapbox\",r.idRegex=r.attrRegex=i.counterRegex(\"mapbox\"),r.attributes={subplot:{valType:\"subplotid\",dflt:\"mapbox\",editType:\"calc\"}},r.layoutAttributes=t(\"./layout_attributes\"),r.supplyLayoutDefaults=t(\"./layout_defaults\"),r.plot=function(t){var e=t._fullLayout,r=t.calcdata,a=e._subplots.mapbox;if(n.version!==p.requiredVersion)throw new Error(p.wrongVersionErrorMsg);var o=function(t,e){var r=t._fullLayout;if(\"\"===t._context.mapboxAccessToken)return\"\";for(var n=[],a=[],o=!1,s=!1,l=0;l<e.length;l++){var c=r[e[l]],u=c.accesstoken;d(c.style)&&(u?i.pushUnique(n,u):(d(c._input.style)&&(i.error(\"Uses Mapbox map style, but did not set an access token.\"),o=!0),s=!0)),u&&i.pushUnique(a,u)}if(s){var f=o?p.noAccessTokenErrorMsg:p.missingStyleErrorMsg;throw i.error(f),new Error(f)}return 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m=c.select(s._subplot.div);if(!(null===m.select(\".mapboxgl-ctrl-logo\").node().offsetParent)){var g=e._glimages.append(\"g\");g.attr(\"transform\",a(n.l+n.w*h.x[0]+10,n.t+n.h*(1-h.y[0])-31)),g.append(\"path\").attr(\"d\",p.mapboxLogo.path0).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"}),g.append(\"path\").attr(\"d\",p.mapboxLogo.path1).style(\"opacity\",.35).style(\"enable-background\",\"new\"),g.append(\"path\").attr(\"d\",p.mapboxLogo.path2).style(\"opacity\",.35).style(\"enable-background\",\"new\"),g.append(\"polygon\").attr(\"points\",p.mapboxLogo.polygon).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"})}var v=m.select(\".mapboxgl-ctrl-attrib\").text().replace(\"Improve this map\",\"\"),y=e._glimages.append(\"g\"),x=y.append(\"text\");x.text(v).classed(\"static-attribution\",!0).attr({\"font-size\":12,\"font-family\":\"Arial\",color:\"rgba(0, 0, 0, 0.75)\",\"text-anchor\":\"end\",\"data-unformatted\":v});var b=u.bBox(x.node()),_=n.w*(h.x[1]-h.x[0]);if(b.width>_/2){var w=v.split(\"|\").join(\"<br>\");x.text(w).attr(\"data-unformatted\",w).call(f.convertToTspans,t),b=u.bBox(x.node())}x.attr(\"transform\",a(-3,8-b.height)),y.insert(\"rect\",\".static-attribution\").attr({x:-b.width-6,y:-b.height-3,width:b.width+6,height:b.height+3,fill:\"rgba(255, 255, 255, 0.75)\"});var T=1;b.width+6>_&&(T=_/(b.width+6));var k=[n.l+n.w*h.x[1],n.t+n.h*(1-h.y[0])];y.attr(\"transform\",a(k[0],k[1])+o(T))}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.mapbox,n=0;n<r.length;n++){e[r[n]]._subplot.updateFx(e)}}},{\"../../components/drawing\":388,\"../../constants/xmlns_namespaces\":480,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../../plots/get_data\":593,\"./constants\":611,\"./layout_attributes\":615,\"./layout_defaults\":616,\"./mapbox\":617,\"@plotly/d3\":58,\"mapbox-gl/dist/mapbox-gl-unminified\":239}],614:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../lib/svg_text_utils\").sanitizeHTML,a=t(\"./convert_text_opts\"),o=t(\"./constants\");function s(t,e){this.subplot=t,this.uid=t.uid+\"-\"+e,this.index=e,this.idSource=\"source-\"+this.uid,this.idLayer=o.layoutLayerPrefix+this.uid,this.sourceType=null,this.source=null,this.layerType=null,this.below=null,this.visible=!1}var l=s.prototype;function c(t){if(!t.visible)return!1;var e=t.source;if(Array.isArray(e)&&e.length>0){for(var r=0;r<e.length;r++)if(\"string\"!=typeof e[r]||0===e[r].length)return!1;return!0}return n.isPlainObject(e)||\"string\"==typeof e&&e.length>0}function u(t){var e={},r={};switch(t.type){case\"circle\":n.extendFlat(r,{\"circle-radius\":t.circle.radius,\"circle-color\":t.color,\"circle-opacity\":t.opacity});break;case\"line\":n.extendFlat(r,{\"line-width\":t.line.width,\"line-color\":t.color,\"line-opacity\":t.opacity,\"line-dasharray\":t.line.dash});break;case\"fill\":n.extendFlat(r,{\"fill-color\":t.color,\"fill-outline-color\":t.fill.outlinecolor,\"fill-opacity\":t.opacity});break;case\"symbol\":var i=t.symbol,o=a(i.textposition,i.iconsize);n.extendFlat(e,{\"icon-image\":i.icon+\"-15\",\"icon-size\":i.iconsize/10,\"text-field\":i.text,\"text-size\":i.textfont.size,\"text-anchor\":o.anchor,\"text-offset\":o.offset,\"symbol-placement\":i.placement}),n.extendFlat(r,{\"icon-color\":t.color,\"text-color\":i.textfont.color,\"text-opacity\":t.opacity});break;case\"raster\":n.extendFlat(r,{\"raster-fade-duration\":0,\"raster-opacity\":t.opacity})}return{layout:e,paint:r}}l.update=function(t){this.visible?this.needsNewImage(t)?this.updateImage(t):this.needsNewSource(t)?(this.removeLayer(),this.updateSource(t),this.updateLayer(t)):this.needsNewLayer(t)?this.updateLayer(t):this.updateStyle(t):(this.updateSource(t),this.updateLayer(t)),this.visible=c(t)},l.needsNewImage=function(t){return this.subplot.map.getSource(this.idSource)&&\"image\"===this.sourceType&&\"image\"===t.sourcetype&&(this.source!==t.source||JSON.stringify(this.coordinates)!==JSON.stringify(t.coordinates))},l.needsNewSource=function(t){return this.sourceType!==t.sourcetype||JSON.stringify(this.source)!==JSON.stringify(t.source)||this.layerType!==t.type},l.needsNewLayer=function(t){return this.layerType!==t.type||this.below!==this.subplot.belowLookup[\"layout-\"+this.index]},l.lookupBelow=function(){return this.subplot.belowLookup[\"layout-\"+this.index]},l.updateImage=function(t){this.subplot.map.getSource(this.idSource).updateImage({url:t.source,coordinates:t.coordinates});var e=this.findFollowingMapboxLayerId(this.lookupBelow());null!==e&&this.subplot.map.moveLayer(this.idLayer,e)},l.updateSource=function(t){var e=this.subplot.map;if(e.getSource(this.idSource)&&e.removeSource(this.idSource),this.sourceType=t.sourcetype,this.source=t.source,c(t)){var r=function(t){var e,r=t.sourcetype,n=t.source,a={type:r};\"geojson\"===r?e=\"data\":\"vector\"===r?e=\"string\"==typeof n?\"url\":\"tiles\":\"raster\"===r?(e=\"tiles\",a.tileSize=256):\"image\"===r&&(e=\"url\",a.coordinates=t.coordinates);a[e]=n,t.sourceattribution&&(a.attribution=i(t.sourceattribution));return a}(t);e.addSource(this.idSource,r)}},l.findFollowingMapboxLayerId=function(t){if(\"traces\"===t)for(var e=this.subplot.getMapLayers(),r=0;r<e.length;r++){var n=e[r].id;if(\"string\"==typeof n&&0===n.indexOf(o.traceLayerPrefix)){t=n;break}}return t},l.updateLayer=function(t){var e=this.subplot,r=u(t),n=this.lookupBelow(),i=this.findFollowingMapboxLayerId(n);this.removeLayer(),c(t)&&e.addLayer({id:this.idLayer,source:this.idSource,\"source-layer\":t.sourcelayer||\"\",type:t.type,minzoom:t.minzoom,maxzoom:t.maxzoom,layout:r.layout,paint:r.paint},i),this.layerType=t.type,this.below=n},l.updateStyle=function(t){if(c(t)){var e=u(t);this.subplot.setOptions(this.idLayer,\"setLayoutProperty\",e.layout),this.subplot.setOptions(this.idLayer,\"setPaintProperty\",e.paint)}},l.removeLayer=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer)},l.dispose=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer),t.getSource(this.idSource)&&t.removeSource(this.idSource)},e.exports=function(t,e,r){var n=new s(t,e);return n.update(r),n}},{\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"./constants\":611,\"./convert_text_opts\":612}],615:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\").defaultLine,a=t(\"../domain\").attributes,o=t(\"../font_attributes\"),s=t(\"../../traces/scatter/attributes\").textposition,l=t(\"../../plot_api/edit_types\").overrideAll,c=t(\"../../plot_api/plot_template\").templatedArray,u=t(\"./constants\"),f=o({});f.family.dflt=\"Open Sans Regular, Arial Unicode MS 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e,r,s=this,c=s.isSmith,u=s.gd,f=s.layers,h=t._zoomlayer,p=S.MINZOOM,d=S.OFFEDGE,m=s.radius,x=s.innerRadius,T=s.cx,k=s.cy,A=s.cxx,M=s.cyy,L=s.sectorInRad,C=s.vangles,P=s.radialAxis,I=E.clampTiny,O=E.findXYatLength,z=E.findEnclosingVertexAngles,D=S.cornerHalfWidth,R=S.cornerLen/2,F=g.makeDragger(f,\"path\",\"maindrag\",!1===t.dragmode?\"none\":\"crosshair\");n.select(F).attr(\"d\",s.pathSubplot()).attr(\"transform\",l(T,k)),F.onmousemove=function(t){y.hover(u,t,s.id),u._fullLayout._lasthover=F,u._fullLayout._hoversubplot=s.id},F.onmouseout=function(t){u._dragging||v.unhover(u,t)};var B,N,j,U,V,H,q,G,Y,W={element:F,gd:u,subplot:s.id,plotinfo:{id:s.id,xaxis:s.xaxis,yaxis:s.yaxis},xaxes:[s.xaxis],yaxes:[s.yaxis]};function X(t,e){return Math.sqrt(t*t+e*e)}function Z(t,e){return X(t-A,e-M)}function J(t,e){return Math.atan2(M-e,t-A)}function K(t,e){return[t*Math.cos(e),t*Math.sin(-e)]}function Q(t,e){if(0===t)return s.pathSector(2*D);var 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O,z,D,B=g.makeRectDragger(u,T,\"crosshair\",-x,-x,y,y),N={element:B,gd:c};!1===t.dragmode&&(N.dragmode=!1),V(n.select(B),m.visible&&h<f,{transform:l(b,_)}),N.prepFn=function(){O=null,z=null,D=null,N.moveFn=j,N.doneFn=H,w(c)},N.clampFn=function(t,e){return Math.sqrt(t*t+e*e)<S.MINDRAG&&(t=0,e=0),[t,e]},v.init(N)}function j(t,e){if(O)O(t,e);else{var n=[t,-e],a=[Math.cos(M),Math.sin(M)],s=Math.abs(o.dot(n,a)/Math.sqrt(o.dot(n,n)));isNaN(s)||(O=s<.5?q:G)}var l={};!function(t){null!==z?t[i.id+\".radialaxis.angle\"]=z:null!==D&&(t[i.id+\".radialaxis.range[\"+r+\"]\"]=D)}(l),c.emit(\"plotly_relayouting\",l)}function H(){null!==z?a.call(\"_guiRelayout\",c,i.id+\".radialaxis.angle\",z):null!==D&&a.call(\"_guiRelayout\",c,i.id+\".radialaxis.range[\"+r+\"]\",D)}function q(t,e){if(0!==r){var n=b+t,a=_+e;z=Math.atan2(d-a,n-p),i.vangles&&(z=U(z,i.vangles)),z=F(z);var o=l(p,d)+s(-z);u[\"radial-axis\"].attr(\"transform\",o),u[\"radial-line\"].select(\"line\").attr(\"transform\",o);var 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e=this.graphDiv,r=t[this.id],n=this.clipId=\"clip\"+this.layoutId+this.id,i=this.clipIdRelative=\"clip-relative\"+this.layoutId+this.id;this.clipDef=o.ensureSingleById(t._clips,\"clipPath\",n,(function(t){t.append(\"path\").attr(\"d\",\"M0,0Z\")})),this.clipDefRelative=o.ensureSingleById(t._clips,\"clipPath\",i,(function(t){t.append(\"path\").attr(\"d\",\"M0,0Z\")})),this.plotContainer=o.ensureSingle(this.container,\"g\",this.id),this.updateLayers(r),u.setClipUrl(this.layers.backplot,n,e),u.setClipUrl(this.layers.grids,n,e)},S.updateLayers=function(t){var e=this.layers,r=[\"draglayer\",\"plotbg\",\"backplot\",\"grids\"];\"below traces\"===t.aaxis.layer&&r.push(\"aaxis\",\"aline\"),\"below traces\"===t.baxis.layer&&r.push(\"baxis\",\"bline\"),\"below traces\"===t.caxis.layer&&r.push(\"caxis\",\"cline\"),r.push(\"frontplot\"),\"above traces\"===t.aaxis.layer&&r.push(\"aaxis\",\"aline\"),\"above traces\"===t.baxis.layer&&r.push(\"baxis\",\"bline\"),\"above 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r,n,i,a,o,l,p=this,d=t.domain,m=(d.x[0]+d.x[1])/2,g=(d.y[0]+d.y[1])/2,v=d.x[1]-d.x[0],y=d.y[1]-d.y[0],x=v*e.w,b=y*e.h,_=t.sum,w=t.aaxis.min,T=t.baxis.min,k=t.caxis.min;x>E*b?i=(a=b)*E:a=(i=x)/E,o=v*i/x,l=y*a/b,r=e.l+e.w*m-i/2,n=e.t+e.h*(1-g)-a/2,p.x0=r,p.y0=n,p.w=i,p.h=a,p.sum=_,p.xaxis={type:\"linear\",range:[w+2*k-_,_-w-2*T],domain:[m-o/2,m+o/2],_id:\"x\"},f(p.xaxis,p.graphDiv._fullLayout),p.xaxis.setScale(),p.xaxis.isPtWithinRange=function(t){return t.a>=p.aaxis.range[0]&&t.a<=p.aaxis.range[1]&&t.b>=p.baxis.range[1]&&t.b<=p.baxis.range[0]&&t.c>=p.caxis.range[1]&&t.c<=p.caxis.range[0]},p.yaxis={type:\"linear\",range:[w,_-T-k],domain:[g-l/2,g+l/2],_id:\"y\"},f(p.yaxis,p.graphDiv._fullLayout),p.yaxis.setScale(),p.yaxis.isPtWithinRange=function(){return!0};var A=p.yaxis.domain[0],M=p.aaxis=h({},t.aaxis,{range:[w,_-T-k],side:\"left\",tickangle:(+t.aaxis.tickangle||0)-30,domain:[A,A+l*E],anchor:\"free\",position:0,_id:\"y\",_length:i});f(M,p.graphDiv._fullLayout),M.setScale();var 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D=s(r+i/2,n)+\"rotate(-30)\"+s(0,-L._offset);p.layers.caxis.attr(\"transform\",D),p.layers.cgrid.attr(\"transform\",D),p.drawAxes(!0),p.layers.aline.select(\"path\").attr(\"d\",M.showline?\"M\"+r+\",\"+(n+a)+\"l\"+i/2+\",-\"+a:\"M0,0\").call(c.stroke,M.linecolor||\"#000\").style(\"stroke-width\",(M.linewidth||0)+\"px\"),p.layers.bline.select(\"path\").attr(\"d\",S.showline?\"M\"+r+\",\"+(n+a)+\"h\"+i:\"M0,0\").call(c.stroke,S.linecolor||\"#000\").style(\"stroke-width\",(S.linewidth||0)+\"px\"),p.layers.cline.select(\"path\").attr(\"d\",L.showline?\"M\"+(r+i/2)+\",\"+n+\"l\"+i/2+\",\"+a:\"M0,0\").call(c.stroke,L.linecolor||\"#000\").style(\"stroke-width\",(L.linewidth||0)+\"px\"),p.graphDiv._context.staticPlot||p.initInteractions(),u.setClipUrl(p.layers.frontplot,p._hasClipOnAxisFalse?null:p.clipId,p.graphDiv)},S.drawAxes=function(t){var 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L=A.MINZOOM/2+.87,C=\"m-0.87,.5h\"+L+\"v3h-\"+(L+5.2)+\"l\"+(L/2+2.6)+\",-\"+(.87*L+4.5)+\"l2.6,1.5l-\"+L/2+\",\"+.87*L+\"Z\",P=\"m0.87,.5h-\"+L+\"v3h\"+(L+5.2)+\"l-\"+(L/2+2.6)+\",-\"+(.87*L+4.5)+\"l-2.6,1.5l\"+L/2+\",\"+.87*L+\"Z\",I=\"m0,1l\"+L/2+\",\"+.87*L+\"l2.6,-1.5l-\"+(L/2+2.6)+\",-\"+(.87*L+4.5)+\"l-\"+(L/2+2.6)+\",\"+(.87*L+4.5)+\"l2.6,1.5l\"+L/2+\",-\"+.87*L+\"Z\",O=!0;function z(t){n.select(t).selectAll(\".zoombox,.js-zoombox-backdrop,.js-zoombox-menu,.zoombox-corners\").remove()}S.clearSelect=function(){k(this.dragOptions),T(this.dragOptions.gd)},S.initInteractions=function(){var t,e,r,n,f,h,p,d,v,b,T,k,M=this,S=M.layers.plotbg.select(\"path\").node(),L=M.graphDiv,D=L._fullLayout._zoomlayer;function R(t){var e={};return e[M.id+\".aaxis.min\"]=t.a,e[M.id+\".baxis.min\"]=t.b,e[M.id+\".caxis.min\"]=t.c,e}function F(t,e){var 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r=t/M.xaxis._m,n=e/M.yaxis._m,i=[(p={a:f.a-n,b:f.b+(r+n)/2,c:f.c-(r-n)/2}).a,p.b,p.c].sort(o.sorterAsc),a=i.indexOf(p.a),l=i.indexOf(p.b),c=i.indexOf(p.c);i[0]<0&&(i[1]+i[0]/2<0?(i[2]+=i[0]+i[1],i[0]=i[1]=0):(i[2]+=i[0]/2,i[1]+=i[0]/2,i[0]=0),p={a:i[a],b:i[l],c:i[c]},e=(f.a-p.a)*M.yaxis._m,t=(f.c-p.c-f.b+p.b)*M.xaxis._m);var h=s(M.x0+t,M.y0+e);M.plotContainer.selectAll(\".scatterlayer,.maplayer\").attr(\"transform\",h);var d=s(-t,-e);M.clipDefRelative.select(\"path\").attr(\"transform\",d),M.aaxis.range=[p.a,M.sum-p.b-p.c],M.baxis.range=[M.sum-p.a-p.c,p.b],M.caxis.range=[M.sum-p.a-p.b,p.c],M.drawAxes(!1),M._hasClipOnAxisFalse&&M.plotContainer.select(\".scatterlayer\").selectAll(\".trace\").call(u.hideOutsideRangePoints,M),L.emit(\"plotly_relayouting\",R(p))}function 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n=t(\"../../components/colorscale/defaults\"),i=t(\"./label_defaults\");e.exports=function(t,e,r,a,o){var s,l=r(\"contours.coloring\"),c=\"\";\"fill\"===l&&(s=r(\"contours.showlines\")),!1!==s&&(\"lines\"!==l&&(c=r(\"line.color\",\"#000\")),r(\"line.width\",.5),r(\"line.dash\")),\"none\"!==l&&(!0!==t.showlegend&&(e.showlegend=!1),e._dfltShowLegend=!1,n(t,e,a,r,{prefix:\"\",cLetter:\"z\"})),r(\"line.smoothing\"),i(r,a,c,o)}},{\"../../components/colorscale/defaults\":376,\"./label_defaults\":750}],757:[function(t,e,r){\"use strict\";var n=t(\"../heatmap/attributes\"),i=t(\"../contour/attributes\"),a=t(\"../../components/colorscale/attributes\"),o=t(\"../../lib/extend\").extendFlat,s=i.contours;e.exports=o({carpet:{valType:\"string\",editType:\"calc\"},z:n.z,a:n.x,a0:n.x0,da:n.dx,b:n.y,b0:n.y0,db:n.dy,text:n.text,hovertext:n.hovertext,transpose:n.transpose,atype:n.xtype,btype:n.ytype,fillcolor:i.fillcolor,autocontour:i.autocontour,ncontours:i.ncontours,contours:{type:s.type,start:s.start,end:s.end,size:s.size,coloring:{valType:\"enumerated\",values:[\"fill\",\"lines\",\"none\"],dflt:\"fill\",editType:\"calc\"},showlines:s.showlines,showlabels:s.showlabels,labelfont:s.labelfont,labelformat:s.labelformat,operation:s.operation,value:s.value,editType:\"calc\",impliedEdits:{autocontour:!1}},line:{color:i.line.color,width:i.line.width,dash:i.line.dash,smoothing:i.line.smoothing,editType:\"plot\"},transforms:void 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n=t(\"../pie/layout_attributes\").hiddenlabels;e.exports={hiddenlabels:n,funnelareacolorway:{valType:\"colorlist\",editType:\"calc\"},extendfunnelareacolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},{\"../pie/layout_attributes\":908}],789:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./layout_attributes\");e.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"funnelareacolorway\",e.colorway),r(\"extendfunnelareacolors\")}},{\"../../lib\":503,\"./layout_attributes\":788}],790:[function(t,e,r){\"use strict\";var 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n=t(\"../scatter/attributes\"),i=t(\"../../plots/attributes\"),a=t(\"../../plots/font_attributes\"),o=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,s=t(\"../../plots/template_attributes\").hovertemplateAttrs,l=t(\"../../plots/template_attributes\").texttemplateAttrs,c=t(\"../../components/colorscale/attributes\"),u=t(\"../../lib/extend\").extendFlat;e.exports=u({z:{valType:\"data_array\",editType:\"calc\"},x:u({},n.x,{impliedEdits:{xtype:\"array\"}}),x0:u({},n.x0,{impliedEdits:{xtype:\"scaled\"}}),dx:u({},n.dx,{impliedEdits:{xtype:\"scaled\"}}),y:u({},n.y,{impliedEdits:{ytype:\"array\"}}),y0:u({},n.y0,{impliedEdits:{ytype:\"scaled\"}}),dy:u({},n.dy,{impliedEdits:{ytype:\"scaled\"}}),xperiod:u({},n.xperiod,{impliedEdits:{xtype:\"scaled\"}}),yperiod:u({},n.yperiod,{impliedEdits:{ytype:\"scaled\"}}),xperiod0:u({},n.xperiod0,{impliedEdits:{xtype:\"scaled\"}}),yperiod0:u({},n.yperiod0,{impliedEdits:{ytype:\"scaled\"}}),xperiodalignment:u({},n.xperiodalignment,{impliedEdits:{xtype:\"scaled\"}}),yperiodalignment:u({},n.yperiodalignment,{impliedEdits:{ytype:\"scaled\"}}),text:{valType:\"data_array\",editType:\"calc\"},hovertext:{valType:\"data_array\",editType:\"calc\"},transpose:{valType:\"boolean\",dflt:!1,editType:\"calc\"},xtype:{valType:\"enumerated\",values:[\"array\",\"scaled\"],editType:\"calc+clearAxisTypes\"},ytype:{valType:\"enumerated\",values:[\"array\",\"scaled\"],editType:\"calc+clearAxisTypes\"},zsmooth:{valType:\"enumerated\",values:[\"fast\",\"best\",!1],dflt:!1,editType:\"calc\"},hoverongaps:{valType:\"boolean\",dflt:!0,editType:\"none\"},connectgaps:{valType:\"boolean\",editType:\"calc\"},xgap:{valType:\"number\",dflt:0,min:0,editType:\"plot\"},ygap:{valType:\"number\",dflt:0,min:0,editType:\"plot\"},xhoverformat:o(\"x\"),yhoverformat:o(\"y\"),zhoverformat:o(\"z\",1),hovertemplate:s(),texttemplate:l({arrayOk:!1,editType:\"plot\"},{keys:[\"x\",\"y\",\"z\",\"text\"]}),textfont:a({editType:\"plot\",autoSize:!0,autoColor:!0,colorEditType:\"style\"}),showlegend:u({},i.showlegend,{dflt:!1})},{transforms:void 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W=_.selectAll(\"g.gauge-outline\").data([x]);W.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"path\"),W.select(\"path\").call(P).call(T),W.exit().remove()}(t,0,e,{radius:U,innerRadius:V,gauge:Y,layer:W,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:g});var X=O.selectAll(\"g.bullet\").data(R?e:[]);X.exit().remove();var Z=O.selectAll(\"g.bulletaxis\").data(R?e:[]);Z.exit().remove(),R&&function(t,e,r,n){var i,a,o,s,c,u=r[0].trace,f=n.gauge,p=n.layer,m=n.gaugeBg,g=n.gaugeOutline,v=n.size,x=u.domain,b=n.transitionOpts,_=n.onComplete;f.enter().append(\"g\").classed(\"bullet\",!0),f.attr(\"transform\",l(v.l,v.t)),p.enter().append(\"g\").classed(\"bulletaxis\",!0).classed(\"crisp\",!0),p.selectAll(\"g.xbulletaxistick,path,text\").remove();var A=v.h,M=u.gauge.bar.thickness*A,S=x.x[0],E=x.x[0]+(x.x[1]-x.x[0])*(u._hasNumber||u._hasDelta?1-h.bulletNumberDomainSize:1);(i=k(t,u.gauge.axis))._id=\"xbulletaxis\",i.domain=[S,E],i.setScale(),a=d.calcTicks(i),o=d.makeTransTickFn(i),s=d.getTickSigns(i)[2],c=v.t+v.h,i.visible&&(d.drawTicks(t,i,{vals:\"inside\"===i.ticks?d.clipEnds(i,a):a,layer:p,path:d.makeTickPath(i,c,s),transFn:o}),d.drawLabels(t,i,{vals:a,layer:p,transFn:o,labelFns:d.makeLabelFns(i,c)}));function L(t){t.attr(\"width\",(function(t){return Math.max(0,i.c2p(t.range[1])-i.c2p(t.range[0]))})).attr(\"x\",(function(t){return i.c2p(t.range[0])})).attr(\"y\",(function(t){return.5*(1-t.thickness)*A})).attr(\"height\",(function(t){return t.thickness*A}))}var C=[m].concat(u.gauge.steps),P=f.selectAll(\"g.bg-bullet\").data(C);P.enter().append(\"g\").classed(\"bg-bullet\",!0).append(\"rect\"),P.select(\"rect\").call(L).call(T),P.exit().remove();var 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n=t(\"../../components/colorscale/attributes\"),i=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,a=t(\"../../plots/template_attributes\").hovertemplateAttrs,o=t(\"../surface/attributes\"),s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat;e.exports=l({x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},i:{valType:\"data_array\",editType:\"calc\"},j:{valType:\"data_array\",editType:\"calc\"},k:{valType:\"data_array\",editType:\"calc\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertemplate:a({editType:\"calc\"}),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),delaunayaxis:{valType:\"enumerated\",values:[\"x\",\"y\",\"z\"],dflt:\"z\",editType:\"calc\"},alphahull:{valType:\"number\",dflt:-1,editType:\"calc\"},intensity:{valType:\"data_array\",editType:\"calc\"},intensitymode:{valType:\"enumerated\",values:[\"vertex\",\"cell\"],dflt:\"vertex\",editType:\"calc\"},color:{valType:\"color\",editType:\"calc\"},vertexcolor:{valType:\"data_array\",editType:\"calc\"},facecolor:{valType:\"data_array\",editType:\"calc\"},transforms:void 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n=t(\"../../components/colorscale/calc\");e.exports=function(t,e){e.intensity&&n(t,e,{vals:e.intensity,containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374}],869:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_mesh3d,i=t(\"../../../stackgl_modules\").delaunay_triangulate,a=t(\"../../../stackgl_modules\").alpha_shape,o=t(\"../../../stackgl_modules\").convex_hull,s=t(\"../../lib/gl_format_color\").parseColorScale,l=t(\"../../lib/str2rgbarray\"),c=t(\"../../components/colorscale\").extractOpts,u=t(\"../../plots/gl3d/zip3\");function f(t,e,r){this.scene=t,this.uid=r,this.mesh=e,this.name=\"\",this.color=\"#fff\",this.data=null,this.showContour=!1}var h=f.prototype;function p(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=l(t[n]);return e}function d(t,e,r,n){for(var i=[],a=e.length,o=0;o<a;o++)i[o]=t.d2l(e[o],0,n)*r;return i}function m(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=Math.round(t[n]);return e}function g(t,e){for(var r=t.length,n=0;n<r;n++)if(t[n]<=-.5||t[n]>=e-.5)return!1;return!0}h.handlePick=function(t){if(t.object===this.mesh){var e=t.index=t.data.index;t.data._cellCenter?t.traceCoordinate=t.data.dataCoordinate:t.traceCoordinate=[this.data.x[e],this.data.y[e],this.data.z[e]];var r=this.data.hovertext||this.data.text;return Array.isArray(r)&&void 0!==r[e]?t.textLabel=r[e]:r&&(t.textLabel=r),!0}},h.update=function(t){var e=this.scene,r=e.fullSceneLayout;this.data=t;var n,f=t.x.length,h=u(d(r.xaxis,t.x,e.dataScale[0],t.xcalendar),d(r.yaxis,t.y,e.dataScale[1],t.ycalendar),d(r.zaxis,t.z,e.dataScale[2],t.zcalendar));if(t.i&&t.j&&t.k){if(t.i.length!==t.j.length||t.j.length!==t.k.length||!g(t.i,f)||!g(t.j,f)||!g(t.k,f))return;n=u(m(t.i),m(t.j),m(t.k))}else n=0===t.alphahull?o(h):t.alphahull>0?a(t.alphahull,h):function(t,e){for(var r=[\"x\",\"y\",\"z\"].indexOf(t),n=[],a=e.length,o=0;o<a;o++)n[o]=[e[o][(r+1)%3],e[o][(r+2)%3]];return i(n)}(t.delaunayaxis,h);var v={positions:h,cells:n,lightPosition:[t.lightposition.x,t.lightposition.y,t.lightposition.z],ambient:t.lighting.ambient,diffuse:t.lighting.diffuse,specular:t.lighting.specular,roughness:t.lighting.roughness,fresnel:t.lighting.fresnel,vertexNormalsEpsilon:t.lighting.vertexnormalsepsilon,faceNormalsEpsilon:t.lighting.facenormalsepsilon,opacity:t.opacity,contourEnable:t.contour.show,contourColor:l(t.contour.color).slice(0,3),contourWidth:t.contour.width,useFacetNormals:t.flatshading};if(t.intensity){var y=c(t);this.color=\"#fff\";var x=t.intensitymode;v[x+\"Intensity\"]=t.intensity,v[x+\"IntensityBounds\"]=[y.min,y.max],v.colormap=s(t)}else t.vertexcolor?(this.color=t.vertexcolor[0],v.vertexColors=p(t.vertexcolor)):t.facecolor?(this.color=t.facecolor[0],v.cellColors=p(t.facecolor)):(this.color=t.color,v.meshColor=l(t.color));this.mesh.update(v)},h.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},e.exports=function(t,e){var r=t.glplot.gl,i=n({gl:r}),a=new 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n=t(\"../../lib\").extendFlat,i=t(\"../scatter/attributes\"),a=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,o=t(\"../../components/drawing/attributes\").dash,s=t(\"../../components/fx/attributes\"),l=t(\"../../constants/delta.js\"),c=l.INCREASING.COLOR,u=l.DECREASING.COLOR,f=i.line;function 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E=S.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);S.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})).attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"})),k(E),S.exit().remove(),M.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var z=e._fullLayout.paper_bgcolor;A.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",f.makeTextShadow(z)).style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return t.model.categoryLabel})).each((function(t){c.font(n.select(this),t.parcatsViewModel.categorylabelfont),f.convertToTspans(n.select(this),e)})),M.append(\"text\").attr(\"class\",\"dimlabel\"),A.select(\"text.dimlabel\").attr(\"text-anchor\",\"middle\").attr(\"alignment-baseline\",\"baseline\").attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"ew-resize\"})).attr(\"x\",(function(t){return t.width/2})).attr(\"y\",-5).text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})).each((function(t){c.font(n.select(this),t.parcatsViewModel.labelfont)})),A.selectAll(\"rect.bandrect\").on(\"mouseover\",L).on(\"mouseout\",C),A.exit().remove(),w.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",P).on(\"drag\",I).on(\"dragend\",O)),u.each((function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")})),u.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function m(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function g(t){if(!t.parcatsViewModel.dragDimension&&-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){s.raiseToTop(this),w(n.select(this));var e=y(t),r=x(t);if(t.parcatsViewModel.graphDiv.emit(\"plotly_hover\",{points:e,event:n.event,constraints:r}),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\")){var i,a,l,c=n.mouse(this)[0],f=t.parcatsViewModel.graphDiv,h=t.parcatsViewModel.trace,p=f._fullLayout,d=p._paperdiv.node().getBoundingClientRect(),m=t.parcatsViewModel.graphDiv.getBoundingClientRect();for(l=0;l<t.leftXs.length-1;l++)if(t.leftXs[l]+t.dimWidths[l]-2<=c&&c<=t.leftXs[l+1]+2){var g=t.parcatsViewModel.dimensions[l],v=t.parcatsViewModel.dimensions[l+1];i=(g.x+g.width+v.x)/2,a=(t.topYs[l]+t.topYs[l+1]+t.height)/2;break}var b=t.parcatsViewModel.x+i,_=t.parcatsViewModel.y+a,T=u.mostReadable(t.model.color,[\"black\",\"white\"]),k=t.model.count,A=k/t.parcatsViewModel.model.count,M={countLabel:k,probabilityLabel:A.toFixed(3)},S=[];-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&S.push([\"Count:\",M.countLabel].join(\" \")),-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&S.push([\"P:\",M.probabilityLabel].join(\" \"));var E=S.join(\"<br>\"),L=n.mouse(f)[0];o.loneHover({trace:h,x:b-d.left+m.left,y:_-d.top+m.top,text:E,color:t.model.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:10,fontColor:T,idealAlign:L<b?\"right\":\"left\",hovertemplate:(h.line||{}).hovertemplate,hovertemplateLabels:M,eventData:[{data:h._input,fullData:h,count:k,probability:A}]},{container:p._hoverlayer.node(),outerContainer:p._paper.node(),gd:f})}}}function v(t){if(!t.parcatsViewModel.dragDimension&&(_(n.select(this)),o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()),t.parcatsViewModel.pathSelection.sort(m),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\"))){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_unhover\",{points:e,event:n.event,constraints:r})}}function y(t){for(var e=[],r=z(t.parcatsViewModel),n=0;n<t.model.valueInds.length;n++){var i=t.model.valueInds[n];e.push({curveNumber:r,pointNumber:i})}return e}function x(t){for(var e={},r=t.parcatsViewModel.model.dimensions,n=0;n<r.length;n++){var i=r[n],a=i.categories[t.model.categoryInds[n]];e[i.containerInd]=a.categoryValue}return void 0!==t.model.rawColor&&(e.color=t.model.rawColor),e}function b(t){if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_click\",{points:e,event:n.event,constraints:r})}}function _(t){t.attr(\"fill\",(function(t){return t.model.color})).attr(\"fill-opacity\",.6).attr(\"stroke\",\"lightgray\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1)}function w(t){t.attr(\"fill-opacity\",.8).attr(\"stroke\",(function(t){return u.mostReadable(t.model.color,[\"black\",\"white\"])})).attr(\"stroke-width\",.3)}function T(t){t.select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",1).attr(\"stroke-opacity\",1)}function k(t){t.attr(\"stroke\",\"black\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1).attr(\"fill-opacity\",1)}function A(t){var e=t.parcatsViewModel.pathSelection,r=t.categoryViewModel.model.dimensionInd,n=t.categoryViewModel.model.categoryInd;return e.filter((function(e){return e.model.categoryInds[r]===n&&e.model.color===t.color}))}function M(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=n.select(t.parentNode).selectAll(\"rect.bandrect\"),l=[];s.each((function(t){A(t).each((function(t){Array.prototype.push.apply(l,y(t))}))}));var c={};c[a.dimensionInd]=a.categoryValue,o.emit(e,{points:l,event:r,constraints:c})}function S(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=A(i),l=[];s.each((function(t){Array.prototype.push.apply(l,y(t))}));var c={};c[a.dimensionInd]=a.categoryValue,void 0!==i.rawColor&&(c.color=i.rawColor),o.emit(e,{points:l,event:r,constraints:c})}function E(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=n.select(r.parentNode).select(\"rect.catrect\"),c=l.node().getBoundingClientRect(),u=l.datum(),f=u.parcatsViewModel,h=f.model.dimensions[u.model.dimensionInd],p=f.trace,d=c.top+c.height/2;f.dimensions.length>1&&h.displayInd===f.dimensions.length-1?(i=c.left,a=\"left\"):(i=c.left+c.width,a=\"right\");var m=u.model.count,g=u.model.categoryLabel,v=m/u.parcatsViewModel.model.count,y={countLabel:m,categoryLabel:g,probabilityLabel:v.toFixed(3)},x=[];-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&x.push([\"Count:\",y.countLabel].join(\" \")),-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&x.push([\"P(\"+y.categoryLabel+\"):\",y.probabilityLabel].join(\" \"));var b=x.join(\"<br>\");return{trace:p,x:o*(i-e.left),y:s*(d-e.top),text:b,color:\"lightgray\",borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:12,fontColor:\"black\",idealAlign:a,hovertemplate:p.hovertemplate,hovertemplateLabels:y,eventData:[{data:p._input,fullData:p,count:m,category:g,probability:v}]}}function L(t){if(!t.parcatsViewModel.dragDimension&&-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){if(n.mouse(this)[1]<-1)return;var e,r=t.parcatsViewModel.graphDiv,i=r._fullLayout,a=i._paperdiv.node().getBoundingClientRect(),l=t.parcatsViewModel.hoveron;if(\"color\"===l?(!function(t){var e=n.select(t).datum(),r=A(e);w(r),r.each((function(){s.raiseToTop(this)})),n.select(t.parentNode).selectAll(\"rect.bandrect\").filter((function(t){return t.color===e.color})).each((function(){s.raiseToTop(this),n.select(this).attr(\"stroke\",\"black\").attr(\"stroke-width\",1.5)}))}(this),S(this,\"plotly_hover\",n.event)):(!function(t){n.select(t.parentNode).selectAll(\"rect.bandrect\").each((function(t){var e=A(t);w(e),e.each((function(){s.raiseToTop(this)}))})),n.select(t.parentNode).select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",2.5)}(this),M(this,\"plotly_hover\",n.event)),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\"))\"category\"===l?e=E(r,a,this):\"color\"===l?e=function(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=r.getBoundingClientRect(),c=n.select(r).datum(),f=c.categoryViewModel,h=f.parcatsViewModel,p=h.model.dimensions[f.model.dimensionInd],d=h.trace,m=l.y+l.height/2;h.dimensions.length>1&&p.displayInd===h.dimensions.length-1?(i=l.left,a=\"left\"):(i=l.left+l.width,a=\"right\");var g=f.model.categoryLabel,v=c.parcatsViewModel.model.count,y=0;c.categoryViewModel.bands.forEach((function(t){t.color===c.color&&(y+=t.count)}));var x=f.model.count,b=0;h.pathSelection.each((function(t){t.model.color===c.color&&(b+=t.model.count)}));var _=y/v,w=y/b,T=y/x,k={countLabel:v,categoryLabel:g,probabilityLabel:_.toFixed(3)},A=[];-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&A.push([\"Count:\",k.countLabel].join(\" \")),-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&(A.push(\"P(color \\u2229 \"+g+\"): \"+k.probabilityLabel),A.push(\"P(\"+g+\" | color): \"+w.toFixed(3)),A.push(\"P(color | \"+g+\"): \"+T.toFixed(3)));var M=A.join(\"<br>\"),S=u.mostReadable(c.color,[\"black\",\"white\"]);return{trace:d,x:o*(i-e.left),y:s*(m-e.top),text:M,color:c.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontColor:S,fontSize:10,idealAlign:a,hovertemplate:d.hovertemplate,hovertemplateLabels:k,eventData:[{data:d._input,fullData:d,category:g,count:v,probability:_,categorycount:x,colorcount:b,bandcolorcount:y}]}}(r,a,this):\"dimension\"===l&&(e=function(t,e,r){var i=[];return n.select(r.parentNode.parentNode).selectAll(\"g.category\").select(\"rect.catrect\").each((function(){i.push(E(t,e,this))})),i}(r,a,this)),e&&o.loneHover(e,{container:i._hoverlayer.node(),outerContainer:i._paper.node(),gd:r})}}function C(t){var e=t.parcatsViewModel;if(!e.dragDimension&&(_(e.pathSelection),T(e.dimensionSelection.selectAll(\"g.category\")),k(e.dimensionSelection.selectAll(\"g.category\").selectAll(\"rect.bandrect\")),o.loneUnhover(e.graphDiv._fullLayout._hoverlayer.node()),e.pathSelection.sort(m),-1===e.hoverinfoItems.indexOf(\"skip\"))){\"color\"===t.parcatsViewModel.hoveron?S(this,\"plotly_unhover\",n.event):M(this,\"plotly_unhover\",n.event)}}function P(t){\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragDimensionDisplayInd=t.model.displayInd,t.initialDragDimensionDisplayInds=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),t.dragHasMoved=!1,t.dragCategoryDisplayInd=null,n.select(this).selectAll(\"g.category\").select(\"rect.catrect\").each((function(e){var r=n.mouse(this)[0],i=n.mouse(this)[1];-2<=r&&r<=e.width+2&&-2<=i&&i<=e.height+2&&(t.dragCategoryDisplayInd=e.model.displayInd,t.initialDragCategoryDisplayInds=t.model.categories.map((function(t){return t.displayInd})),e.model.dragY=e.y,s.raiseToTop(this.parentNode),n.select(this.parentNode).selectAll(\"rect.bandrect\").each((function(e){e.y<i&&i<=e.y+e.height&&(t.potentialClickBand=this)})))})),t.parcatsViewModel.dragDimension=t,o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()))}function I(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragHasMoved=!0,null!==t.dragDimensionDisplayInd)){var e=t.dragDimensionDisplayInd,r=e-1,i=e+1,a=t.parcatsViewModel.dimensions[e];if(null!==t.dragCategoryDisplayInd){var o=a.categories[t.dragCategoryDisplayInd];o.model.dragY+=n.event.dy;var s=o.model.dragY,l=o.model.displayInd,c=a.categories,u=c[l-1],f=c[l+1];void 0!==u&&s<u.y+u.height/2&&(o.model.displayInd=u.model.displayInd,u.model.displayInd=l),void 0!==f&&s+o.height>f.y+f.height/2&&(o.model.displayInd=f.model.displayInd,f.model.displayInd=l),t.dragCategoryDisplayInd=o.model.displayInd}if(null===t.dragCategoryDisplayInd||\"freeform\"===t.parcatsViewModel.arrangement){a.model.dragX=n.event.x;var h=t.parcatsViewModel.dimensions[r],p=t.parcatsViewModel.dimensions[i];void 0!==h&&a.model.dragX<h.x+h.width&&(a.model.displayInd=h.model.displayInd,h.model.displayInd=e),void 0!==p&&a.model.dragX+a.width>p.x&&(a.model.displayInd=p.model.displayInd,p.model.displayInd=t.dragDimensionDisplayInd),t.dragDimensionDisplayInd=a.model.displayInd}j(t.parcatsViewModel),N(t.parcatsViewModel),R(t.parcatsViewModel),D(t.parcatsViewModel)}}function O(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&null!==t.dragDimensionDisplayInd){n.select(this).selectAll(\"text\").attr(\"font-weight\",\"normal\");var e={},r=z(t.parcatsViewModel),i=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),o=t.initialDragDimensionDisplayInds.some((function(t,e){return t!==i[e]}));o&&i.forEach((function(r,n){var i=t.parcatsViewModel.model.dimensions[n].containerInd;e[\"dimensions[\"+i+\"].displayindex\"]=r}));var s=!1;if(null!==t.dragCategoryDisplayInd){var l=t.model.categories.map((function(t){return t.displayInd}));if(s=t.initialDragCategoryDisplayInds.some((function(t,e){return t!==l[e]}))){var c=t.model.categories.slice().sort((function(t,e){return t.displayInd-e.displayInd})),u=c.map((function(t){return t.categoryValue})),f=c.map((function(t){return t.categoryLabel}));e[\"dimensions[\"+t.model.containerInd+\"].categoryarray\"]=[u],e[\"dimensions[\"+t.model.containerInd+\"].ticktext\"]=[f],e[\"dimensions[\"+t.model.containerInd+\"].categoryorder\"]=\"array\"}}if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")&&!t.dragHasMoved&&t.potentialClickBand&&(\"color\"===t.parcatsViewModel.hoveron?S(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent):M(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent)),t.model.dragX=null,null!==t.dragCategoryDisplayInd)t.parcatsViewModel.dimensions[t.dragDimensionDisplayInd].categories[t.dragCategoryDisplayInd].model.dragY=null,t.dragCategoryDisplayInd=null;t.dragDimensionDisplayInd=null,t.parcatsViewModel.dragDimension=null,t.dragHasMoved=null,t.potentialClickBand=null,j(t.parcatsViewModel),N(t.parcatsViewModel),n.transition().duration(300).ease(\"cubic-in-out\").each((function(){R(t.parcatsViewModel,!0),D(t.parcatsViewModel,!0)})).each(\"end\",(function(){(o||s)&&a.restyle(t.parcatsViewModel.graphDiv,e,[r])}))}}function z(t){for(var e,r=t.graphDiv._fullData,n=0;n<r.length;n++)if(t.key===r[n].uid){e=n;break}return e}function D(t,e){var r;void 0===e&&(e=!1),t.pathSelection.data((function(t){return t.paths}),p),(r=t.pathSelection,e?r.transition():r).attr(\"d\",(function(t){return t.svgD}))}function R(t,e){function r(t){return e?t.transition():t}void 0===e&&(e=!1),t.dimensionSelection.data((function(t){return t.dimensions}),p);var i=t.dimensionSelection.selectAll(\"g.category\").data((function(t){return t.categories}),p);r(t.dimensionSelection).attr(\"transform\",(function(t){return l(t.x,0)})),r(i).attr(\"transform\",(function(t){return l(0,t.y)})),i.select(\".dimlabel\").text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})),i.select(\".catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"x\",(function(t){return d(t)?t.width+5:-5})).each((function(t){var e,r;d(t)?(e=t.width+5,r=\"start\"):(e=-5,r=\"end\"),n.select(this).selectAll(\"tspan\").attr(\"x\",e).attr(\"text-anchor\",r)}));var a=i.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p),o=a.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"cursor\",\"move\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);a.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})),k(o),a.each((function(){s.raiseToTop(this)})),a.exit().remove()}function F(t,e,r){var n,i=r[0],a=e.margin||{l:80,r:80,t:100,b:80},o=i.trace,s=o.domain,l=e.width,c=e.height,u=Math.floor(l*(s.x[1]-s.x[0])),f=Math.floor(c*(s.y[1]-s.y[0])),h=s.x[0]*l+a.l,p=e.height-s.y[1]*e.height+a.t,d=o.line.shape;n=\"all\"===o.hoverinfo?[\"count\",\"probability\"]:(o.hoverinfo||\"\").split(\"+\");var m={trace:o,key:o.uid,model:i,x:h,y:p,width:u,height:f,hoveron:o.hoveron,hoverinfoItems:n,arrangement:o.arrangement,bundlecolors:o.bundlecolors,sortpaths:o.sortpaths,labelfont:o.labelfont,categorylabelfont:o.tickfont,pathShape:d,dragDimension:null,margin:a,paths:[],dimensions:[],graphDiv:t,traceSelection:null,pathSelection:null,dimensionSelection:null};return i.dimensions&&(j(m),N(m)),m}function B(t,e,r,n,a){var o,s,l=[],c=[];for(s=0;s<r.length-1;s++)o=i(r[s]+t[s],t[s+1]),l.push(o(a)),c.push(o(1-a));var u=\"M \"+t[0]+\",\"+e[0];for(u+=\"l\"+r[0]+\",0 \",s=1;s<r.length;s++)u+=\"C\"+l[s-1]+\",\"+e[s-1]+\" \"+c[s-1]+\",\"+e[s]+\" \"+t[s]+\",\"+e[s],u+=\"l\"+r[s]+\",0 \";for(u+=\"l0,\"+n+\" \",u+=\"l -\"+r[r.length-1]+\",0 \",s=r.length-2;s>=0;s--)u+=\"C\"+c[s]+\",\"+(e[s+1]+n)+\" \"+l[s]+\",\"+(e[s]+n)+\" \"+(t[s]+r[s])+\",\"+(e[s]+n),u+=\"l-\"+r[s]+\",0 \";return u+=\"Z\"}function N(t){var e=t.dimensions,r=t.model,n=e.map((function(t){return t.categories.map((function(t){return t.y}))})),i=t.model.dimensions.map((function(t){return t.categories.map((function(t){return t.displayInd}))})),a=t.model.dimensions.map((function(t){return t.displayInd})),o=t.dimensions.map((function(t){return t.model.dimensionInd})),s=e.map((function(t){return t.x})),l=e.map((function(t){return t.width})),c=[];for(var u in r.paths)r.paths.hasOwnProperty(u)&&c.push(r.paths[u]);function f(t){var e=t.categoryInds.map((function(t,e){return i[e][t]}));return o.map((function(t){return e[t]}))}c.sort((function(e,r){var n=f(e),i=f(r);return\"backward\"===t.sortpaths&&(n.reverse(),i.reverse()),n.push(e.valueInds[0]),i.push(r.valueInds[0]),t.bundlecolors&&(n.unshift(e.rawColor),i.unshift(r.rawColor)),n<i?-1:n>i?1:0}));for(var h=new Array(c.length),p=e[0].model.count,d=e[0].categories.map((function(t){return t.height})).reduce((function(t,e){return t+e})),m=0;m<c.length;m++){var g,v=c[m];g=p>0?d*(v.count/p):0;for(var y,x=new Array(n.length),b=0;b<v.categoryInds.length;b++){var 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n=t(\"../../lib\").isTypedArray;r.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},r.isOrdinal=function(t){return!!t.tickvals},r.isVisible=function(t){return t.visible||!(\"visible\"in t)}},{\"../../lib\":503}],896:[function(t,e,r){\"use strict\";var n=t(\"./base_index\");n.plot=t(\"./plot\"),e.exports=n},{\"./base_index\":890,\"./plot\":900}],897:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nattribute vec4 p01_04, p05_08, p09_12, p13_16,\\n               p17_20, p21_24, p25_28, p29_32,\\n               p33_36, p37_40, p41_44, p45_48,\\n               p49_52, p53_56, p57_60, colors;\\n\\nuniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution, viewBoxPos, viewBoxSize;\\nuniform float maskHeight;\\nuniform float drwLayer; // 0: context, 1: focus, 2: pick\\nuniform vec4 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);\\n}\\n\\nbool mOutside(mat4 p, mat4 lo, mat4 hi) {\\n    return (\\n        vOutside(p[0], lo[0], hi[0]) ||\\n        vOutside(p[1], lo[1], hi[1]) ||\\n        vOutside(p[2], lo[2], hi[2]) ||\\n        vOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    return mOutside(A, loA, hiA) ||\\n           mOutside(B, loB, hiB) ||\\n           mOutside(C, loC, hiC) ||\\n           mOutside(D, loD, hiD);\\n}\\n\\nbool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    mat4 pnts[4];\\n    pnts[0] = A;\\n    pnts[1] = B;\\n    pnts[2] = C;\\n    pnts[3] = D;\\n\\n    for(int i = 0; i < 4; ++i) {\\n        for(int j = 0; j < 4; ++j) {\\n            for(int k = 0; k < 4; ++k) {\\n                if(0 == iMod(\\n                    int(255.0 * texture2D(maskTexture,\\n                        vec2(\\n                            (float(i * 2 + j / 2) + 0.5) / 8.0,\\n                            (pnts[i][j][k] * (maskHeight - 1.0) + 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I(t){r=t.model,n=t.viewModel,l=n.dimensions.slice(),g=l[0]?l[0].values.length:0;var e=r.lines,i=w?e.color.map((function(t,r){return r/e.color.length})):e.color,a=function(t,e,r){for(var n,i=new Array(t*(o+4)),a=0,s=0;s<t;s++){for(var l=0;l<o;l++)i[a++]=l<e.length?e[l].paddedUnitValues[s]:.5;i[a++]=d(s,2),i[a++]=d(s,1),i[a++]=d(s,0),i[a++]=(n=r[s],Math.max(1e-6,Math.min(.999999,n)))}return i}(g,l,i);!function(t,e,r){for(var n=0;n<=o;n+=4)t[v(n)](m(n/4,e,r))}(E,g,a),_||w||(L=T.texture(s.extendFlat({data:p(r.unitToColor,255)},u)))}return{render:function(t,e,n){var i,a,o,s=t.length,c=1/0,u=-1/0;for(i=0;i<s;i++)t[i].dim0.canvasX<c&&(c=t[i].dim0.canvasX,a=i),t[i].dim1.canvasX>u&&(u=t[i].dim1.canvasX,o=i);0===s&&f(T,0,0,r.canvasWidth,r.canvasHeight);var p=function(t){var e,r,n,i=[[],[]];for(n=0;n<64;n++){var a=!t&&n<l.length?l[n].brush.filter.getBounds():[-1/0,1/0];i[0][n]=a[0],i[1][n]=a[1]}var o=new Array(16384);for(e=0;e<16384;e++)o[e]=255;if(!t)for(e=0;e<l.length;e++){var 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i=new Uint8Array(4*r*n);return T.read({x:t,y:e,width:r,height:n,data:i}),i},destroy:function(){for(var e in t.style[\"pointer-events\"]=\"none\",L.destroy(),b&&b.destroy(),E)E[e].destroy()},update:I}}},{\"../../lib\":503,\"./constants\":893,glslify:227}],898:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n){var i,a;for(n||(n=1/0),i=0;i<e.length;i++)(a=e[i]).visible&&(n=Math.min(n,a[r].length));for(n===1/0&&(n=0),t._length=n,i=0;i<e.length;i++)(a=e[i]).visible&&(a._length=n);return n}},{}],899:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=i.numberFormat,o=t(\"color-rgba\"),s=t(\"../../plots/cartesian/axes\"),l=i.strRotate,c=i.strTranslate,u=t(\"../../lib/svg_text_utils\"),f=t(\"../../components/drawing\"),h=t(\"../../components/colorscale\"),p=t(\"../../lib/gup\"),d=p.keyFun,m=p.repeat,g=p.unwrap,v=t(\"./helpers\"),y=t(\"./constants\"),x=t(\"./axisbrush\"),b=t(\"./lines\");function _(t,e,r){return i.aggNums(t,null,e,r)}function w(t,e){return k(_(Math.min,t,e),_(Math.max,t,e))}function T(t){var e=t.range;return e?k(e[0],e[1]):w(t.values,t._length)}function k(t,e){return!isNaN(t)&&isFinite(t)||(t=0),!isNaN(e)&&isFinite(e)||(e=0),t===e&&(0===t?(t-=1,e+=1):(t*=.9,e*=1.1)),[t,e]}function A(t,e,r,i,o){var s,l,c=T(r);return i?n.scale.ordinal().domain(i.map((s=a(r.tickformat),l=o,l?function(t,e){var r=l[e];return null==r?s(t):r}:s))).range(i.map((function(r){var n=(r-c[0])/(c[1]-c[0]);return t-e+n*(2*e-t)}))):n.scale.linear().domain(c).range([t-e,e])}function M(t){if(t.tickvals){var e=T(t);return n.scale.ordinal().domain(t.tickvals).range(t.tickvals.map((function(t){return(t-e[0])/(e[1]-e[0])})))}}function S(t){var e=t.map((function(t){return t[0]})),r=t.map((function(t){var e=o(t[1]);return n.rgb(\"rgb(\"+e[0]+\",\"+e[1]+\",\"+e[2]+\")\")})),i=\"rgb\".split(\"\").map((function(t){return n.scale.linear().clamp(!0).domain(e).range(r.map((i=t,function(t){return t[i]})));var i}));return function(t){return i.map((function(e){return 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n=t(\"../../plots/attributes\"),i=t(\"../../plots/domain\").attributes,a=t(\"../../plots/font_attributes\"),o=t(\"../../components/color/attributes\"),s=t(\"../../plots/template_attributes\").hovertemplateAttrs,l=t(\"../../plots/template_attributes\").texttemplateAttrs,c=t(\"../../lib/extend\").extendFlat,u=a({editType:\"plot\",arrayOk:!0,colorEditType:\"plot\"});e.exports={labels:{valType:\"data_array\",editType:\"calc\"},label0:{valType:\"number\",dflt:0,editType:\"calc\"},dlabel:{valType:\"number\",dflt:1,editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},marker:{colors:{valType:\"data_array\",editType:\"calc\"},line:{color:{valType:\"color\",dflt:o.defaultLine,arrayOk:!0,editType:\"style\"},width:{valType:\"number\",min:0,dflt:0,arrayOk:!0,editType:\"style\"},editType:\"calc\"},editType:\"calc\"},text:{valType:\"data_array\",editType:\"plot\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"style\"},scalegroup:{valType:\"string\",dflt:\"\",editType:\"calc\"},textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"percent\"],extras:[\"none\"],editType:\"calc\"},hoverinfo:c({},n.hoverinfo,{flags:[\"label\",\"text\",\"value\",\"percent\",\"name\"]}),hovertemplate:s({},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),texttemplate:l({editType:\"plot\"},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),textposition:{valType:\"enumerated\",values:[\"inside\",\"outside\",\"auto\",\"none\"],dflt:\"auto\",arrayOk:!0,editType:\"plot\"},textfont:c({},u,{}),insidetextorientation:{valType:\"enumerated\",values:[\"horizontal\",\"radial\",\"tangential\",\"auto\"],dflt:\"auto\",editType:\"plot\"},insidetextfont:c({},u,{}),outsidetextfont:c({},u,{}),automargin:{valType:\"boolean\",dflt:!1,editType:\"plot\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"plot\"},font:c({},u,{}),position:{valType:\"enumerated\",values:[\"top 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r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],c=e.labels,u=e.marker.colors||[],f=e.values,h=e._length,p=e._hasValues&&h;if(e.dlabel)for(c=new Array(h),r=0;r<h;r++)c[r]=String(e.label0+r*e.dlabel);var d={},m=s(o[\"_\"+e.type+\"colormap\"]),g=0,v=!1;for(r=0;r<h;r++){var y,x,b;if(p){if(y=f[r],!n(y))continue;y=+y}else y=1;void 0!==(x=c[r])&&\"\"!==x||(x=r);var _=d[x=String(x)];void 0===_?(d[x]=a.length,(b=-1!==l.indexOf(x))||(g+=y),a.push({v:y,label:x,color:m(u[r],x),i:r,pts:[r],hidden:b})):(v=!0,(i=a[_]).v+=y,i.pts.push(r),i.hidden||(g+=y),!1===i.color&&u[r]&&(i.color=m(u[r],x)))}return a=a.filter((function(t){return t.v>=0})),(\"funnelarea\"===e.type?v:e.sort)&&a.sort((function(t,e){return e.v-t.v})),a[0]&&(a[0].vTotal=g),a},crossTraceCalc:function(t,e){var r=(e||{}).type;r||(r=\"pie\");var n=t._fullLayout,i=t.calcdata,a=n[r+\"colorway\"],s=n[\"_\"+r+\"colormap\"];n[\"extend\"+r+\"colors\"]&&(a=l(a,o));for(var c=0,u=0;u<i.length;u++){var f=i[u];if(f[0].trace.type===r)for(var h=0;h<f.length;h++){var p=f[h];!1===p.color&&(s[p.label]?p.color=s[p.label]:(s[p.label]=p.color=a[c%a.length],c++))}}},makePullColorFn:s,generateExtendedColors:l}},{\"../../components/color\":366,\"fast-isnumeric\":190,tinycolor2:312}],904:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\"),a=t(\"./attributes\"),o=t(\"../../plots/domain\").defaults,s=t(\"../bar/defaults\").handleText;function l(t,e){var r=Array.isArray(t),a=i.isArrayOrTypedArray(e),o=Math.min(r?t.length:1/0,a?e.length:1/0);if(isFinite(o)||(o=0),o&&a){for(var s,l=0;l<o;l++){var c=e[l];if(n(c)&&c>0){s=!0;break}}s||(o=0)}return{hasLabels:r,hasValues:a,len:o}}e.exports={handleLabelsAndValues:l,supplyDefaults:function(t,e,r,n){function c(r,n){return i.coerce(t,e,a,r,n)}var u=l(c(\"labels\"),c(\"values\")),f=u.len;if(e._hasLabels=u.hasLabels,e._hasValues=u.hasValues,!e._hasLabels&&e._hasValues&&(c(\"label0\"),c(\"dlabel\")),f){e._length=f,c(\"marker.line.width\")&&c(\"marker.line.color\"),c(\"marker.colors\"),c(\"scalegroup\");var h,p=c(\"text\"),d=c(\"texttemplate\");if(d||(h=c(\"textinfo\",Array.isArray(p)?\"text+percent\":\"percent\")),c(\"hovertext\"),c(\"hovertemplate\"),d||h&&\"none\"!==h){var m=c(\"textposition\");s(t,e,n,c,m,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(m)||\"auto\"===m||\"outside\"===m)&&c(\"automargin\"),(\"inside\"===m||\"auto\"===m||Array.isArray(m))&&c(\"insidetextorientation\")}o(e,n,c);var g=c(\"hole\");if(c(\"title.text\")){var v=c(\"title.position\",g?\"middle center\":\"top center\");g||\"middle center\"!==v||(e.title.position=\"top center\"),i.coerceFont(c,\"title.font\",n.font)}c(\"sort\"),c(\"direction\"),c(\"rotation\"),c(\"pull\")}else e.visible=!1}}},{\"../../lib\":503,\"../../plots/domain\":584,\"../bar/defaults\":652,\"./attributes\":901,\"fast-isnumeric\":190}],905:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx/helpers\").appendArrayMultiPointValues;e.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},{\"../../components/fx/helpers\":402}],906:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}r.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},r.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},r.getFirstFilled=function(t,e){if(Array.isArray(t))for(var r=0;r<e.length;r++){var n=t[e[r]];if(n||0===n||\"\"===n)return n}},r.castOption=function(t,e){return Array.isArray(t)?r.getFirstFilled(t,e):t||void 0},r.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},{\"../../lib\":503}],907:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\").supplyDefaults,supplyLayoutDefaults:t(\"./layout_defaults\"),layoutAttributes:t(\"./layout_attributes\"),calc:t(\"./calc\").calc,crossTraceCalc:t(\"./calc\").crossTraceCalc,plot:t(\"./plot\").plot,style:t(\"./style\"),styleOne:t(\"./style_one\"),moduleType:\"trace\",name:\"pie\",basePlotModule:t(\"./base_plot\"),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},{\"./attributes\":901,\"./base_plot\":902,\"./calc\":903,\"./defaults\":904,\"./layout_attributes\":908,\"./layout_defaults\":909,\"./plot\":910,\"./style\":911,\"./style_one\":912}],908:[function(t,e,r){\"use strict\";e.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},{}],909:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./layout_attributes\");e.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},{\"../../lib\":503,\"./layout_attributes\":908}],910:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../plots/plots\"),a=t(\"../../components/fx\"),o=t(\"../../components/color\"),s=t(\"../../components/drawing\"),l=t(\"../../lib\"),c=l.strScale,u=l.strTranslate,f=t(\"../../lib/svg_text_utils\"),h=t(\"../bar/uniform_text\"),p=h.recordMinTextSize,d=h.clearMinTextSize,m=t(\"../bar/constants\").TEXTPAD,g=t(\"./helpers\"),v=t(\"./event_data\"),y=t(\"../../lib\").isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,c=i.trace,u=\"funnelarea\"===c.type;\"_hasHoverLabel\"in c||(c._hasHoverLabel=!1),\"_hasHoverEvent\"in c||(c._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,f=e._fullData[c.index];if(!e._dragging&&!1!==r.hovermode){var h=f.hoverinfo;if(Array.isArray(h)&&(h=a.castHoverinfo({hoverinfo:[g.castOption(h,t.pts)],_module:c._module},r,0)),\"all\"===h&&(h=\"label+text+value+percent+name\"),f.hovertemplate||\"none\"!==h&&\"skip\"!==h&&h){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),m=s+t.pxmid[1]*(1-p),y=r.separators,x=[];if(h&&-1!==h.indexOf(\"label\")&&x.push(t.label),t.text=g.castOption(f.hovertext||f.text,t.pts),h&&-1!==h.indexOf(\"text\")){var b=t.text;l.isValidTextValue(b)&&x.push(b)}t.value=t.v,t.valueLabel=g.formatPieValue(t.v,y),h&&-1!==h.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=g.formatPiePercent(t.percent,y),h&&-1!==h.indexOf(\"percent\")&&x.push(t.percentLabel);var _=f.hoverlabel,w=_.font,T=[];a.loneHover({trace:c,x0:d-p*i.r,x1:d+p*i.r,y:m,_x0:u?o+t.TL[0]:d-p*i.r,_x1:u?o+t.TR[0]:d+p*i.r,_y0:u?s+t.TL[1]:m-p*i.r,_y1:u?s+t.BL[1]:m+p*i.r,text:x.join(\"<br>\"),name:f.hovertemplate||-1!==h.indexOf(\"name\")?f.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:g.castOption(_.bgcolor,t.pts)||t.color,borderColor:g.castOption(_.bordercolor,t.pts),fontFamily:g.castOption(w.family,t.pts),fontSize:g.castOption(w.size,t.pts),fontColor:g.castOption(w.color,t.pts),nameLength:g.castOption(_.namelength,t.pts),textAlign:g.castOption(_.align,t.pts),hovertemplate:g.castOption(f.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[v(t,f)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],c._hasHoverLabel=!0}c._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[v(t,f)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[c.index],o=n.select(this).datum();c._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[v(o,i)],event:n.event}),c._hasHoverEvent=!1),c._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),c._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[c.index];e._dragging||!1===r.hovermode||(e._hoverdata=[v(t,i)],a.click(e,n.event))}))}function b(t,e,r){var n=g.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=g.castOption(t._input.textfont.color,e.pts));var i=g.castOption(t.insidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.insidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size;return{color:n||o.contrast(e.color),family:i,size:a}}function _(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(f.convertToTspans,e),c=s.bBox(o.node(),!0);r.titleBox={width:c.width,height:c.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var a,o=e.ring,s=1===o&&Math.abs(e.startangle-e.stopangle)===2*Math.PI,l=e.halfangle,c=e.midangle,u=r.trace.insidetextorientation,f=\"horizontal\"===u,h=\"tangential\"===u,p=\"radial\"===u,d=\"auto\"===u,m=[];if(!d){var g,v=function(r,i){if(function(t,e){var r=t.startangle,n=t.stopangle;return r>e&&e>n||r<e&&e<n}(e,r)){var s=Math.abs(r-e.startangle),l=Math.abs(r-e.stopangle),c=s<l?s:l;(a=\"tan\"===i?k(t,n,o,c,0):T(t,n,o,c,Math.PI/2)).textPosAngle=r,m.push(a)}};if(f||h){for(g=4;g>=-4;g-=2)v(Math.PI*g,\"tan\");for(g=4;g>=-4;g-=2)v(Math.PI*(g+1),\"tan\")}if(f||p){for(g=4;g>=-4;g-=2)v(Math.PI*(g+1.5),\"rad\");for(g=4;g>=-4;g-=2)v(Math.PI*(g+.5),\"rad\")}}if(s||d||f){var y=Math.sqrt(t.width*t.width+t.height*t.height);if((a={scale:i*n*2/y,rCenter:1-i,rotate:0}).textPosAngle=(e.startangle+e.stopangle)/2,a.scale>=1)return a;m.push(a)}(d||p)&&((a=T(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,m.push(a)),(d||h)&&((a=k(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,m.push(a));for(var x=0,b=0,_=0;_<m.length;_++){var w=m[_].scale;if(b<w&&(b=w,x=_),!d&&b>=1)break}return m[x]}function T(t,e,r,n,i){e=Math.max(0,e-2*m);var a=t.width/t.height,o=S(a,n,e,r);return{scale:2*o/t.height,rCenter:A(a,o/e),rotate:M(i)}}function k(t,e,r,n,i){e=Math.max(0,e-2*m);var a=t.height/t.width,o=S(a,n,e,r);return{scale:2*o/t.width,rCenter:A(a,o/e),rotate:M(i+Math.PI/2)}}function A(t,e){return Math.cos(e)-t*e}function M(t){return(180/Math.PI*t+720)%180-90}function S(t,e,r,n){var i=t+1/(2*Math.tan(e));return r*Math.min(1/(Math.sqrt(i*i+.5)+i),n/(Math.sqrt(t*t+n/2)+t))}function E(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function L(t,e){var r=e.pxmid[0],n=e.pxmid[1],i=t.width/2,a=t.height/2;return r<0&&(i*=-1),n<0&&(a*=-1),{scale:1,rCenter:1,rotate:0,x:i+Math.abs(a)*(i>0?1:-1)/2,y:a/(1+r*r/(n*n)),outside:!0}}function C(t,e){var r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=I(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,c,u=(l=t.r,c=t.trace.aspectratio,l/(void 0===c?1:c)),f=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(f+=u,o.x-=(1+i)*u,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?f*=2:-1!==a.title.position.indexOf(\"right\")&&(f+=u,o.x+=(1+i)*u,s.tx-=t.titleBox.width/2),r=f/t.titleBox.width,n=P(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function P(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function I(t){var e,r=t.pull;if(!r)return 0;if(Array.isArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function O(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=P(i,e));var c=s/2,u=l/2;\"funnelarea\"!==a.type||a.scalegroup||(u/=a.aspectratio),i.r=Math.min(c,u)/(1+I(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=P(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var c,u;i.aspectratio>1?(c=r.r,u=c/i.aspectratio):(u=r.r,c=u*i.aspectratio),c*=(1+i.baseratio)/2,l=c*u}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var f=o*r.vTotal;\"funnelarea\"===i.type&&(f/=(1+i.baseratio)/2,f/=i.aspectratio),r.r=Math.sqrt(f)}}}(t,r)}function z(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function D(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,c=o.split(\"+\"),u=function(t){return-1!==c.indexOf(t)},f=u(\"label\"),h=u(\"text\"),p=u(\"value\"),d=u(\"percent\"),m=n.separators;if(s=f?[e.label]:[],h){var v=g.getFirstFilled(i.text,e.pts);y(v)&&s.push(v)}p&&s.push(g.formatPieValue(e.v,m)),d&&s.push(g.formatPiePercent(e.v/r.vTotal,m)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var b=function(t){return{label:t.label,value:t.v,valueLabel:g.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:g.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),_=g.getFirstFilled(i.text,e.pts);(y(_)||\"\"===_)&&(b.text=_),e.text=l.texttemplateString(x,b,t._fullLayout._d3locale,b,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}e.exports={plot:function(t,e){var r=t._fullLayout,a=r._size;d(\"pie\",r),_(e,t),O(e,a);var h=l.makeTraceGroups(r._pielayer,e,\"trace\").each((function(e){var h=n.select(this),d=e[0],m=d.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=g.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,c=\"px0\",u=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,c=\"px1\",u=\"px0\"}for(n=z(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[c]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=z(a,s),r.midangle=s,s+=l*r.v/2,n=z(a,s),r.stopangle=s,r[u]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-o.hole,r.rInscribed=E(r,i))}(e),h.attr(\"stroke-linejoin\",\"round\"),h.each((function(){var v=n.select(this).selectAll(\"g.slice\").data(e);v.enter().append(\"g\").classed(\"slice\",!0),v.exit().remove();var y=[[[],[]],[[],[]]],_=!1;v.each((function(i,a){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=m.index,y[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var o=d.cx,c=d.cy,u=n.select(this),h=u.selectAll(\"path.surface\").data([i]);if(h.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":\"all\"}),u.call(x,t,e),m.pull){var v=+g.castOption(m.pull,i.pts)||0;v>0&&(o+=v*i.pxmid[0],c+=v*i.pxmid[1])}i.cxFinal=o,i.cyFinal=c;var T=m.hole;if(i.v===d.vTotal){var k=\"M\"+(o+i.px0[0])+\",\"+(c+i.px0[1])+C(i.px0,i.pxmid,!0,1)+C(i.pxmid,i.px0,!0,1)+\"Z\";T?h.attr(\"d\",\"M\"+(o+T*i.px0[0])+\",\"+(c+T*i.px0[1])+C(i.px0,i.pxmid,!1,T)+C(i.pxmid,i.px0,!1,T)+\"Z\"+k):h.attr(\"d\",k)}else{var A=C(i.px0,i.px1,!0,1);if(T){var M=1-T;h.attr(\"d\",\"M\"+(o+T*i.px1[0])+\",\"+(c+T*i.px1[1])+C(i.px1,i.px0,!1,T)+\"l\"+M*i.px0[0]+\",\"+M*i.px0[1]+A+\"Z\")}else h.attr(\"d\",\"M\"+o+\",\"+c+\"l\"+i.px0[0]+\",\"+i.px0[1]+A+\"Z\")}D(t,i,d);var S=g.castOption(m.textposition,i.pts),E=u.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==S?[0]:[]);E.enter().append(\"g\").classed(\"slicetext\",!0),E.exit().remove(),E.each((function(){var u=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),h=l.ensureUniformFontSize(t,\"outside\"===S?function(t,e,r){var n=g.castOption(t.outsidetextfont.color,e.pts)||g.castOption(t.textfont.color,e.pts)||r.color,i=g.castOption(t.outsidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.outsidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size;return{color:n,family:i,size:a}}(m,i,r.font):b(m,i,r.font));u.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,h).call(f.convertToTspans,t);var v,y=s.bBox(u.node());if(\"outside\"===S)v=L(y,i);else if(v=w(y,i,d),\"auto\"===S&&v.scale<1){var x=l.ensureUniformFontSize(t,m.outsidetextfont);u.call(s.font,x),v=L(y=s.bBox(u.node()),i)}var T=v.textPosAngle,k=void 0===T?i.pxmid:z(d.r,T);if(v.targetX=o+k[0]*v.rCenter+(v.x||0),v.targetY=c+k[1]*v.rCenter+(v.y||0),R(v,y),v.outside){var A=v.targetY;i.yLabelMin=A-y.height/2,i.yLabelMid=A,i.yLabelMax=A+y.height/2,i.labelExtraX=0,i.labelExtraY=0,_=!0}v.fontSize=h.size,p(m.type,v,r),e[a].transform=v,u.attr(\"transform\",l.getTextTransform(v))}))}function C(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*d.r+\",\"+n*d.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var T=n.select(this).selectAll(\"g.titletext\").data(m.title.text?[0]:[]);if(T.enter().append(\"g\").classed(\"titletext\",!0),T.exit().remove(),T.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=m.title.text;m._meta&&(i=l.templateString(i,m._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,m.title.font).call(f.convertToTspans,t),e=\"middle center\"===m.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(d):C(d,a),r.attr(\"transform\",u(e.x,e.y)+c(Math.min(1,e.scale))+u(e.tx,e.ty))})),_&&function(t,e){var r,n,i,a,o,s,l,c,u,f,h,p,d;function m(t,e){return t.pxmid[1]-e.pxmid[1]}function v(t,e){return e.pxmid[1]-t.pxmid[1]}function y(t,r){r||(r={});var 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n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=i.numberFormat,o=t(\"./render\"),s=t(\"../../components/fx\"),l=t(\"../../components/color\"),c=t(\"./constants\").cn,u=i._;function f(t){return\"\"!==t}function h(t,e){return t.filter((function(t){return t.key===e.traceId}))}function p(t,e){n.select(t).select(\"path\").style(\"fill-opacity\",e),n.select(t).select(\"rect\").style(\"fill-opacity\",e)}function d(t){n.select(t).select(\"text.name\").style(\"fill\",\"black\")}function m(t){return function(e){return-1!==t.node.sourceLinks.indexOf(e.link)||-1!==t.node.targetLinks.indexOf(e.link)}}function g(t){return function(e){return-1!==e.node.sourceLinks.indexOf(t.link)||-1!==e.node.targetLinks.indexOf(t.link)}}function v(t,e,r){e&&r&&h(r,e).selectAll(\".\"+c.sankeyLink).filter(m(e)).call(x.bind(0,e,r,!1))}function y(t,e,r){e&&r&&h(r,e).selectAll(\".\"+c.sankeyLink).filter(m(e)).call(b.bind(0,e,r,!1))}function x(t,e,r,n){var i=n.datum().link.label;n.style(\"fill-opacity\",(function(t){if(!t.link.concentrationscale)return.4})),i&&h(e,t).selectAll(\".\"+c.sankeyLink).filter((function(t){return t.link.label===i})).style(\"fill-opacity\",(function(t){if(!t.link.concentrationscale)return.4})),r&&h(e,t).selectAll(\".\"+c.sankeyNode).filter(g(t)).call(v)}function b(t,e,r,n){var i=n.datum().link.label;n.style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),i&&h(e,t).selectAll(\".\"+c.sankeyLink).filter((function(t){return t.link.label===i})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),r&&h(e,t).selectAll(c.sankeyNode).filter(g(t)).call(y)}function _(t,e){var r=t.hoverlabel||{},n=i.nestedProperty(r,e).get();return!Array.isArray(n)&&n}e.exports=function(t,e){for(var r=t._fullLayout,i=r._paper,h=r._size,m=0;m<t._fullData.length;m++)if(t._fullData[m].visible&&t._fullData[m].type===c.sankey&&!t._fullData[m]._viewInitial){var g=t._fullData[m].node;t._fullData[m]._viewInitial={node:{groups:g.groups.slice(),x:g.x.slice(),y:g.y.slice()}}}var w=u(t,\"source:\")+\" \",T=u(t,\"target:\")+\" \",k=u(t,\"concentration:\")+\" \",A=u(t,\"incoming flow count:\")+\" \",M=u(t,\"outgoing flow count:\")+\" \";o(t,i,e,{width:h.w,height:h.h,margin:{t:h.t,r:h.r,b:h.b,l:h.l}},{linkEvents:{hover:function(e,r,i){!1!==t._fullLayout.hovermode&&(n.select(e).call(x.bind(0,r,i,!0)),\"skip\"!==r.link.trace.link.hoverinfo&&(r.link.fullData=r.link.trace,t.emit(\"plotly_hover\",{event:n.event,points:[r.link]})))},follow:function(e,i){if(!1!==t._fullLayout.hovermode){var o=i.link.trace.link;if(\"none\"!==o.hoverinfo&&\"skip\"!==o.hoverinfo){for(var c=[],u=0,h=0;h<i.flow.links.length;h++){var m=i.flow.links[h];if(\"closest\"!==t._fullLayout.hovermode||i.link.pointNumber===m.pointNumber){i.link.pointNumber===m.pointNumber&&(u=h),m.fullData=m.trace,o=i.link.trace.link;var g=y(m),v={valueLabel:a(i.valueFormat)(m.value)+i.valueSuffix};c.push({x:g[0],y:g[1],name:v.valueLabel,text:[m.label||\"\",w+m.source.label,T+m.target.label,m.concentrationscale?k+a(\"%0.2f\")(m.flow.labelConcentration):\"\"].filter(f).join(\"<br>\"),color:_(o,\"bgcolor\")||l.addOpacity(m.color,1),borderColor:_(o,\"bordercolor\"),fontFamily:_(o,\"font.family\"),fontSize:_(o,\"font.size\"),fontColor:_(o,\"font.color\"),nameLength:_(o,\"namelength\"),textAlign:_(o,\"align\"),idealAlign:n.event.x<g[0]?\"right\":\"left\",hovertemplate:o.hovertemplate,hovertemplateLabels:v,eventData:[m]})}}s.loneHover(c,{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:t,anchorIndex:u}).each((function(){i.link.concentrationscale||p(this,.65),d(this)}))}}function y(t){var e,r;t.circular?(e=(t.circularPathData.leftInnerExtent+t.circularPathData.rightInnerExtent)/2,r=t.circularPathData.verticalFullExtent):(e=(t.source.x1+t.target.x0)/2,r=(t.y0+t.y1)/2);var n=[e,r];return\"v\"===t.trace.orientation&&n.reverse(),n[0]+=i.parent.translateX,n[1]+=i.parent.translateY,n}},unhover:function(e,i,a){!1!==t._fullLayout.hovermode&&(n.select(e).call(b.bind(0,i,a,!0)),\"skip\"!==i.link.trace.link.hoverinfo&&(i.link.fullData=i.link.trace,t.emit(\"plotly_unhover\",{event:n.event,points:[i.link]})),s.loneUnhover(r._hoverlayer.node()))},select:function(e,r){var i=r.link;i.originalEvent=n.event,t._hoverdata=[i],s.click(t,{target:!0})}},nodeEvents:{hover:function(e,r,i){!1!==t._fullLayout.hovermode&&(n.select(e).call(v,r,i),\"skip\"!==r.node.trace.node.hoverinfo&&(r.node.fullData=r.node.trace,t.emit(\"plotly_hover\",{event:n.event,points:[r.node]})))},follow:function(e,i){if(!1!==t._fullLayout.hovermode){var o=i.node.trace.node;if(\"none\"!==o.hoverinfo&&\"skip\"!==o.hoverinfo){var l=n.select(e).select(\".\"+c.nodeRect),u=t._fullLayout._paperdiv.node().getBoundingClientRect(),h=l.node().getBoundingClientRect(),m=h.left-2-u.left,g=h.right+2-u.left,v=h.top+h.height/4-u.top,y={valueLabel:a(i.valueFormat)(i.node.value)+i.valueSuffix};i.node.fullData=i.node.trace,t._fullLayout._calcInverseTransform(t);var x=t._fullLayout._invScaleX,b=t._fullLayout._invScaleY,w=s.loneHover({x0:x*m,x1:x*g,y:b*v,name:a(i.valueFormat)(i.node.value)+i.valueSuffix,text:[i.node.label,A+i.node.targetLinks.length,M+i.node.sourceLinks.length].filter(f).join(\"<br>\"),color:_(o,\"bgcolor\")||i.tinyColorHue,borderColor:_(o,\"bordercolor\"),fontFamily:_(o,\"font.family\"),fontSize:_(o,\"font.size\"),fontColor:_(o,\"font.color\"),nameLength:_(o,\"namelength\"),textAlign:_(o,\"align\"),idealAlign:\"left\",hovertemplate:o.hovertemplate,hovertemplateLabels:y,eventData:[i.node]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:t});p(w,.85),d(w)}}},unhover:function(e,i,a){!1!==t._fullLayout.hovermode&&(n.select(e).call(y,i,a),\"skip\"!==i.node.trace.node.hoverinfo&&(i.node.fullData=i.node.trace,t.emit(\"plotly_unhover\",{event:n.event,points:[i.node]})),s.loneUnhover(r._hoverlayer.node()))},select:function(e,r,i){var a=r.node;a.originalEvent=n.event,t._hoverdata=[a],n.select(e).call(y,r,i),s.click(t,{target:!0})}}})}},{\"../../components/color\":366,\"../../components/fx\":406,\"../../lib\":503,\"./constants\":920,\"./render\":924,\"@plotly/d3\":58}],924:[function(t,e,r){\"use strict\";var n=t(\"d3-force\"),i=t(\"d3-interpolate\").interpolateNumber,a=t(\"@plotly/d3\"),o=t(\"@plotly/d3-sankey\"),s=t(\"@plotly/d3-sankey-circular\"),l=t(\"./constants\"),c=t(\"tinycolor2\"),u=t(\"../../components/color\"),f=t(\"../../components/drawing\"),h=t(\"../../lib\"),p=h.strTranslate,d=h.strRotate,m=t(\"../../lib/gup\"),g=m.keyFun,v=m.repeat,y=m.unwrap,x=t(\"../../lib/svg_text_utils\"),b=t(\"../../registry\"),_=t(\"../../constants/alignment\"),w=_.CAP_SHIFT,T=_.LINE_SPACING;function k(t,e,r){var n,i=y(e),a=i.trace,u=a.domain,f=\"h\"===a.orientation,p=a.node.pad,d=a.node.thickness,m=t.width*(u.x[1]-u.x[0]),g=t.height*(u.y[1]-u.y[0]),v=i._nodes,x=i._links,b=i.circular;(n=b?s.sankeyCircular().circularLinkGap(0):o.sankey()).iterations(l.sankeyIterations).size(f?[m,g]:[g,m]).nodeWidth(d).nodePadding(p).nodeId((function(t){return t.pointNumber})).nodes(v).links(x);var _,w,T,k=n();for(var A in n.nodePadding()<p&&h.warn(\"node.pad was reduced to \",n.nodePadding(),\" to fit within the figure.\"),i._groupLookup){var M,S=parseInt(i._groupLookup[A]);for(_=0;_<k.nodes.length;_++)if(k.nodes[_].pointNumber===S){M=k.nodes[_];break}if(M){var E={pointNumber:parseInt(A),x0:M.x0,x1:M.x1,y0:M.y0,y1:M.y1,partOfGroup:!0,sourceLinks:[],targetLinks:[]};k.nodes.unshift(E),M.childrenNodes.unshift(E)}}if(function(){for(_=0;_<k.nodes.length;_++){var t,e,r=k.nodes[_],n={};for(w=0;w<r.targetLinks.length;w++)t=(e=r.targetLinks[w]).source.pointNumber+\":\"+e.target.pointNumber,n.hasOwnProperty(t)||(n[t]=[]),n[t].push(e);var i=Object.keys(n);for(w=0;w<i.length;w++){var a=n[t=i[w]],o=0,s={};for(T=0;T<a.length;T++)s[(e=a[T]).label]||(s[e.label]=0),s[e.label]+=e.value,o+=e.value;for(T=0;T<a.length;T++)(e=a[T]).flow={value:o,labelConcentration:s[e.label]/o,concentration:e.value/o,links:a},e.concentrationscale&&(e.color=c(e.concentrationscale(e.flow.labelConcentration)))}var l=0;for(w=0;w<r.sourceLinks.length;w++)l+=r.sourceLinks[w].value;for(w=0;w<r.sourceLinks.length;w++)(e=r.sourceLinks[w]).concentrationOut=e.value/l;var u=0;for(w=0;w<r.targetLinks.length;w++)u+=r.targetLinks[w].value;for(w=0;w<r.targetLinks.length;w++)(e=r.targetLinks[w]).concenrationIn=e.value/u}}(),a.node.x.length&&a.node.y.length){for(_=0;_<Math.min(a.node.x.length,a.node.y.length,k.nodes.length);_++)if(a.node.x[_]&&a.node.y[_]){var L=[a.node.x[_]*m,a.node.y[_]*g];k.nodes[_].x0=L[0]-d/2,k.nodes[_].x1=L[0]+d/2;var C=k.nodes[_].y1-k.nodes[_].y0;k.nodes[_].y0=L[1]-C/2,k.nodes[_].y1=L[1]+C/2}if(\"snap\"===a.arrangement)!function(t){t.forEach((function(t){var e,r,n,i=0,a=t.length;for(t.sort((function(t,e){return t.y0-e.y0})),n=0;n<a;++n)(e=t[n]).y0>=i||(r=i-e.y0)>1e-6&&(e.y0+=r,e.y1+=r),i=e.y1+p}))}(function(t){var e,r,n=t.map((function(t,e){return{x0:t.x0,index:e}})).sort((function(t,e){return t.x0-e.x0})),i=[],a=-1,o=-1/0;for(_=0;_<n.length;_++){var s=t[n[_].index];s.x0>o+d&&(a+=1,e=s.x0),o=s.x0,i[a]||(i[a]=[]),i[a].push(s),r=e-s.x0,s.x0+=r,s.x1+=r}return i}(v=k.nodes));n.update(k)}return{circular:b,key:r,trace:a,guid:h.randstr(),horizontal:f,width:m,height:g,nodePad:a.node.pad,nodeLineColor:a.node.line.color,nodeLineWidth:a.node.line.width,linkLineColor:a.link.line.color,linkLineWidth:a.link.line.width,valueFormat:a.valueformat,valueSuffix:a.valuesuffix,textFont:a.textfont,translateX:u.x[0]*t.width+t.margin.l,translateY:t.height-u.y[1]*t.height+t.margin.t,dragParallel:f?g:m,dragPerpendicular:f?m:g,arrangement:a.arrangement,sankey:n,graph:k,forceLayouts:{},interactionState:{dragInProgress:!1,hovered:!1}}}function A(t,e,r){var n=c(e.color),i=e.source.label+\"|\"+e.target.label+\"__\"+r;return e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:i,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:u.tinyRGB(n),tinyColorAlpha:n.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){if(t.link.circular)return e=t.link,r=e.width/2,n=e.circularPathData,\"top\"===e.circularLinkType?\"M \"+n.targetX+\" \"+(n.targetY+r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"L\"+n.targetX+\" \"+(n.targetY-r)+\"Z\":\"M \"+n.targetX+\" \"+(n.targetY-r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 0 \"+(n.rightFullExtent-r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 0 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 1 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 1 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"L\"+n.targetX+\" \"+(n.targetY+r)+\"Z\";var e,r,n,a=t.link.source.x1,o=t.link.target.x0,s=i(a,o),l=s(.5),c=s(.5),u=t.link.y0-t.link.width/2,f=t.link.y0+t.link.width/2,h=t.link.y1-t.link.width/2,p=t.link.y1+t.link.width/2;return\"M\"+a+\",\"+u+\"C\"+l+\",\"+u+\" \"+c+\",\"+h+\" 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e.group&&(s=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:u.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function L(t){t.call(E)}function 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g=\"projection.\"+d[m];f(g+\".show\")&&(f(g+\".opacity\"),f(g+\".scale\"))}var v=n.getComponentMethod(\"errorbars\",\"supplyDefaults\");v(t,e,h||p||r,{axis:\"z\"}),v(t,e,h||p||r,{axis:\"y\",inherit:\"z\"}),v(t,e,h||p||r,{axis:\"x\",inherit:\"z\"})}else e.visible=!1}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/line_defaults\":940,\"../scatter/marker_defaults\":946,\"../scatter/subtypes\":952,\"../scatter/text_defaults\":953,\"./attributes\":955}],960:[function(t,e,r){\"use 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n=t(\"../scatter/attributes\"),i=t(\"../../plots/attributes\"),a=t(\"../../plots/template_attributes\").hovertemplateAttrs,o=t(\"../../plots/template_attributes\").texttemplateAttrs,s=t(\"../../components/colorscale/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=n.marker,u=n.line,f=c.line;e.exports={carpet:{valType:\"string\",editType:\"calc\"},a:{valType:\"data_array\",editType:\"calc\"},b:{valType:\"data_array\",editType:\"calc\"},mode:l({},n.mode,{dflt:\"markers\"}),text:l({},n.text,{}),texttemplate:o({editType:\"plot\"},{keys:[\"a\",\"b\",\"text\"]}),hovertext:l({},n.hovertext,{}),line:{color:u.color,width:u.width,dash:u.dash,shape:l({},u.shape,{values:[\"linear\",\"spline\"]}),smoothing:u.smoothing,editType:\"calc\"},connectgaps:n.connectgaps,fill:l({},n.fill,{values:[\"none\",\"toself\",\"tonext\"],dflt:\"none\"}),fillcolor:n.fillcolor,marker:l({symbol:c.symbol,opacity:c.opacity,maxdisplayed:c.maxdisplayed,size:c.size,sizeref:c.sizeref,sizemin:c.sizemin,sizemode:c.sizemode,line:l({width:f.width,editType:\"calc\"},s(\"marker.line\")),gradient:c.gradient,editType:\"calc\"},s(\"marker\")),textfont:n.textfont,textposition:n.textposition,selected:n.selected,unselected:n.unselected,hoverinfo:l({},i.hoverinfo,{flags:[\"a\",\"b\",\"text\",\"name\"]}),hoveron:n.hoveron,hovertemplate:a()}},{\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plots/attributes\":550,\"../../plots/template_attributes\":633,\"../scatter/attributes\":927}],962:[function(t,e,r){\"use 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n=t(\"../../lib\"),i=t(\"../scatter/constants\"),a=t(\"../scatter/subtypes\"),o=t(\"../scatter/marker_defaults\"),s=t(\"../scatter/line_defaults\"),l=t(\"../scatter/line_shape_defaults\"),c=t(\"../scatter/text_defaults\"),u=t(\"../scatter/fillcolor_defaults\"),f=t(\"./attributes\");e.exports=function(t,e,r,h){function p(r,i){return n.coerce(t,e,f,r,i)}p(\"carpet\"),e.xaxis=\"x\",e.yaxis=\"y\";var d=p(\"a\"),m=p(\"b\"),g=Math.min(d.length,m.length);if(g){e._length=g,p(\"text\"),p(\"texttemplate\"),p(\"hovertext\"),p(\"mode\",g<i.PTS_LINESONLY?\"lines+markers\":\"lines\"),a.hasLines(e)&&(s(t,e,r,h,p),l(t,e,p),p(\"connectgaps\")),a.hasMarkers(e)&&o(t,e,r,h,p,{gradient:!0}),a.hasText(e)&&c(t,e,h,p);var v=[];(a.hasMarkers(e)||a.hasText(e))&&(p(\"marker.maxdisplayed\"),v.push(\"points\")),p(\"fill\"),\"none\"!==e.fill&&(u(t,e,r,p),a.hasLines(e)||l(t,e,p)),\"tonext\"!==e.fill&&\"toself\"!==e.fill||v.push(\"fills\"),\"fills\"!==p(\"hoveron\",v.join(\"+\")||\"points\")&&p(\"hovertemplate\"),n.coerceSelectionMarkerOpacity(e,p)}else e.visible=!1}},{\"../../lib\":503,\"../scatter/constants\":931,\"../scatter/fillcolor_defaults\":935,\"../scatter/line_defaults\":940,\"../scatter/line_shape_defaults\":942,\"../scatter/marker_defaults\":946,\"../scatter/subtypes\":952,\"../scatter/text_defaults\":953,\"./attributes\":961}],964:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n,i){var a=n[i];return t.a=a.a,t.b=a.b,t.y=a.y,t}},{}],965:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r={},n=e._carpet,i=n.ab2ij([t.a,t.b]),a=Math.floor(i[0]),o=i[0]-a,s=Math.floor(i[1]),l=i[1]-s,c=n.evalxy([],a,s,o,l);return r.yLabel=c[1].toFixed(3),r}},{}],966:[function(t,e,r){\"use strict\";var n=t(\"../scatter/hover\"),i=t(\"../../lib\").fillText;e.exports=function(t,e,r,a){var o=n(t,e,r,a);if(o&&!1!==o[0].index){var s=o[0];if(void 0===s.index){var l=1-s.y0/t.ya._length,c=t.xa._length,u=c*l/2,f=c-u;return s.x0=Math.max(Math.min(s.x0,f),u),s.x1=Math.max(Math.min(s.x1,f),u),o}var h=s.cd[s.index];s.a=h.a,s.b=h.b,s.xLabelVal=void 0,s.yLabelVal=void 0;var p=s.trace,d=p._carpet,m=p._module.formatLabels(h,p);s.yLabel=m.yLabel,delete s.text;var g=[];if(!p.hovertemplate){var v=(h.hi||p.hoverinfo).split(\"+\");-1!==v.indexOf(\"all\")&&(v=[\"a\",\"b\",\"text\"]),-1!==v.indexOf(\"a\")&&y(d.aaxis,h.a),-1!==v.indexOf(\"b\")&&y(d.baxis,h.b),g.push(\"y: \"+s.yLabel),-1!==v.indexOf(\"text\")&&i(h,p,g),s.extraText=g.join(\"<br>\")}return o}function y(t,e){var r;r=t.labelprefix&&t.labelprefix.length>0?t.labelprefix.replace(/ = $/,\"\"):t._hovertitle,g.push(r+\": \"+e.toFixed(3)+t.labelsuffix)}}},{\"../../lib\":503,\"../scatter/hover\":938}],967:[function(t,e,r){\"use 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n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../scatter/marker_defaults\"),o=t(\"../scatter/line_defaults\"),s=t(\"../scatter/text_defaults\"),l=t(\"../scatter/fillcolor_defaults\"),c=t(\"./attributes\");e.exports=function(t,e,r,u){function f(r,i){return n.coerce(t,e,c,r,i)}var h,p=f(\"locations\");if(p&&p.length){var d,m=f(\"geojson\");(\"string\"==typeof m&&\"\"!==m||n.isPlainObject(m))&&(d=\"geojson-id\"),\"geojson-id\"===f(\"locationmode\",d)&&f(\"featureidkey\"),h=p.length}else{var 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M=p.font[r]={};M.size=(s.isTypedArray(f)?f[r]:Array.isArray(f)?n(f[r])?f[r]:0:f)*d,M.family=Array.isArray(h)?h[r]:h}else p.font={size:f*d,family:h};return p}function x(t){var e,r,n=t._length,i=t.marker,o={},l=s.isArrayOrTypedArray(i.symbol),c=s.isArrayOrTypedArray(i.color),f=s.isArrayOrTypedArray(i.line.color),d=s.isArrayOrTypedArray(i.opacity),m=s.isArrayOrTypedArray(i.size),g=s.isArrayOrTypedArray(i.line.width);if(l||(r=p.isOpenSymbol(i.symbol)),l||c||f||d){o.colors=new Array(n),o.borderColors=new Array(n);var v=u(i,i.opacity,n),y=u(i.line,i.opacity,n);if(!Array.isArray(y[0])){var x=y;for(y=Array(n),e=0;e<n;e++)y[e]=x}if(!Array.isArray(v[0])){var b=v;for(v=Array(n),e=0;e<n;e++)v[e]=b}for(o.colors=v,o.borderColors=y,e=0;e<n;e++){if(l){var _=i.symbol[e];r=p.isOpenSymbol(_)}r&&(y[e]=v[e].slice(),v[e]=v[e].slice(),v[e][3]=0)}o.opacity=t.opacity}else 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i={opacity:1,text:e.text,texttemplate:e.texttemplate,textposition:e.textposition,textfont:s.extendFlat({},e.textfont)};r.textfont&&s.extendFlat(i.textfont,r.textfont),n=y(t,i)}return n}function w(t,e,r){var n={capSize:2*e.width*r,lineWidth:e.thickness*r,color:e.color};return e.copy_ystyle&&(n=t.error_y),n}var T=d.SYMBOL_SDF_SIZE,k=d.SYMBOL_SIZE,A=d.SYMBOL_STROKE,M={},S=l.symbolFuncs[0](.05*k);function E(t){if(\"circle\"===t)return null;var e,r,n=l.symbolNumber(t),a=l.symbolFuncs[n%100],o=!!l.symbolNoDot[n%100],s=!!l.symbolNoFill[n%100],c=p.isDotSymbol(t);return M[t]?M[t]:(e=c&&!o?a(1.1*k)+S:a(k),r=i(e,{w:T,h:T,viewBox:[-k,-k,k,k],stroke:s?A:-A}),M[t]=r,r||null)}e.exports={style:function(t,e){var r,n={marker:void 0,markerSel:void 0,markerUnsel:void 0,line:void 0,fill:void 0,errorX:void 0,errorY:void 0,text:void 0,textSel:void 0,textUnsel:void 0},i=t._context.plotGlPixelRatio;if(!0!==e.visible)return 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T=y-_,k=y+w;p[v+u[0]]=x-i.c2l(T),p[v+u[1]]=i.c2l(k)-x,p[v+u[2]]=0,p[v+u[3]]=0,d=Math.min(d,y-_),m=Math.max(m,y+w)}}}h[a]={positions:r,errors:p,_bnds:[d,m]}}}return p(i,l),p(a,u),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(f.hasMarkers(e)){var s=r.font,l=r.align,c=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var u=n.sizes?n.sizes[i]:n.size,h=Array.isArray(s)?s[i].size:s.size,p=Array.isArray(l)?l.length>1?l[i]:l[0]:l,d=Array.isArray(c)?c.length>1?c[i]:c[0]:c,m=g[p],v=g[d],y=u?u/.8+1:0,x=-v*y-.5*v;o.offset[i]=[m*y/h,x/h]}}return o}}},{\"../../components/drawing\":388,\"../../components/fx/helpers\":402,\"../../constants/interactions\":478,\"../../lib\":503,\"../../lib/gl_format_color\":499,\"../../plots/cartesian/axis_ids\":558,\"../../registry\":638,\"../scatter/make_bubble_size_func\":944,\"../scatter/subtypes\":952,\"./constants\":982,\"./helpers\":987,\"color-normalize\":89,\"fast-isnumeric\":190,\"svg-path-sdf\":310}],984:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../registry\"),a=t(\"./helpers\"),o=t(\"./attributes\"),s=t(\"../scatter/constants\"),l=t(\"../scatter/subtypes\"),c=t(\"../scatter/xy_defaults\"),u=t(\"../scatter/period_defaults\"),f=t(\"../scatter/marker_defaults\"),h=t(\"../scatter/line_defaults\"),p=t(\"../scatter/fillcolor_defaults\"),d=t(\"../scatter/text_defaults\");e.exports=function(t,e,r,m){function g(r,i){return n.coerce(t,e,o,r,i)}var v=!!t.marker&&a.isOpenSymbol(t.marker.symbol),y=l.isBubble(t),x=c(t,e,m,g);if(x){u(t,e,m,g),g(\"xhoverformat\"),g(\"yhoverformat\");var b=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";g(\"text\"),g(\"hovertext\"),g(\"hovertemplate\"),g(\"mode\",b),l.hasLines(e)&&(g(\"connectgaps\"),h(t,e,r,m,g),g(\"line.shape\")),l.hasMarkers(e)&&(f(t,e,r,m,g),g(\"marker.line.width\",v||y?1:0)),l.hasText(e)&&(g(\"texttemplate\"),d(t,e,m,g));var _=(e.line||{}).color,w=(e.marker||{}).color;g(\"fill\"),\"none\"!==e.fill&&p(t,e,r,g);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,_||w||r,{axis:\"y\"}),T(t,e,_||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,g)}else e.visible=!1}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/constants\":931,\"../scatter/fillcolor_defaults\":935,\"../scatter/line_defaults\":940,\"../scatter/marker_defaults\":946,\"../scatter/period_defaults\":947,\"../scatter/subtypes\":952,\"../scatter/text_defaults\":953,\"../scatter/xy_defaults\":954,\"./attributes\":979,\"./helpers\":987}],985:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\"),a=t(\"../../constants/interactions\").DESELECTDIM;e.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,c=l._scene,u=l.index,f=c.selectBatch[u],h=c.unselectBatch[u],p=c.textOptions[u],d=c.textSelectedOptions[u]||{},m=c.textUnselectedOptions[u]||{},g=n.extendFlat({},p);if(f.length||h.length){var v=d.color,y=m.color,x=p.color,b=Array.isArray(x);for(g.color=new Array(s._length),e=0;e<f.length;e++)r=f[e],g.color[r]=v||(b?x[r]:x);for(e=0;e<h.length;e++){r=h[e];var _=b?x[r]:x;g.color[r]=y||(v?_:i.addOpacity(_,a))}}c.glText[u].update(g)}}},{\"../../components/color\":366,\"../../constants/interactions\":478,\"../../lib\":503}],986:[function(t,e,r){\"use strict\";var n=t(\"../scatter/format_labels\");e.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},{\"../scatter/format_labels\":936}],987:[function(t,e,r){\"use strict\";var n=t(\"./constants\");r.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},r.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},{\"./constants\":982}],988:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"../scatter/get_trace_color\");function o(t,e,r,o){var s=t.xa,l=t.ya,c=t.distance,u=t.dxy,f=t.index,h={pointNumber:f,x:e[f],y:r[f]};h.tx=Array.isArray(o.text)?o.text[f]:o.text,h.htx=Array.isArray(o.hovertext)?o.hovertext[f]:o.hovertext,h.data=Array.isArray(o.customdata)?o.customdata[f]:o.customdata,h.tp=Array.isArray(o.textposition)?o.textposition[f]:o.textposition;var p=o.textfont;p&&(h.ts=i.isArrayOrTypedArray(p.size)?p.size[f]:p.size,h.tc=Array.isArray(p.color)?p.color[f]:p.color,h.tf=Array.isArray(p.family)?p.family[f]:p.family);var d=o.marker;d&&(h.ms=i.isArrayOrTypedArray(d.size)?d.size[f]:d.size,h.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[f]:d.opacity,h.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[f]:d.symbol,h.mc=i.isArrayOrTypedArray(d.color)?d.color[f]:d.color);var m=d&&d.line;m&&(h.mlc=Array.isArray(m.color)?m.color[f]:m.color,h.mlw=i.isArrayOrTypedArray(m.width)?m.width[f]:m.width);var g=d&&d.gradient;g&&\"none\"!==g.type&&(h.mgt=Array.isArray(g.type)?g.type[f]:g.type,h.mgc=Array.isArray(g.color)?g.color[f]:g.color);var v=s.c2p(h.x,!0),y=l.c2p(h.y,!0),x=h.mrc||1,b=o.hoverlabel;b&&(h.hbg=Array.isArray(b.bgcolor)?b.bgcolor[f]:b.bgcolor,h.hbc=Array.isArray(b.bordercolor)?b.bordercolor[f]:b.bordercolor,h.hts=i.isArrayOrTypedArray(b.font.size)?b.font.size[f]:b.font.size,h.htc=Array.isArray(b.font.color)?b.font.color[f]:b.font.color,h.htf=Array.isArray(b.font.family)?b.font.family[f]:b.font.family,h.hnl=i.isArrayOrTypedArray(b.namelength)?b.namelength[f]:b.namelength);var _=o.hoverinfo;_&&(h.hi=Array.isArray(_)?_[f]:_);var w=o.hovertemplate;w&&(h.ht=Array.isArray(w)?w[f]:w);var T={};T[t.index]=h;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,h),x0:v-x,x1:v+x,xLabelVal:k?k[f]:h.x,y0:y-x,y1:y+x,yLabelVal:A?A[f]:h.y,cd:T,distance:c,spikeDistance:u,hovertemplate:h.ht});return h.htx?M.text=h.htx:h.tx?M.text=h.tx:o.text&&(M.text=o.text),i.fillText(h,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,o,M),M}e.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,c,u,f,h,p,d,m=t.cd,g=m[0].t,v=m[0].trace,y=t.xa,x=t.ya,b=g.x,_=g.y,w=y.c2p(e),T=x.c2p(r),k=t.distance;if(g.tree){var A=y.p2c(w-k),M=y.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?g.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):g.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=g.ids;var L=k;if(\"x\"===n){var C=!!v.xperiodalignment,P=!!v.yperiodalignment;for(u=0;u<i.length;u++){if(l=b[a=i[u]],f=Math.abs(y.c2p(l)-w),C){var I=y.c2p(v._xStarts[a]),O=y.c2p(v._xEnds[a]);f=w>=Math.min(I,O)&&w<=Math.max(I,O)?0:1/0}if(f<L){if(L=f,c=_[a],h=x.c2p(c)-T,P){var z=x.c2p(v._yStarts[a]),D=x.c2p(v._yEnds[a]);h=T>=Math.min(z,D)&&T<=Math.max(z,D)?0:1/0}d=Math.sqrt(f*f+h*h),s=i[u]}}}else for(u=i.length-1;u>-1;u--)l=b[a=i[u]],c=_[a],f=y.c2p(l)-w,h=x.c2p(c)-T,(p=Math.sqrt(f*f+h*h))<L&&(L=d=p,s=a);return t.index=s,t.distance=L,t.dxy=d,void 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_=y.count,w=v._glcanvas.data()[0].regl;if(f(t,e,r),y.dirty){if(!0===y.error2d&&(y.error2d=a(w)),!0===y.line2d&&(y.line2d=i(w)),!0===y.scatter2d&&(y.scatter2d=n(w)),!0===y.fill2d&&(y.fill2d=i(w)),!0===y.glText)for(y.glText=new Array(_),m=0;m<_;m++)y.glText[m]=new o(w);if(y.glText){if(_>y.glText.length){var T=_-y.glText.length;for(m=0;m<T;m++)y.glText.push(new o(w))}else if(_<y.glText.length){var k=y.glText.length-_;y.glText.splice(_,k).forEach((function(t){t.destroy()}))}for(m=0;m<_;m++)y.glText[m].update(y.textOptions[m])}if(y.line2d&&(y.line2d.update(y.lineOptions),y.lineOptions=y.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),y.line2d.update(y.lineOptions)),y.error2d){var A=(y.errorXOptions||[]).concat(y.errorYOptions||[]);y.error2d.update(A)}y.scatter2d&&y.scatter2d.update(y.markerOptions),y.fillOrder=s.repeat(null,_),y.fill2d&&(y.fillOptions=y.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,c=y.lineOptions[e],u=[];s._ownfill&&u.push(e),s._nexttrace&&u.push(e+1),u.length&&(y.fillOrder[e]=u);var f,h,p=[],d=c&&c.positions||l.positions;if(\"tozeroy\"===s.fill){for(f=0;f<d.length&&isNaN(d[f+1]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h+1]);)h-=2;0!==d[f+1]&&(p=[d[f],0]),p=p.concat(d.slice(f,h+2)),0!==d[h+1]&&(p=p.concat([d[h],0]))}else if(\"tozerox\"===s.fill){for(f=0;f<d.length&&isNaN(d[f]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h]);)h-=2;0!==d[f]&&(p=[0,d[f+1]]),p=p.concat(d.slice(f,h+2)),0!==d[h]&&(p=p.concat([0,d[h+1]]))}else 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R=y.selectBatch[I]=s.selIndices2selPoints(C),F={};for(g=0;g<R.length;g++)F[R[g]]=1;var B=[];for(g=0;g<O;g++)F[g]||B.push(g);y.unselectBatch[I]=B}var N=P.xpx=new Array(O),j=P.ypx=new Array(O);for(g=0;g<O;g++)N[g]=x.c2p(z[g]),j[g]=b.c2p(D[g])}else P.xpx=P.ypx=null}if(S){if(y.select2d||(y.select2d=n(v._glcanvas.data()[1].regl)),y.scatter2d){var U=new Array(_);for(m=0;m<_;m++)U[m]=y.selectBatch[m].length||y.unselectBatch[m].length?y.markerUnselectedOptions[m]:{};y.scatter2d.update(U)}y.select2d&&(y.select2d.update(y.markerOptions),y.select2d.update(y.markerSelectedOptions)),y.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};u.hasText(e)&&h(t)}))}else y.scatter2d&&y.scatter2d.update(y.markerOptions);var V={viewport:d(v,x,b,t._context.plotGlPixelRatio),range:[(x._rl||x.range)[0],(b._rl||b.range)[0],(x._rl||x.range)[1],(b._rl||b.range)[1]]},H=s.repeat(V,y.count);y.fill2d&&y.fill2d.update(H),y.line2d&&y.line2d.update(H),y.error2d&&y.error2d.update(H.concat(H)),y.scatter2d&&y.scatter2d.update(H),y.select2d&&y.select2d.update(H),y.glText&&y.glText.forEach((function(t){t.update(V)}))}else y.init()}}).reglPrecompiled=p},{\"../../components/dragelement/helpers\":384,\"../../lib\":503,\"../../lib/prepare_regl\":516,\"../scatter/link_traces\":943,\"../scatter/subtypes\":952,\"./edit_style\":985,\"gl-text\":225,\"regl-error2d\":279,\"regl-line2d\":280,\"regl-scatter2d\":281}],991:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");e.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var i=0;i<r.count;i++)r.glText[i].update(t)},r.draw=function(){for(var t=r.count,e=r.fill2d,i=r.error2d,a=r.line2d,o=r.scatter2d,s=r.glText,l=r.select2d,c=r.selectBatch,u=r.unselectBatch,f=0;f<t;f++){if(e&&r.fillOrder[f]&&e.draw(r.fillOrder[f]),a&&r.lineOptions[f]&&a.draw(f),i&&(r.errorXOptions[f]&&i.draw(f),r.errorYOptions[f]&&i.draw(f+t)),o&&r.markerOptions[f])if(u[f].length){var h=n.repeat([],r.count);h[f]=u[f],o.draw(h)}else c[f].length||o.draw(f);s[f]&&r.textOptions[f]&&s[f].render()}l&&l.draw(c),r.dirty=!1},r.destroy=function(){r.fill2d&&r.fill2d.destroy&&r.fill2d.destroy(),r.scatter2d&&r.scatter2d.destroy&&r.scatter2d.destroy(),r.error2d&&r.error2d.destroy&&r.error2d.destroy(),r.line2d&&r.line2d.destroy&&r.line2d.destroy(),r.select2d&&r.select2d.destroy&&r.select2d.destroy(),r.glText&&r.glText.forEach((function(t){t.destroy&&t.destroy()})),r.lineOptions=null,r.fillOptions=null,r.markerOptions=null,r.markerSelectedOptions=null,r.markerUnselectedOptions=null,r.errorXOptions=null,r.errorYOptions=null,r.textOptions=null,r.textSelectedOptions=null,r.textUnselectedOptions=null,r.selectBatch=null,r.unselectBatch=null,e._scene=null}),r.dirty||n.extendFlat(r,i),r}},{\"../../lib\":503}],992:[function(t,e,r){\"use strict\";var n=t(\"../scatter/subtypes\"),i=t(\"./edit_style\").styleTextSelection;e.exports=function(t,e){var r=t.cd,a=t.xaxis,o=t.yaxis,s=[],l=r[0].trace,c=r[0].t,u=l._length,f=c.x,h=c.y,p=c._scene,d=c.index;if(!p)return s;var m=n.hasText(l),g=n.hasMarkers(l),v=!g&&!m;if(!0!==l.visible||v)return s;var y=[],x=[];if(!1!==e&&!e.degenerate)for(var b=0;b<u;b++)e.contains([c.xpx[b],c.ypx[b]],!1,b,t)?(y.push(b),s.push({pointNumber:b,x:a.c2d(f[b]),y:o.c2d(h[b])})):x.push(b);if(g){var _=p.scatter2d;if(y.length||x.length){if(!p.selectBatch[d].length&&!p.unselectBatch[d].length){var w=new Array(p.count);w[d]=p.markerUnselectedOptions[d],_.update.apply(_,w)}}else{var T=new Array(p.count);T[d]=p.markerOptions[d],_.update.apply(_,T)}}return p.selectBatch[d]=y,p.unselectBatch[d]=x,m&&i(r),s}},{\"../scatter/subtypes\":952,\"./edit_style\":985}],993:[function(t,e,r){\"use strict\";var n=t(\"../../plots/template_attributes\").hovertemplateAttrs,i=t(\"../../plots/template_attributes\").texttemplateAttrs,a=t(\"../scattergeo/attributes\"),o=t(\"../scatter/attributes\"),s=t(\"../../plots/mapbox/layout_attributes\"),l=t(\"../../plots/attributes\"),c=t(\"../../components/colorscale/attributes\"),u=t(\"../../lib/extend\").extendFlat,f=t(\"../../plot_api/edit_types\").overrideAll,h=a.line,p=a.marker;e.exports=f({lon:a.lon,lat:a.lat,mode:u({},o.mode,{dflt:\"markers\"}),text:u({},o.text,{}),texttemplate:i({editType:\"plot\"},{keys:[\"lat\",\"lon\",\"text\"]}),hovertext:u({},o.hovertext,{}),line:{color:h.color,width:h.width},connectgaps:o.connectgaps,marker:u({symbol:{valType:\"string\",dflt:\"circle\",arrayOk:!0},angle:{valType:\"number\",dflt:\"auto\",arrayOk:!0},allowoverlap:{valType:\"boolean\",dflt:!1},opacity:p.opacity,size:p.size,sizeref:p.sizeref,sizemin:p.sizemin,sizemode:p.sizemode},c(\"marker\")),fill:a.fill,fillcolor:o.fillcolor,textfont:s.layers.symbol.textfont,textposition:s.layers.symbol.textposition,below:{valType:\"string\"},selected:{marker:o.selected.marker},unselected:{marker:o.unselected.marker},hoverinfo:u({},l.hoverinfo,{flags:[\"lon\",\"lat\",\"text\",\"name\"]}),hovertemplate:n()},\"calc\",\"nested\")},{\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plots/attributes\":550,\"../../plots/mapbox/layout_attributes\":615,\"../../plots/template_attributes\":633,\"../scatter/attributes\":927,\"../scattergeo/attributes\":969}],994:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\"),a=t(\"../../constants/numerical\").BADNUM,o=t(\"../../lib/geojson_utils\"),s=t(\"../../components/colorscale\"),l=t(\"../../components/drawing\"),c=t(\"../scatter/make_bubble_size_func\"),u=t(\"../scatter/subtypes\"),f=t(\"../../plots/mapbox/convert_text_opts\"),h=t(\"../../components/fx/helpers\").appendArrayPointValue,p=t(\"../../lib/svg_text_utils\").NEWLINES,d=t(\"../../lib/svg_text_utils\").BR_TAG_ALL;function m(){return{geojson:o.makeBlank(),layout:{visibility:\"none\"},paint:{}}}function g(t,e){return i.isArrayOrTypedArray(t)?e?function(e){return n(t[e])?+t[e]:0}:function(e){return t[e]}:t?function(){return t}:v}function v(){return\"\"}function y(t){return t[0]===a}e.exports=function(t,e){var r,a=e[0].trace,x=!0===a.visible&&0!==a._length,b=\"none\"!==a.fill,_=u.hasLines(a),w=u.hasMarkers(a),T=u.hasText(a),k=w&&\"circle\"===a.marker.symbol,A=w&&\"circle\"!==a.marker.symbol,M=m(),S=m(),E=m(),L=m(),C={fill:M,line:S,circle:E,symbol:L};if(!x)return C;if((b||_)&&(r=o.calcTraceToLineCoords(e)),b&&(M.geojson=o.makePolygon(r),M.layout.visibility=\"visible\",i.extendFlat(M.paint,{\"fill-color\":a.fillcolor})),_&&(S.geojson=o.makeLine(r),S.layout.visibility=\"visible\",i.extendFlat(S.paint,{\"line-width\":a.line.width,\"line-color\":a.line.color,\"line-opacity\":a.opacity})),k){var P=function(t){var e,r,a,o,u=t[0].trace,f=u.marker,h=u.selectedpoints,p=i.isArrayOrTypedArray(f.color),d=i.isArrayOrTypedArray(f.size),m=i.isArrayOrTypedArray(f.opacity);function g(t){return u.opacity*t}p&&(r=s.hasColorscale(u,\"marker\")?s.makeColorScaleFuncFromTrace(f):i.identity);d&&(a=c(u));m&&(o=function(t){return g(n(t)?+i.constrain(t,0,1):0)});var v,x=[];for(e=0;e<t.length;e++){var 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n=t(\"../scatterpolar/attributes\"),i=t(\"../scattergl/attributes\"),a=t(\"../../plots/template_attributes\").texttemplateAttrs;e.exports={mode:n.mode,r:n.r,theta:n.theta,r0:n.r0,dr:n.dr,theta0:n.theta0,dtheta:n.dtheta,thetaunit:n.thetaunit,text:n.text,texttemplate:a({editType:\"plot\"},{keys:[\"r\",\"theta\",\"text\"]}),hovertext:n.hovertext,hovertemplate:n.hovertemplate,line:i.line,connectgaps:i.connectgaps,marker:i.marker,fill:i.fill,fillcolor:i.fillcolor,textposition:i.textposition,textfont:i.textfont,hoverinfo:n.hoverinfo,selected:n.selected,unselected:n.unselected}},{\"../../plots/template_attributes\":633,\"../scattergl/attributes\":979,\"../scatterpolar/attributes\":1002}],1010:[function(t,e,r){\"use 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A={};u.label&&(A.label=u.label),u.hasOwnProperty(\"v\")&&(A.value=u.v,A.valueLabel=b.formatValue(u.v,l)),A.currentPath=b.getPath(t.data),h||(A.percentParent=d/b.getValue(p),A.percentParentLabel=b.formatPercent(A.percentParent,l),A.parent=b.getPtLabel(p)),A.percentEntry=d/b.getValue(e),A.percentEntryLabel=b.formatPercent(A.percentEntry,l),A.entry=b.getPtLabel(e),A.percentRoot=d/b.getValue(f),A.percentRootLabel=b.formatPercent(A.percentRoot,l),A.root=b.getPtLabel(f),u.hasOwnProperty(\"color\")&&(A.color=u.color);var M=s.castOption(r,u.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,u.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},{\"../../components/drawing\":388,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../bar/style\":662,\"../bar/uniform_text\":664,\"../pie/helpers\":906,\"../pie/plot\":910,\"./constants\":1052,\"./fx\":1054,\"./helpers\":1055,\"./style\":1060,\"@plotly/d3\":58,\"d3-hierarchy\":115,\"d3-interpolate\":116}],1060:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../components/color\"),a=t(\"../../lib\"),o=t(\"../bar/uniform_text\").resizeText;function s(t,e,r){var n=e.data.data,o=!e.children,s=n.i,l=a.castOption(r,s,\"marker.line.color\")||i.defaultLine,c=a.castOption(r,s,\"marker.line.width\")||0;t.style(\"stroke-width\",c).call(i.fill,n.color).call(i.stroke,l).style(\"opacity\",o?r.leaf.opacity:null)}e.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(t){var e=n.select(this),r=t[0].trace;e.style(\"opacity\",r.opacity),e.selectAll(\"path.surface\").each((function(t){n.select(this).call(s,t,r)}))}))},styleOne:s}},{\"../../components/color\":366,\"../../lib\":503,\"../bar/uniform_text\":664,\"@plotly/d3\":58}],1061:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"../../components/colorscale/attributes\"),a=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,o=t(\"../../plots/template_attributes\").hovertemplateAttrs,s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll;function u(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var f=e.exports=c(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or surfacecolor\",showScaleDflt:!0,autoColorDflt:!1,editTypeOverride:\"calc\"}),{contours:{x:u(),y:u(),z:u()},hidesurface:{valType:\"boolean\",dflt:!1},lightposition:{x:{valType:\"number\",min:-1e5,max:1e5,dflt:10},y:{valType:\"number\",min:-1e5,max:1e5,dflt:1e4},z:{valType:\"number\",min:-1e5,max:1e5,dflt:0}},lighting:{ambient:{valType:\"number\",min:0,max:1,dflt:.8},diffuse:{valType:\"number\",min:0,max:1,dflt:.8},specular:{valType:\"number\",min:0,max:2,dflt:.05},roughness:{valType:\"number\",min:0,max:1,dflt:.5},fresnel:{valType:\"number\",min:0,max:5,dflt:.2}},opacity:{valType:\"number\",min:0,max:1,dflt:1},opacityscale:{valType:\"any\",editType:\"calc\"},_deprecated:{zauto:l({},i.zauto,{}),zmin:l({},i.zmin,{}),zmax:l({},i.zmax,{})},hoverinfo:l({},s.hoverinfo),showlegend:l({},s.showlegend,{dflt:!1})}),\"calc\",\"nested\");f.x.editType=f.y.editType=f.z.editType=\"calc+clearAxisTypes\",f.transforms=void 0},{\"../../components/color\":366,\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plots/attributes\":550,\"../../plots/cartesian/axis_format_attributes\":557,\"../../plots/template_attributes\":633}],1062:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/calc\");e.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374}],1063:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_surface3d,i=t(\"../../../stackgl_modules\").ndarray,a=t(\"../../../stackgl_modules\").ndarray_linear_interpolate.d2,o=t(\"../heatmap/interp2d\"),s=t(\"../heatmap/find_empties\"),l=t(\"../../lib\").isArrayOrTypedArray,c=t(\"../../lib/gl_format_color\").parseColorScale,u=t(\"../../lib/str2rgbarray\"),f=t(\"../../components/colorscale\").extractOpts;function h(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=h.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){var o=t.dataCoordinate[a];null!=o&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var s=this.data.hovertext||this.data.text;return Array.isArray(s)&&s[i]&&void 0!==s[i][n]?t.textLabel=s[i][n]:t.textLabel=s||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var d=[2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199,211,223,227,229,233,239,241,251,257,263,269,271,277,281,283,293,307,311,313,317,331,337,347,349,353,359,367,373,379,383,389,397,401,409,419,421,431,433,439,443,449,457,461,463,467,479,487,491,499,503,509,521,523,541,547,557,563,569,571,577,587,593,599,601,607,613,617,619,631,641,643,647,653,659,661,673,677,683,691,701,709,719,727,733,739,743,751,757,761,769,773,787,797,809,811,821,823,827,829,839,853,857,859,863,877,881,883,887,907,911,919,929,937,941,947,953,967,971,977,983,991,997,1009,1013,1019,1021,1031,1033,1039,1049,1051,1061,1063,1069,1087,1091,1093,1097,1103,1109,1117,1123,1129,1151,1153,1163,1171,1181,1187,1193,1201,1213,1217,1223,1229,1231,1237,1249,1259,1277,1279,1283,1289,1291,1297,1301,1303,1307,1319,1321,1327,1361,1367,1373,1381,1399,1409,1423,1427,1429,1433,1439,1447,1451,1453,1459,1471,1481,1483,1487,1489,1493,1499,1511,1523,1531,1543,1549,1553,1559,1567,1571,1579,1583,1597,1601,1607,1609,1613,1619,1621,1627,1637,1657,1663,1667,1669,1693,1697,1699,1709,1721,1723,1733,1741,1747,1753,1759,1777,1783,1787,1789,1801,1811,1823,1831,1847,1861,1867,1871,1873,1877,1879,1889,1901,1907,1913,1931,1933,1949,1951,1973,1979,1987,1993,1997,1999,2003,2011,2017,2027,2029,2039,2053,2063,2069,2081,2083,2087,2089,2099,2111,2113,2129,2131,2137,2141,2143,2153,2161,2179,2203,2207,2213,2221,2237,2239,2243,2251,2267,2269,2273,2281,2287,2293,2297,2309,2311,2333,2339,2341,2347,2351,2357,2371,2377,2381,2383,2389,2393,2399,2411,2417,2423,2437,2441,2447,2459,2467,2473,2477,2503,2521,2531,2539,2543,2549,2551,2557,2579,2591,2593,2609,2617,2621,2633,2647,2657,2659,2663,2671,2677,2683,2687,2689,2693,2699,2707,2711,2713,2719,2729,2731,2741,2749,2753,2767,2777,2789,2791,2797,2801,2803,2819,2833,2837,2843,2851,2857,2861,2879,2887,2897,2903,2909,2917,2927,2939,2953,2957,2963,2969,2971,2999];function m(t,e){if(t<e)return 0;for(var r=0;0===Math.floor(t%e);)t/=e,r++;return r}function g(t){for(var e=[],r=0;r<d.length;r++){var n=d[r];e.push(m(t,n))}return e}function v(t){for(var e=g(t),r=t,n=0;n<d.length;n++)if(e[n]>0){r=d[n];break}return r}function y(t,e){if(!(t<1||e<1)){for(var r=g(t),n=g(e),i=1,a=0;a<d.length;a++)i*=Math.pow(d[a],Math.max(r[a],n[a]));return i}}p.calcXnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getXat(e-1,0),i=this.getXat(e,0);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r},p.calcYnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getYat(0,e-1),i=this.getYat(0,e);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r};var x=[1,2,4,6,12,24,36,48,60,120,180,240,360,720,840,1260],b=x[9],_=x[13];function w(t,e,r){var n=r[8]+r[2]*e[0]+r[5]*e[1];return t[0]=(r[6]+r[0]*e[0]+r[3]*e[1])/n,t[1]=(r[7]+r[1]*e[0]+r[4]*e[1])/n,t}function T(t,e,r){return function(t,e,r,n){for(var i=[0,0],o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var c=0;c<s;c++)r(i,[l,c],n),t.set(l,c,a(e,i[0],i[1]))}(t,e,w,r),t}function k(t,e){for(var r=!1,n=0;n<t.length;n++)if(e===t[n]){r=!0;break}!1===r&&t.push(e)}p.estimateScale=function(t,e){for(var r=1+function(t){if(0!==t.length){for(var e=1,r=0;r<t.length;r++)e=y(e,t[r]);return e}}(0===e?this.calcXnums(t):this.calcYnums(t));r<b;)r*=2;for(;r>_;)r--,r/=v(r),++r<b&&(r=_);var n=Math.round(r/t);return n>1?n:1},p.refineCoords=function(t){for(var e=this.dataScaleX,r=this.dataScaleY,n=t[0].shape[0],a=t[0].shape[1],o=0|Math.floor(t[0].shape[0]*e+1),s=0|Math.floor(t[0].shape[1]*r+1),l=1+n+1,c=1+a+1,u=i(new Float32Array(l*c),[l,c]),f=[1/e,0,0,0,1/r,0,0,0,1],h=0;h<t.length;++h){this.surface.padField(u,t[h]);var p=i(new Float32Array(o*s),[o,s]);T(p,u,f),t[h]=p}},p.setContourLevels=function(){var t,e,r,n=[[],[],[]],i=[!1,!1,!1],a=!1;for(t=0;t<3;++t)if(this.showContour[t]&&(a=!0,this.contourSize[t]>0&&null!==this.contourStart[t]&&null!==this.contourEnd[t]&&this.contourEnd[t]>this.contourStart[t]))for(i[t]=!0,e=this.contourStart[t];e<this.contourEnd[t];e+=this.contourSize[t])r=e*this.scene.dataScale[t],k(n[t],r);if(a){var o=[[],[],[]];for(t=0;t<3;++t)this.showContour[t]&&(o[t]=i[t]?n[t]:this.scene.contourLevels[t]);this.surface.update({levels:o})}},p.update=function(t){var e,r,n,a,l=this.scene,h=l.fullSceneLayout,p=this.surface,d=c(t),m=l.dataScale,g=t.z[0].length,v=t._ylength,y=l.contourLevels;this.data=t;var x=[];for(e=0;e<3;e++)for(x[e]=[],r=0;r<g;r++)x[e][r]=[];for(r=0;r<g;r++)for(n=0;n<v;n++)x[0][r][n]=this.getXat(r,n,t.xcalendar,h.xaxis),x[1][r][n]=this.getYat(r,n,t.ycalendar,h.yaxis),x[2][r][n]=this.getZat(r,n,t.zcalendar,h.zaxis);if(t.connectgaps)for(t._emptypoints=s(x[2]),o(x[2],t._emptypoints),t._interpolatedZ=[],r=0;r<g;r++)for(t._interpolatedZ[r]=[],n=0;n<v;n++)t._interpolatedZ[r][n]=x[2][r][n];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)null==(a=x[e][r][n])?x[e][r][n]=NaN:a=x[e][r][n]*=m[e];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(this.minValues[e]>a&&(this.minValues[e]=a),this.maxValues[e]<a&&(this.maxValues[e]=a));for(e=0;e<3;e++)this.objectOffset[e]=.5*(this.minValues[e]+this.maxValues[e]);for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(x[e][r][n]-=this.objectOffset[e]);var b=[i(new Float32Array(g*v),[g,v]),i(new Float32Array(g*v),[g,v]),i(new Float32Array(g*v),[g,v])];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)b[e].set(r,n,x[e][r][n]);x=[];var w={colormap:d,levels:[[],[],[]],showContour:[!0,!0,!0],showSurface:!t.hidesurface,contourProject:[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],contourWidth:[1,1,1],contourColor:[[1,1,1,1],[1,1,1,1],[1,1,1,1]],contourTint:[1,1,1],dynamicColor:[[1,1,1,1],[1,1,1,1],[1,1,1,1]],dynamicWidth:[1,1,1],dynamicTint:[1,1,1],opacityscale:t.opacityscale,opacity:t.opacity},T=f(t);if(w.intensityBounds=[T.min,T.max],t.surfacecolor){var k=i(new Float32Array(g*v),[g,v]);for(r=0;r<g;r++)for(n=0;n<v;n++)k.set(r,n,t.surfacecolor[n][r]);b.push(k)}else w.intensityBounds[0]*=m[2],w.intensityBounds[1]*=m[2];(_<b[0].shape[0]||_<b[0].shape[1])&&(this.refineData=!1),!0===this.refineData&&(this.dataScaleX=this.estimateScale(b[0].shape[0],0),this.dataScaleY=this.estimateScale(b[0].shape[1],1),1===this.dataScaleX&&1===this.dataScaleY||this.refineCoords(b)),t.surfacecolor&&(w.intensity=b.pop());var A=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];A[e]=S.highlight,w.showContour[e]=S.show||S.highlight,w.showContour[e]&&(w.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,w.levels[e]=y[e],p.highlightColor[e]=w.contourColor[e]=u(S.color),S.usecolormap?p.highlightTint[e]=w.contourTint[e]=0:p.highlightTint[e]=w.contourTint[e]=1,w.contourWidth[e]=S.width,this.contourStart[e]=S.start,this.contourEnd[e]=S.end,this.contourSize[e]=S.size):(this.showContour[e]=!1,this.contourStart[e]=null,this.contourEnd[e]=null,this.contourSize[e]=0),S.highlight&&(w.dynamicColor[e]=u(S.highlightcolor),w.dynamicWidth[e]=S.highlightwidth))}(function(t){var e=t[0].rgb,r=t[t.length-1].rgb;return e[0]===r[0]&&e[1]===r[1]&&e[2]===r[2]&&e[3]===r[3]})(d)&&(w.vertexColor=!0),w.objectOffset=this.objectOffset,w.coords=b,p.update(w),p.visible=t.visible,p.enableDynamic=A,p.enableHighlight=A,p.snapToData=!0,\"lighting\"in t&&(p.ambientLight=t.lighting.ambient,p.diffuseLight=t.lighting.diffuse,p.specularLight=t.lighting.specular,p.roughness=t.lighting.roughness,p.fresnel=t.lighting.fresnel),\"lightposition\"in t&&(p.lightPosition=[t.lightposition.x,t.lightposition.y,t.lightposition.z])},p.dispose=function(){this.scene.glplot.remove(this.surface),this.surface.dispose()},e.exports=function(t,e){var r=t.glplot.gl,i=n({gl:r}),a=new h(t,i,e.uid);return i._trace=a,a.update(e),t.glplot.add(i),a}},{\"../../../stackgl_modules\":1124,\"../../components/colorscale\":378,\"../../lib\":503,\"../../lib/gl_format_color\":499,\"../../lib/str2rgbarray\":528,\"../heatmap/find_empties\":798,\"../heatmap/interp2d\":801}],1064:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"../../components/colorscale/defaults\"),o=t(\"./attributes\");function s(t,e,r,n){var 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this._expand(r+1),this.words[r]=e?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},a.prototype.iadd=function(t){var e,r,n;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(r=this,n=t):(r=t,n=this);for(var i=0,a=0;a<n.length;a++)e=(0|r.words[a])+(0|n.words[a])+i,this.words[a]=67108863&e,i=e>>>26;for(;0!==i&&a<r.length;a++)e=(0|r.words[a])+i,this.words[a]=67108863&e,i=e>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this},a.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,c=0,u=0|o[0],f=8191&u,h=u>>>13,p=0|o[1],d=8191&p,m=p>>>13,g=0|o[2],v=8191&g,y=g>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],L=8191&E,C=E>>>13,P=0|o[7],I=8191&P,O=P>>>13,z=0|o[8],D=8191&z,R=z>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,H=0|s[1],q=8191&H,G=H>>>13,Y=0|s[2],W=8191&Y,X=Y>>>13,Z=0|s[3],J=8191&Z,K=Z>>>13,Q=0|s[4],$=8191&Q,tt=Q>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ct=st>>>13,ut=0|s[8],ft=8191&ut,ht=ut>>>13,pt=0|s[9],dt=8191&pt,mt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var gt=(c+(n=Math.imul(f,U))|0)+((8191&(i=(i=Math.imul(f,V))+Math.imul(h,U)|0))<<13)|0;c=((a=Math.imul(h,V))+(i>>>13)|0)+(gt>>>26)|0,gt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(m,U)|0,a=Math.imul(m,V);var vt=(c+(n=n+Math.imul(f,q)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,q)|0))<<13)|0;c=((a=a+Math.imul(h,G)|0)+(i>>>13)|0)+(vt>>>26)|0,vt&=67108863,n=Math.imul(v,U),i=(i=Math.imul(v,V))+Math.imul(y,U)|0,a=Math.imul(y,V),n=n+Math.imul(d,q)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(m,q)|0,a=a+Math.imul(m,G)|0;var yt=(c+(n=n+Math.imul(f,W)|0)|0)+((8191&(i=(i=i+Math.imul(f,X)|0)+Math.imul(h,W)|0))<<13)|0;c=((a=a+Math.imul(h,X)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(b,U),i=(i=Math.imul(b,V))+Math.imul(_,U)|0,a=Math.imul(_,V),n=n+Math.imul(v,q)|0,i=(i=i+Math.imul(v,G)|0)+Math.imul(y,q)|0,a=a+Math.imul(y,G)|0,n=n+Math.imul(d,W)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(m,W)|0,a=a+Math.imul(m,X)|0;var xt=(c+(n=n+Math.imul(f,J)|0)|0)+((8191&(i=(i=i+Math.imul(f,K)|0)+Math.imul(h,J)|0))<<13)|0;c=((a=a+Math.imul(h,K)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,q)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(v,W)|0,i=(i=i+Math.imul(v,X)|0)+Math.imul(y,W)|0,a=a+Math.imul(y,X)|0,n=n+Math.imul(d,J)|0,i=(i=i+Math.imul(d,K)|0)+Math.imul(m,J)|0,a=a+Math.imul(m,K)|0;var bt=(c+(n=n+Math.imul(f,$)|0)|0)+((8191&(i=(i=i+Math.imul(f,tt)|0)+Math.imul(h,$)|0))<<13)|0;c=((a=a+Math.imul(h,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,q)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,W)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,W)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(v,J)|0,i=(i=i+Math.imul(v,K)|0)+Math.imul(y,J)|0,a=a+Math.imul(y,K)|0,n=n+Math.imul(d,$)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(m,$)|0,a=a+Math.imul(m,tt)|0;var _t=(c+(n=n+Math.imul(f,rt)|0)|0)+((8191&(i=(i=i+Math.imul(f,nt)|0)+Math.imul(h,rt)|0))<<13)|0;c=((a=a+Math.imul(h,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(L,U),i=(i=Math.imul(L,V))+Math.imul(C,U)|0,a=Math.imul(C,V),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,q)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,W)|0,i=(i=i+Math.imul(T,X)|0)+Math.imul(k,W)|0,a=a+Math.imul(k,X)|0,n=n+Math.imul(b,J)|0,i=(i=i+Math.imul(b,K)|0)+Math.imul(_,J)|0,a=a+Math.imul(_,K)|0,n=n+Math.imul(v,$)|0,i=(i=i+Math.imul(v,tt)|0)+Math.imul(y,$)|0,a=a+Math.imul(y,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(m,rt)|0,a=a+Math.imul(m,nt)|0;var wt=(c+(n=n+Math.imul(f,at)|0)|0)+((8191&(i=(i=i+Math.imul(f,ot)|0)+Math.imul(h,at)|0))<<13)|0;c=((a=a+Math.imul(h,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(I,U),i=(i=Math.imul(I,V))+Math.imul(O,U)|0,a=Math.imul(O,V),n=n+Math.imul(L,q)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,q)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,W)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,W)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(T,J)|0,i=(i=i+Math.imul(T,K)|0)+Math.imul(k,J)|0,a=a+Math.imul(k,K)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,$)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(v,rt)|0,i=(i=i+Math.imul(v,nt)|0)+Math.imul(y,rt)|0,a=a+Math.imul(y,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(m,at)|0,a=a+Math.imul(m,ot)|0;var Tt=(c+(n=n+Math.imul(f,lt)|0)|0)+((8191&(i=(i=i+Math.imul(f,ct)|0)+Math.imul(h,lt)|0))<<13)|0;c=((a=a+Math.imul(h,ct)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(D,U),i=(i=Math.imul(D,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(I,q)|0,i=(i=i+Math.imul(I,G)|0)+Math.imul(O,q)|0,a=a+Math.imul(O,G)|0,n=n+Math.imul(L,W)|0,i=(i=i+Math.imul(L,X)|0)+Math.imul(C,W)|0,a=a+Math.imul(C,X)|0,n=n+Math.imul(M,J)|0,i=(i=i+Math.imul(M,K)|0)+Math.imul(S,J)|0,a=a+Math.imul(S,K)|0,n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,$)|0,a=a+Math.imul(k,tt)|0,n=n+Math.imul(b,rt)|0,i=(i=i+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,a=a+Math.imul(_,nt)|0,n=n+Math.imul(v,at)|0,i=(i=i+Math.imul(v,ot)|0)+Math.imul(y,at)|0,a=a+Math.imul(y,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ct)|0)+Math.imul(m,lt)|0,a=a+Math.imul(m,ct)|0;var kt=(c+(n=n+Math.imul(f,ft)|0)|0)+((8191&(i=(i=i+Math.imul(f,ht)|0)+Math.imul(h,ft)|0))<<13)|0;c=((a=a+Math.imul(h,ht)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(D,q)|0,i=(i=i+Math.imul(D,G)|0)+Math.imul(R,q)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(I,W)|0,i=(i=i+Math.imul(I,X)|0)+Math.imul(O,W)|0,a=a+Math.imul(O,X)|0,n=n+Math.imul(L,J)|0,i=(i=i+Math.imul(L,K)|0)+Math.imul(C,J)|0,a=a+Math.imul(C,K)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,$)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,nt)|0,n=n+Math.imul(b,at)|0,i=(i=i+Math.imul(b,ot)|0)+Math.imul(_,at)|0,a=a+Math.imul(_,ot)|0,n=n+Math.imul(v,lt)|0,i=(i=i+Math.imul(v,ct)|0)+Math.imul(y,lt)|0,a=a+Math.imul(y,ct)|0,n=n+Math.imul(d,ft)|0,i=(i=i+Math.imul(d,ht)|0)+Math.imul(m,ft)|0,a=a+Math.imul(m,ht)|0;var At=(c+(n=n+Math.imul(f,dt)|0)|0)+((8191&(i=(i=i+Math.imul(f,mt)|0)+Math.imul(h,dt)|0))<<13)|0;c=((a=a+Math.imul(h,mt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,q),i=(i=Math.imul(B,G))+Math.imul(N,q)|0,a=Math.imul(N,G),n=n+Math.imul(D,W)|0,i=(i=i+Math.imul(D,X)|0)+Math.imul(R,W)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(I,J)|0,i=(i=i+Math.imul(I,K)|0)+Math.imul(O,J)|0,a=a+Math.imul(O,K)|0,n=n+Math.imul(L,$)|0,i=(i=i+Math.imul(L,tt)|0)+Math.imul(C,$)|0,a=a+Math.imul(C,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ct)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ct)|0,n=n+Math.imul(v,ft)|0,i=(i=i+Math.imul(v,ht)|0)+Math.imul(y,ft)|0,a=a+Math.imul(y,ht)|0;var Mt=(c+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,mt)|0)+Math.imul(m,dt)|0))<<13)|0;c=((a=a+Math.imul(m,mt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,W),i=(i=Math.imul(B,X))+Math.imul(N,W)|0,a=Math.imul(N,X),n=n+Math.imul(D,J)|0,i=(i=i+Math.imul(D,K)|0)+Math.imul(R,J)|0,a=a+Math.imul(R,K)|0,n=n+Math.imul(I,$)|0,i=(i=i+Math.imul(I,tt)|0)+Math.imul(O,$)|0,a=a+Math.imul(O,tt)|0,n=n+Math.imul(L,rt)|0,i=(i=i+Math.imul(L,nt)|0)+Math.imul(C,rt)|0,a=a+Math.imul(C,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,i=(i=i+Math.imul(T,ct)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ct)|0,n=n+Math.imul(b,ft)|0,i=(i=i+Math.imul(b,ht)|0)+Math.imul(_,ft)|0,a=a+Math.imul(_,ht)|0;var St=(c+(n=n+Math.imul(v,dt)|0)|0)+((8191&(i=(i=i+Math.imul(v,mt)|0)+Math.imul(y,dt)|0))<<13)|0;c=((a=a+Math.imul(y,mt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,J),i=(i=Math.imul(B,K))+Math.imul(N,J)|0,a=Math.imul(N,K),n=n+Math.imul(D,$)|0,i=(i=i+Math.imul(D,tt)|0)+Math.imul(R,$)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(I,rt)|0,i=(i=i+Math.imul(I,nt)|0)+Math.imul(O,rt)|0,a=a+Math.imul(O,nt)|0,n=n+Math.imul(L,at)|0,i=(i=i+Math.imul(L,ot)|0)+Math.imul(C,at)|0,a=a+Math.imul(C,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ct)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ct)|0,n=n+Math.imul(T,ft)|0,i=(i=i+Math.imul(T,ht)|0)+Math.imul(k,ft)|0,a=a+Math.imul(k,ht)|0;var Et=(c+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,mt)|0)+Math.imul(_,dt)|0))<<13)|0;c=((a=a+Math.imul(_,mt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,$),i=(i=Math.imul(B,tt))+Math.imul(N,$)|0,a=Math.imul(N,tt),n=n+Math.imul(D,rt)|0,i=(i=i+Math.imul(D,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(I,at)|0,i=(i=i+Math.imul(I,ot)|0)+Math.imul(O,at)|0,a=a+Math.imul(O,ot)|0,n=n+Math.imul(L,lt)|0,i=(i=i+Math.imul(L,ct)|0)+Math.imul(C,lt)|0,a=a+Math.imul(C,ct)|0,n=n+Math.imul(M,ft)|0,i=(i=i+Math.imul(M,ht)|0)+Math.imul(S,ft)|0,a=a+Math.imul(S,ht)|0;var Lt=(c+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,mt)|0)+Math.imul(k,dt)|0))<<13)|0;c=((a=a+Math.imul(k,mt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(D,at)|0,i=(i=i+Math.imul(D,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(I,lt)|0,i=(i=i+Math.imul(I,ct)|0)+Math.imul(O,lt)|0,a=a+Math.imul(O,ct)|0,n=n+Math.imul(L,ft)|0,i=(i=i+Math.imul(L,ht)|0)+Math.imul(C,ft)|0,a=a+Math.imul(C,ht)|0;var Ct=(c+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,mt)|0)+Math.imul(S,dt)|0))<<13)|0;c=((a=a+Math.imul(S,mt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(D,lt)|0,i=(i=i+Math.imul(D,ct)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ct)|0,n=n+Math.imul(I,ft)|0,i=(i=i+Math.imul(I,ht)|0)+Math.imul(O,ft)|0,a=a+Math.imul(O,ht)|0;var Pt=(c+(n=n+Math.imul(L,dt)|0)|0)+((8191&(i=(i=i+Math.imul(L,mt)|0)+Math.imul(C,dt)|0))<<13)|0;c=((a=a+Math.imul(C,mt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ct))+Math.imul(N,lt)|0,a=Math.imul(N,ct),n=n+Math.imul(D,ft)|0,i=(i=i+Math.imul(D,ht)|0)+Math.imul(R,ft)|0,a=a+Math.imul(R,ht)|0;var It=(c+(n=n+Math.imul(I,dt)|0)|0)+((8191&(i=(i=i+Math.imul(I,mt)|0)+Math.imul(O,dt)|0))<<13)|0;c=((a=a+Math.imul(O,mt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863,n=Math.imul(B,ft),i=(i=Math.imul(B,ht))+Math.imul(N,ft)|0,a=Math.imul(N,ht);var Ot=(c+(n=n+Math.imul(D,dt)|0)|0)+((8191&(i=(i=i+Math.imul(D,mt)|0)+Math.imul(R,dt)|0))<<13)|0;c=((a=a+Math.imul(R,mt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863;var zt=(c+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,mt))+Math.imul(N,dt)|0))<<13)|0;return c=((a=Math.imul(N,mt))+(i>>>13)|0)+(zt>>>26)|0,zt&=67108863,l[0]=gt,l[1]=vt,l[2]=yt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Lt,l[14]=Ct,l[15]=Pt,l[16]=It,l[17]=Ot,l[18]=zt,0!==c&&(l[19]=c,r.length++),r};function m(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r=this.length+t.length;return 10===this.length&&10===t.length?d(this,t,e):r<63?p(this,t,e):r<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),c=Math.max(0,a-t.length+1);c<=l;c++){var u=a-c,f=(0|t.words[u])*(0|e.words[c]),h=67108863&f;s=67108863&(h=h+s|0),i+=(o=(o=o+(f/67108864|0)|0)+(h>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):m(this,t,e)},g.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},g.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},g.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},g.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),c=Math.sin(2*Math.PI/s),u=0;u<i;u+=s)for(var f=l,h=c,p=0;p<o;p++){var d=r[u+p],m=n[u+p],g=r[u+p+o],v=n[u+p+o],y=f*g-h*v;v=f*v+h*g,g=y,r[u+p]=d+g,n[u+p]=m+v,r[u+p+o]=d-g,n[u+p+o]=m-v,p!==s&&(y=l*f-c*h,h=l*h+c*f,f=y)}},g.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},g.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},g.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},g.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},g.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},g.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),c=new Array(n),u=new Array(n),f=new Array(n),h=r.words;h.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,c,n),this.transform(o,a,s,l,n,i),this.transform(c,a,u,f,n,i);for(var p=0;p<n;p++){var d=s[p]*u[p]-l[p]*f[p];l[p]=s[p]*f[p]+l[p]*u[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,h,a,n,i),this.conjugate(h,a,n),this.normalize13b(h,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),m(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var c=0;c<o;c++)l.words[c]=this.words[c];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,c=0;c<this.length;c++)this.words[c]=this.words[c+o];else this.words[0]=0,this.length=1;var u=0;for(c=this.length-1;c>=0&&(0!==u||c>=i);c--){var f=0|this.words[c];this.words[c]=u<<26-a|f>>>a,u=f&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r)&&!!(this.words[r]&i)},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!==(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c<s.length;c++)s.words[c]=0}var u=n.clone()._ishlnsubmul(i,1,l);0===u.negative&&(n=u,s&&(s.words[l]=1));for(var f=l-1;f>=0;f--){var h=67108864*(0|n.words[i.length+f])+(0|n.words[i.length+f-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(i,h,f);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(i,1,f),n.isZero()||(n.negative^=1);s&&(s.words[f]=h)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),c=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),f=e.clone();!e.isZero();){for(var h=0,p=1;0==(e.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(e.iushrn(h);h-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(u),o.isub(f)),i.iushrn(1),o.iushrn(1);for(var d=0,m=1;0==(r.words[0]&m)&&d<26;++d,m<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(f)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0==(e.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(e.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var f=0,h=1;0==(r.words[0]&h)&&f<26;++f,h<<=1);if(f>0)for(r.iushrn(f);f-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return 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numbers\"),this.red._verify1(this),this.red.sqr(this)},a.prototype.redISqr=function(){return n(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},a.prototype.redSqrt=function(){return n(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},a.prototype.redInvm=function(){return n(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},a.prototype.redNeg=function(){return n(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},a.prototype.redPow=function(t){return n(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var v={k256:null,p224:null,p192:null,p25519:null};function y(t,e){this.name=t,this.p=new a(e,16),this.n=this.p.bitLength(),this.k=new a(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function x(){y.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function b(){y.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function _(){y.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){y.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}y.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},y.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},y.prototype.split=function(t,e){t.iushrn(this.n,0,e)},y.prototype.imulK=function(t){return t.imul(this.k)},i(x,y),x.prototype.split=function(t,e){for(var r=Math.min(t.length,9),n=0;n<r;n++)e.words[n]=t.words[n];if(e.length=r,t.length<=9)return t.words[0]=0,void(t.length=1);var i=t.words[9];for(e.words[e.length++]=4194303&i,n=10;n<t.length;n++){var a=0|t.words[n];t.words[n-10]=(4194303&a)<<4|i>>>22,i=a}i>>>=22,t.words[n-10]=i,0===i&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(b,y),i(_,y),i(w,y),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(v[t])return v[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new b;else if(\"p192\"===t)e=new _;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return v[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),c=this.m.subn(1).iushrn(1),u=this.m.bitLength();for(u=new a(2*u*u).toRed(this);0!==this.pow(u,c).cmp(l);)u.redIAdd(l);for(var f=this.pow(u,i),h=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var m=p,g=0;0!==m.cmp(s);g++)m=m.redSqr();n(g<d);var v=this.pow(f,new a(1).iushln(d-g-1));h=h.redMul(v),f=v.redSqr(),p=p.redMul(f),d=g}return h},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var c=e.words[n],u=l-1;u>=0;u--){var f=c>>u&1;i!==r[0]&&(i=this.sqr(i)),0!==f||0!==o?(o<<=1,o|=f,(4===++s||0===n&&0===u)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var r=t.mul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),o=i;return i.cmp(this.m)>=0?o=i.isub(this.m):i.cmpn(0)<0&&(o=i.iadd(this.m)),o._forceRed(this)},k.prototype.invm=function(t){return this.imod(t._invmp(this.m).mul(this.r2))._forceRed(this)}}(void 0===e||e,this)},{buffer:2}],34:[function(t,e,r){\"use strict\";e.exports=function(t){var e,r,n,i=t.length,a=0;for(e=0;e<i;++e)a+=t[e].length;var o=new Array(a),s=0;for(e=0;e<i;++e){var l=t[e],c=l.length;for(r=0;r<c;++r){var u=o[s++]=new Array(c-1),f=0;for(n=0;n<c;++n)n!==r&&(u[f++]=l[n]);if(1&r){var h=u[1];u[1]=u[0],u[0]=h}}}return o}},{}],35:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){switch(arguments.length){case 1:return f(t);case 2:return\"function\"==typeof e?c(t,t,e,!0):h(t,e);case 3:return c(t,e,r,!1);default:throw new Error(\"box-intersect: Invalid arguments\")}};var n,i=t(\"typedarray-pool\"),a=t(\"./lib/sweep\"),o=t(\"./lib/intersect\");function s(t,e){for(var r=0;r<t;++r)if(!(e[r]<=e[r+t]))return!0;return!1}function l(t,e,r,n){for(var i=0,a=0,o=0,l=t.length;o<l;++o){var c=t[o];if(!s(e,c)){for(var u=0;u<2*e;++u)r[i++]=c[u];n[a++]=o}}return a}function c(t,e,r,n){var s=t.length,c=e.length;if(!(s<=0||c<=0)){var u=t[0].length>>>1;if(!(u<=0)){var f,h=i.mallocDouble(2*u*s),p=i.mallocInt32(s);if((s=l(t,u,h,p))>0){if(1===u&&n)a.init(s),f=a.sweepComplete(u,r,0,s,h,p,0,s,h,p);else{var d=i.mallocDouble(2*u*c),m=i.mallocInt32(c);(c=l(e,u,d,m))>0&&(a.init(s+c),f=1===u?a.sweepBipartite(u,r,0,s,h,p,0,c,d,m):o(u,r,n,s,h,p,c,d,m),i.free(d),i.free(m))}i.free(h),i.free(p)}return f}}}function u(t,e){n.push([t,e])}function f(t){return n=[],c(t,t,u,!0),n}function h(t,e){return n=[],c(t,e,u,!1),n}},{\"./lib/intersect\":37,\"./lib/sweep\":41,\"typedarray-pool\":308}],36:[function(t,e,r){\"use strict\";function n(t){return t?function(t,e,r,n,i,a,o,s,l,c,u){return i-n>l-s?function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=n,p=f*n;h<i;++h,p+=f){var d=a[e+p],m=a[e+p+t],g=o[h];t:for(var v=s,y=f*s;v<l;++v,y+=f){var x=c[e+y],b=c[e+y+t],_=u[v];if(!(b<d||m<x)){for(var w=e+1;w<t;++w){var T=a[w+p],k=a[w+t+p],A=c[w+y],M=c[w+t+y];if(k<A||M<T)continue t}var S=r(g,_);if(void 0!==S)return S}}}}(t,e,r,n,i,a,o,s,l,c,u):function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=s,p=f*s;h<l;++h,p+=f){var d=c[e+p],m=c[e+p+t],g=u[h];t:for(var v=n,y=f*n;v<i;++v,y+=f){var x=a[e+y],b=a[e+y+t],_=o[v];if(!(m<x||b<d)){for(var w=e+1;w<t;++w){var T=a[w+y],k=a[w+t+y],A=c[w+p],M=c[w+t+p];if(k<A||M<T)continue t}var S=r(_,g);if(void 0!==S)return S}}}}(t,e,r,n,i,a,o,s,l,c,u)}:function(t,e,r,n,i,a,o,s,l,c,u,f){return a-i>c-l?n?function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=n,p=f*n;h<i;++h,p+=f){var d=a[e+p],m=a[e+p+t],g=o[h];t:for(var v=s,y=f*s;v<l;++v,y+=f){var x=c[e+y],b=u[v];if(!(x<=d||m<x)){for(var _=e+1;_<t;++_){var w=a[_+p],T=a[_+t+p],k=c[_+y],A=c[_+t+y];if(T<k||A<w)continue t}var M=r(b,g);if(void 0!==M)return 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e=i.nextPow2(t);o.length<e&&(n.free(o),o=n.mallocInt32(e));s.length<e&&(n.free(s),s=n.mallocInt32(e));l.length<e&&(n.free(l),l=n.mallocInt32(e));c.length<e&&(n.free(c),c=n.mallocInt32(e));u.length<e&&(n.free(u),u=n.mallocInt32(e));f.length<e&&(n.free(f),f=n.mallocInt32(e));var r=8*e;h.length<r&&(n.free(h),h=n.mallocDouble(r))},sweepBipartite:function(t,e,r,n,i,u,f,m,g,v){for(var y=0,x=2*t,b=t-1,_=x-1,w=r;w<n;++w){var T=u[w],k=x*w;h[y++]=i[k+b],h[y++]=-(T+1),h[y++]=i[k+_],h[y++]=T}for(w=f;w<m;++w){T=v[w]+(1<<28);var A=x*w;h[y++]=g[A+b],h[y++]=-T,h[y++]=g[A+_],h[y++]=T}var M=y>>>1;a(h,M);var S=0,E=0;for(w=0;w<M;++w){var L=0|h[2*w+1];if(L>=1<<28)p(l,c,E--,L=L-(1<<28)|0);else if(L>=0)p(o,s,S--,L);else if(L<=-(1<<28)){L=-L-(1<<28)|0;for(var C=0;C<S;++C){if(void 0!==(P=e(o[C],L)))return P}d(l,c,E++,L)}else{L=-L-1|0;for(C=0;C<E;++C){var P;if(void 0!==(P=e(L,l[C])))return P}d(o,s,S++,L)}}},sweepComplete:function(t,e,r,n,i,m,g,v,y,x){for(var b=0,_=2*t,w=t-1,T=_-1,k=r;k<n;++k){var 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e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new h(this,n);r=i<=0?r.left:r.right}return new h(this,[])},l.remove=function(t){var e=this.find(t);return e?e.remove():this},l.get=function(t){for(var e=this._compare,r=this.root;r;){var n=e(t,r.key);if(0===n)return r.value;r=n<=0?r.left:r.right}};var p=h.prototype;function d(t,e){t.key=e.key,t.value=e.value,t.left=e.left,t.right=e.right,t._color=e._color,t._count=e._count}function m(t,e){return t<e?-1:t>e?1:0}Object.defineProperty(p,\"valid\",{get:function(){return this._stack.length>0}}),Object.defineProperty(p,\"node\",{get:function(){return this._stack.length>0?this._stack[this._stack.length-1]:null},enumerable:!0}),p.clone=function(){return new h(this.tree,this._stack.slice())},p.remove=function(){var t=this._stack;if(0===t.length)return this.tree;var e=new Array(t.length),r=t[t.length-1];e[e.length-1]=new n(r._color,r.key,r.value,r.left,r.right,r._count);for(var l=t.length-2;l>=0;--l){(r=t[l]).left===t[l+1]?e[l]=new n(r._color,r.key,r.value,e[l+1],r.right,r._count):e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count)}if((r=e[e.length-1]).left&&r.right){var c=e.length;for(r=r.left;r.right;)e.push(r),r=r.right;var u=e[c-1];e.push(new n(r._color,u.key,u.value,r.left,r.right,r._count)),e[c-1].key=r.key,e[c-1].value=r.value;for(l=e.length-2;l>=c;--l)r=e[l],e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count);e[c-1].left=e[c]}if(0===(r=e[e.length-1])._color){var f=e[e.length-2];f.left===r?f.left=null:f.right===r&&(f.right=null),e.pop();for(l=0;l<e.length;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(r.left||r.right){r.left?d(r,r.left):r.right&&d(r,r.right),r._color=1;for(l=0;l<e.length-1;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(1===e.length)return new s(this.tree._compare,null);for(l=0;l<e.length;++l)e[l]._count--;var h=e[e.length-2];return function(t){for(var e,r,n,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((r=t[l-1]).left===e){if((n=r.right).right&&0===n.right._color){if(s=(n=r.right=i(n)).right=i(n.right),r.right=n.left,n.left=r,n.right=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).left===r?c.left=n:c.right=n;return void(t[l-1]=n)}if(n.left&&0===n.left._color){if(s=(n=r.right=i(n)).left=i(n.left),r.right=s.left,n.left=s.right,s.left=r,s.right=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).left===r?c.left=s:c.right=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.right=a(0,n));r.right=a(0,n);continue}n=i(n),r.right=n.left,n.left=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).left===r?c.left=n:c.right=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((n=r.left).left&&0===n.left._color){if(s=(n=r.left=i(n)).left=i(n.left),r.left=n.right,n.right=r,n.left=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).right===r?c.right=n:c.left=n;return void(t[l-1]=n)}if(n.right&&0===n.right._color){if(s=(n=r.left=i(n)).right=i(n.right),r.left=s.right,n.right=s.left,s.right=r,s.left=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).right===r?c.right=s:c.left=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.left=a(0,n));r.left=a(0,n);continue}var c;n=i(n),r.left=n.right,n.right=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).right===r?c.right=n:c.left=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(e),h.left===r?h.left=null:h.right=null,new s(this.tree._compare,e[0])},Object.defineProperty(p,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(p,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(p,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),p.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),p.update=function(t){var e=this._stack;if(0===e.length)throw new Error(\"Can't update empty node!\");var r=new Array(e.length),i=e[e.length-1];r[r.length-1]=new n(i._color,i.key,t,i.left,i.right,i._count);for(var a=e.length-2;a>=0;--a)(i=e[a]).left===e[a+1]?r[a]=new n(i._color,i.key,i.value,r[a+1],i.right,i._count):r[a]=new n(i._color,i.key,i.value,i.left,r[a+1],i._count);return new s(this.tree._compare,r[0])},p.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},{}],70:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=new u(t);return r.update(e),r};var n=t(\"./lib/text.js\"),i=t(\"./lib/lines.js\"),a=t(\"./lib/background.js\"),o=t(\"./lib/cube.js\"),s=t(\"./lib/ticks.js\"),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function c(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function u(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=\"sans-serif\",this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[0,0,0],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var f=u.prototype;function h(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}f.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?Array.isArray(a)&&Array.isArray(a[0]):Array.isArray(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),c=e.bind(this,!0,(function(t){if(Array.isArray(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]})),u=!1,f=!1;if(\"bounds\"in t)for(var h=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)h[p][d]!==this.bounds[p][d]&&(f=!0),this.bounds[p][d]=h[p][d];if(\"ticks\"in t){r=t.ticks,u=!0,this.autoTicks=!1;for(p=0;p<3;++p)this.tickSpacing[p]=0}else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,u=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),u=!0),u){for(p=0;p<3;++p)r[p].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?u=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(u=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),c(\"tickColor\");var m=l(\"labels\");l(\"labelFont\")&&(m=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),c(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),c(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),c(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),c(\"gridColor\"),o(\"zeroEnable\"),c(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),c(\"backgroundColor\"),this._text?this._text&&(m||u)&&this._text.update(this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont):this._text=n(this.gl,this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont),this._lines&&u&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new h,new h,new h];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,c=n[e],u=0;u<3;++u)if(e!==u){var f=a,h=s,p=o,d=l;c&1<<u&&(f=s,h=a,p=l,d=o),f[u]=r[0][u],h[u]=r[1][u],i[u]>0?(p[u]=-1,d[u]=0):(p[u]=0,d[u]=1)}}var m=[0,0,0],g={model:l,view:l,projection:l,_ortho:!1};f.isOpaque=function(){return!0},f.isTransparent=function(){return!1},f.drawTransparent=function(t){};var v=[0,0,0],y=[0,0,0],x=[0,0,0];f.draw=function(t){t=t||g;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,u=o(r,n,i,a,s),f=u.cubeEdges,h=u.axis,b=n[12],_=n[13],w=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=f[A],this.lastCubeProps.axis[A]=h[A];var M=p;for(A=0;A<3;++A)d(p[A],A,this.bounds,f,h);e=this.gl;var S,E=m;for(A=0;A<3;++A)this.backgroundEnable[A]?E[A]=h[A]:E[A]=0;this._background.draw(r,n,i,a,E,this.backgroundColor),this._lines.bind(r,n,i,this);for(A=0;A<3;++A){var L=[0,0,0];h[A]>0?L[A]=a[1][A]:L[A]=a[0][A];for(var C=0;C<2;++C){var P=(A+1+C)%3,I=(A+1+(1^C))%3;this.gridEnable[P]&&this._lines.drawGrid(P,I,this.bounds,L,this.gridColor[P],this.gridWidth[P]*this.pixelRatio)}for(C=0;C<2;++C){P=(A+1+C)%3,I=(A+1+(1^C))%3;this.zeroEnable[I]&&Math.min(a[0][I],a[1][I])<=0&&Math.max(a[0][I],a[1][I])>=0&&this._lines.drawZero(P,I,this.bounds,L,this.zeroLineColor[I],this.zeroLineWidth[I]*this.pixelRatio)}}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var O=c(v,M[A].primalMinor),z=c(y,M[A].mirrorMinor),D=this.lineTickLength;for(C=0;C<3;++C){var R=k/r[5*C];O[C]*=D[C]*R,z[C]*=D[C]*R}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,O,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,z,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio);var F,B;function N(t){(B=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,H=c(x,M[A].primalOffset);for(C=0;C<3;++C)this.lineTickEnable[A]&&(H[C]+=k*U[C]*Math.max(this.lineTickLength[C],0)/r[5*C]);var q=[0,0,0];if(q[A]=1,this.tickEnable[A]){-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,F=1,\"auto\"===(S=[this.tickAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),B=[0,0,0],j(A,U,V);for(C=0;C<3;++C)H[C]+=k*U[C]*this.tickPad[C]/r[5*C];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],H,this.tickColor[A],q,B,S)}if(this.labelEnable[A]){F=0,B=[0,0,0],this.labels[A].length>4&&(N(A),F=1),\"auto\"===(S=[this.labelAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]);for(C=0;C<3;++C)H[C]+=k*U[C]*this.labelPad[C]/r[5*C];H[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],H,this.labelColor[A],[0,0,0],B,S)}}this._text.unbind()},f.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},{\"./lib/background.js\":71,\"./lib/cube.js\":72,\"./lib/lines.js\":73,\"./lib/text.js\":75,\"./lib/ticks.js\":76}],71:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var c=(l+1)%3,u=(l+2)%3,f=[0,0,0],h=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),f[l]=p,h[l]=p;for(var d=-1;d<=1;d+=2){f[c]=d;for(var m=-1;m<=1;m+=2)f[u]=m,e.push(f[0],f[1],f[2],h[0],h[1],h[2]),s+=1}var g=c;c=u,u=g}var v=n(t,new Float32Array(e)),y=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:v,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:v,type:t.FLOAT,size:3,offset:12,stride:24}],y),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,v,x,b)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],72:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var y=0,x=0;x<2;++x){u[2]=a[x][2];for(var b=0;b<2;++b){u[1]=a[b][1];for(var _=0;_<2;++_)u[0]=a[_][0],h(l[y],u,s),y+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)c[x][k]=l[x][k]/T;p&&(c[x][2]*=-1),T<0&&(w<0||c[x][2]<c[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,L=-1,C=0;C<2;++C){var P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);o(c[O],c[P],c[I],f)<0||(C?E=1:L=1)}if(E<0||L<0)L>E&&(w|=1<<A);else{for(C=0;C<2;++C){P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);var O,z=d([l[O],l[P],l[I],l[O+(1<<M)+(1<<S)]]);C?E=z:L=z}L>E&&(w|=1<<A)}}}var D=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==D&&(R<0||c[R][1]>c[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x){if((N=R^1<<x)!==w&&N!==D)F<0&&(F=N),(S=c[N])[0]<c[F][0]&&(F=N)}var B=-1;for(x=0;x<3;++x){var N;if((N=R^1<<x)!==w&&N!==D&&N!==F)B<0&&(B=N),(S=c[N])[0]>c[B][0]&&(B=N)}var j=m;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===D?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=g,H=w;for(A=0;A<3;++A)V[A]=H&1<<A?-1:1;return v};var n=t(\"bit-twiddle\"),i=t(\"gl-mat4/multiply\"),a=t(\"split-polygon\"),o=t(\"robust-orientation\"),s=new Array(16),l=new Array(8),c=new Array(8),u=new Array(3),f=[0,0,0];function h(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],c[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],c=s[0]/s[3]-n,u=s[1]/s[3]-i,f=l[0]/l[3]-n,h=l[1]/l[3]-i;o+=Math.abs(c*h-u*f)}return o}var m=[1,1,1],g=[0,0,0],v={cubeEdges:m,axis:g}},{\"bit-twiddle\":32,\"gl-mat4/multiply\":100,\"robust-orientation\":284,\"split-polygon\":300}],73:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var f=0;f<3;++f){for(var h=o.length/3|0,d=0;d<r[f].length;++d){var m=+r[f][d].x;o.push(m,0,1,m,1,1,m,0,-1,m,0,-1,m,1,1,m,1,-1)}var g=o.length/3|0;s[f]=h,l[f]=g-h;h=o.length/3|0;for(var v=0;v<r[f].length;++v){m=+r[f][v].x;o.push(m,0,1,m,1,1,m,0,-1,m,0,-1,m,1,1,m,1,-1)}g=o.length/3|0;c[f]=h,u[f]=g-h}var y=n(t,new Float32Array(o)),x=i(t,[{buffer:y,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,y,x,b,l,s,u,c)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").line,o=[0,0,0],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[1,1];function f(t){return t[0]=t[1]=t[2]=0,t}function h(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,u[0]=this.gl.drawingBufferWidth,u[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=u,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=f(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,u=h(c,r);u[t]+=e[0][t],this.shader.uniforms.offset=u,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=f(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=f(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=f(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=f(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var u=f(s);u[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=u;var p=h(c,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=f(o);d[t]=1,this.shader.uniforms.majorAxis=d;var m=f(l);m[t]=1,this.shader.uniforms.screenAxis=m,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=f(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var u=h(c,n);u[t]+=r[0][t],this.shader.uniforms.offset=u;var p=f(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],74:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.line=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.text=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * view * model * vec4(nPosition, 1.0);\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);r.bg=function(t){return i(t,c,u,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},{\"gl-shader\":132,glslify:231}],75:[function(t,e,r){(function(r){(function(){\"use strict\";e.exports=function(t,e,r,a,s,l){var u=n(t),f=i(t,[{buffer:u,size:3}]),h=o(t);h.attributes.position.location=0;var p=new c(t,h,u,f);return p.update(e,r,a,s,l),p};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"vectorize-text\"),o=t(\"./shaders\").text,s=window||r.global||{},l=s.__TEXT_CACHE||{};s.__TEXT_CACHE={};function c(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}var u=c.prototype,f=[0,0];u.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,f[0]=this.gl.drawingBufferWidth,f[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=f},u.unbind=function(){this.vao.unbind()},u.update=function(t,e,r,n,i){var o=[];function s(t,e,r,n,i,s){var c=l[r];c||(c=l[r]={});var u=c[e];u||(u=c[e]=function(t,e){try{return a(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var f=(n||12)/12,h=u.positions,p=u.cells,d=0,m=p.length;d<m;++d)for(var g=p[d],v=2;v>=0;--v){var y=h[g[v]];o.push(f*y[0],-f*y[1],t)}}for(var c=[0,0,0],u=[0,0,0],f=[0,0,0],h=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){f[d]=o.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),h[d]=(o.length/3|0)-f[d],c[d]=o.length/3|0;for(var m=0;m<n[d].length;++m)n[d][m].text&&s(n[d][m].x,n[d][m].text,n[d][m].font||i,n[d][m].fontSize||12,1.25,p);u[d]=(o.length/3|0)-c[d]}this.buffer.update(o),this.tickOffset=c,this.tickCount=u,this.labelOffset=f,this.labelCount=h},u.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},u.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},u.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}}).call(this)}).call(this,t(\"_process\"))},{\"./shaders\":74,_process:5,\"gl-buffer\":78,\"gl-vao\":150,\"vectorize-text\":311}],76:[function(t,e,r){\"use strict\";function n(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,c=o%a;o<0?(l=0|-Math.ceil(l),c=0|-c):(l=0|Math.floor(l),c|=0);var u=\"\"+l;if(o<0&&(u=\"-\"+u),i){for(var f=\"\"+c;f.length<i;)f=\"0\"+f;return u+\".\"+f}return u}r.create=function(t,e){for(var r=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:n(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:n(e[i],o)});r.push(a)}return r},r.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},{}],77:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,l,f){var h=e.model||c,p=e.view||c,v=e.projection||c,y=e._ortho||!1,x=t.bounds,b=(f=f||a(h,p,v,x,y)).axis;o(u,p,h),o(u,v,u);for(var _=m,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var T=n(s(u,u));s(u,u);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=g;t:for(w=0;w<2;++w){var E=[];if(b[k]<0!=!!w){S[k]=x[w][k];for(var L=0;L<2;++L){S[A]=x[L^w][A];for(var C=0;C<2;++C)S[M]=x[C^L^w][M],E.push(S.slice())}var P=y?5:4;for(L=P;L===P;++L){if(0===E.length)continue t;E=i.positive(E,T[L])}for(L=0;L<E.length;++L){M=E[L];var I=d(g,u,M,r,l);for(C=0;C<3;++C)_[C].lo=Math.min(_[C].lo,M[C]),_[C].hi=Math.max(_[C].hi,M[C]),C!==k&&(_[C].pixelsPerDataUnit=Math.min(_[C].pixelsPerDataUnit,Math.abs(I[C])))}}}}return _};var n=t(\"extract-frustum-planes\"),i=t(\"split-polygon\"),a=t(\"./lib/cube.js\"),o=t(\"gl-mat4/multiply\"),s=t(\"gl-mat4/transpose\"),l=t(\"gl-vec4/transformMat4\"),c=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),u=new Float32Array(16);function f(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var h=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=h,s=p,c=0;c<3;++c)s[c]=o[c]=r[c];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var u=(o[0]/o[3]-s[0]/s[3])*n,f=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(u*u+f*f)}return t}var m=[new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0)],g=[0,0,0]},{\"./lib/cube.js\":72,\"extract-frustum-planes\":67,\"gl-mat4/multiply\":100,\"gl-mat4/transpose\":109,\"gl-vec4/transformMat4\":221,\"split-polygon\":300}],78:[function(t,e,r){\"use strict\";var n=t(\"typedarray-pool\"),i=t(\"ndarray-ops\"),a=t(\"ndarray\"),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function c(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function u(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&void 0!==t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER)r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\";if(r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=c(this.gl,this.type,this.length,this.usage,t.data,e):this.length=c(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=c(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var f;f=this.type===this.gl.ELEMENT_ARRAY_BUFFER?u(t,\"uint16\"):u(t,\"float32\"),this.length=c(this.gl,this.type,this.length,this.usage,e<0?f:f.subarray(0,t.length),e),n.free(f)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=c(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},e.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},{ndarray:259,\"ndarray-ops\":254,\"typedarray-pool\":308}],79:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\");e.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),a;for(var o=0,s=1/0,l=-1/0,c=1/0,u=-1/0,f=1/0,h=-1/0,p=null,d=null,m=[],g=1/0,v=!1,y=0;y<r.length;y++){var x=r[y];s=Math.min(x[0],s),l=Math.max(x[0],l),c=Math.min(x[1],c),u=Math.max(x[1],u),f=Math.min(x[2],f),h=Math.max(x[2],h);var b=i[y];if(n.length(b)>o&&(o=n.length(b)),y){var _=2*n.distance(p,x)/(n.length(d)+n.length(b));_?(g=Math.min(g,_),v=!1):v=!0}v||(p=x,d=b),m.push(b)}var w=[s,c,f],T=[l,u,h];e&&(e[0]=w,e[1]=T),0===o&&(o=1);var k=1/o;isFinite(g)||(g=1),a.vectorScale=g;var A=t.coneSize||.5;t.absoluteConeSize&&(A=t.absoluteConeSize*k),a.coneScale=A;y=0;for(var M=0;y<r.length;y++)for(var S=(x=r[y])[0],E=x[1],L=x[2],C=m[y],P=n.length(C)*k,I=0;I<8;I++){a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var O=a.positions.length;a.cells.push([O-6,O-5,O-4],[O-3,O-2,O-1])}return a};var i=t(\"./lib/shaders\");e.exports.createMesh=t(\"./create_mesh\"),e.exports.createConeMesh=function(t,r){return e.exports.createMesh(t,r,{shaders:i,traceType:\"cone\"})}},{\"./create_mesh\":80,\"./lib/shaders\":81,\"gl-vec3\":169}],80:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"gl-mat4/multiply\"),l=t(\"gl-mat4/invert\"),c=t(\"ndarray\"),u=t(\"colormap\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e,r,n,i,a,o,s,l,c,u){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=c,this.triangleCount=0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.traceType=u,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=f,this._view=f,this._projection=f,this._resolution=[1,1]}var p=h.prototype;function d(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}function m(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=u({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return c(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],o=[],s=[],l=[],f=[];this.cells=r,this.positions=n,this.vectors=i;var h=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,m=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],m=+t.vertexIntensityBounds[1];else for(var g=0;g<p.length;++g){var v=p[g];d=Math.min(d,v),m=Math.max(m,v)}else for(g=0;g<n.length;++g){v=n[g][2];d=Math.min(d,v),m=Math.max(m,v)}this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(g=0;g<n.length;++g)for(var y=n[g],x=0;x<3;++x)!isNaN(y[x])&&isFinite(y[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],y[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],y[x]));var b=0;t:for(g=0;g<r.length;++g){var _=r[g];switch(_.length){case 3:for(x=0;x<3;++x){y=n[T=_[x]];for(var w=0;w<3;++w)if(isNaN(y[w])||!isFinite(y[w]))continue t}for(x=0;x<3;++x){var T;y=n[T=_[2-x]];a.push(y[0],y[1],y[2],y[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=h;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(m-d),0]:[(y[2]-d)/(m-d),0],l.push(A[0],A[1]),f.push(g)}b+=1}}this.triangleCount=b,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(f))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var c={model:r,view:n,projection:i,inverseModel:f.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};c.inverseModel=l(c.inverseModel,c.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);s(u,c.view,c.model),s(u,c.projection,u),l(u,u);for(o=0;o<3;++o)c.eyePosition[o]=u[12+o]/u[15];var h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];c.lightPosition[o]=p/h}if(this.triangleCount>0){var m=this.triShader;m.bind(),m.uniforms=c,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind())},p.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleIds.dispose()},e.exports=function(t,e,r){var n=r.shaders;1===arguments.length&&(t=(e=t).gl);var s=d(t,n),l=m(t,n),u=o(t,c(new Uint8Array([255,255,255,255]),[1,1,4]));u.generateMipmap(),u.minFilter=t.LINEAR_MIPMAP_LINEAR,u.magFilter=t.LINEAR;var f=i(t),p=i(t),g=i(t),v=i(t),y=i(t),x=a(t,[{buffer:f,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:g,type:t.FLOAT,size:4},{buffer:v,type:t.FLOAT,size:2},{buffer:p,type:t.FLOAT,size:4}]),b=new h(t,u,s,l,f,p,y,g,v,x,r.traceType||\"cone\");return b.update(e),b}},{colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],81:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector.xyz), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * view * conePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},{glslify:231}],82:[function(t,e,r){e.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34e3:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORM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t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function d(t,e,r,n,i,a,o,s){this.gl=t,this._shape=[0|e,0|r],this._destroyed=!1,this._ext=s,this.color=new Array(i);for(var d=0;d<i;++d)this.color[d]=null;this._color_rb=null,this.depth=null,this._depth_rb=null,this._colorType=n,this._useDepth=a,this._useStencil=o;var m=this,g=[0|e,0|r];Object.defineProperties(g,{0:{get:function(){return m._shape[0]},set:function(t){return m.width=t}},1:{get:function(){return m._shape[1]},set:function(t){return m.height=t}}}),this._shapeVector=g,function(t){var e=c(t.gl),r=t.gl,n=t.handle=r.createFramebuffer(),i=t._shape[0],a=t._shape[1],o=t.color.length,s=t._ext,d=t._useStencil,m=t._useDepth,g=t._colorType;r.bindFramebuffer(r.FRAMEBUFFER,n);for(var v=0;v<o;++v)t.color[v]=h(r,i,a,g,r.RGBA,r.COLOR_ATTACHMENT0+v);0===o?(t._color_rb=p(r,i,a,r.RGBA4,r.COLOR_ATTACHMENT0),s&&s.drawBuffersWEBGL(l[0])):o>1&&s.drawBuffersWEBGL(l[o]);var y=r.getExtension(\"WEBGL_depth_texture\");y?d?t.depth=h(r,i,a,y.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):m&&(t.depth=h(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):m&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):m?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null);for(v=0;v<t.color.length;++v)t.color[v].dispose(),t.color[v]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),u(r,e),f(x)}u(r,e)}(this)}var m=d.prototype;function g(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=c(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),u(n,a),f(s)),u(n,a)}}Object.defineProperties(m,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return g(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return g(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,g(this,this._shape[0],t),t},enumerable:!1}}),m.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},m.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},{\"gl-texture2d\":146}],87:[function(t,e,r){var n=t(\"sprintf-js\").sprintf,i=t(\"gl-constants/lookup\"),a=t(\"glsl-shader-name\"),o=t(\"add-line-numbers\");e.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var c=n(\"Error compiling %s shader %s:\\n\",l,s),u=n(\"%s%s\",c,t),f=t.split(\"\\n\"),h={},p=0;p<f.length;p++){var d=f[p];if(\"\"!==d&&\"\\0\"!==d){var m=parseInt(d.split(\":\")[2]);if(isNaN(m))throw new Error(n(\"Could not parse error: %s\",d));h[m]=d}}var g=o(e).split(\"\\n\");for(p=0;p<g.length;p++)if(h[p+3]||h[p+2]||h[p+1]){var v=g[p];if(c+=v+\"\\n\",h[p+1]){var y=h[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),c+=n(\"^^^ %s\\n\\n\",y)}}return{long:c.trim(),short:u.trim()}}},{\"add-line-numbers\":9,\"gl-constants/lookup\":83,\"glsl-shader-name\":223,\"sprintf-js\":301}],88:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=t.gl,n=o(r,l.vertex,l.fragment),i=o(r,l.pickVertex,l.pickFragment),a=s(r),u=s(r),f=s(r),h=s(r),p=new c(t,n,i,a,u,f,h);return p.update(e),t.addObject(p),p};var n=t(\"binary-search-bounds\"),i=t(\"iota-array\"),a=t(\"typedarray-pool\"),o=t(\"gl-shader\"),s=t(\"gl-buffer\"),l=t(\"./lib/shaders\");function c(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var u,f=c.prototype,h=[0,0,1,0,0,1,1,0,1,1,0,1];f.draw=(u=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],c=a[3]-a[1];u[0]=2*o/l,u[4]=2*s/c,u[6]=2*(r[0]-a[0])/l-1,u[7]=2*(r[1]-a[1])/c-1,e.bind();var f=e.uniforms;f.viewTransform=u,f.shape=this.shape;var h=e.attributes;this.positionBuffer.bind(),h.position.pointer(),this.weightBuffer.bind(),h.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),h.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),f.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,c=a[2]-a[0],u=a[3]-a[1],f=l[2]-l[0],h=l[3]-l[1];t[0]=2*c/f,t[4]=2*u/h,t[6]=2*(a[0]-l[0])/f-1,t[7]=2*(a[1]-l[1])/h-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var m=i.attributes;return this.positionBuffer.bind(),m.position.pointer(),this.weightBuffer.bind(),m.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),m.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),f.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},f.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var c,u,f,p,d=t.colorLevels||[0],m=t.colorValues||[0,0,0,1],g=d.length,v=this.bounds;l?(c=v[0]=r[0],u=v[1]=o[0],f=v[2]=r[r.length-1],p=v[3]=o[o.length-1]):(c=v[0]=r[0]+(r[1]-r[0])/2,u=v[1]=o[0]+(o[1]-o[0])/2,f=v[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=v[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var y=1/(f-c),x=1/(p-u),b=e[0],_=e[1];this.shape=[b,_];var w=(l?(b-1)*(_-1):b*_)*(h.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?b-1:b,L=l?_-1:_,C=0;C<L;++C){var P,I;l?(P=x*(o[C]-u),I=x*(o[C+1]-u)):(P=C<_-1?x*(o[C]-(o[C+1]-o[C])/2-u):x*(o[C]-(o[C]-o[C-1])/2-u),I=C<_-1?x*(o[C]+(o[C+1]-o[C])/2-u):x*(o[C]+(o[C]-o[C-1])/2-u));for(var O=0;O<E;++O){var z,D;l?(z=y*(r[O]-c),D=y*(r[O+1]-c)):(z=O<b-1?y*(r[O]-(r[O+1]-r[O])/2-c):y*(r[O]-(r[O]-r[O-1])/2-c),D=O<b-1?y*(r[O]+(r[O+1]-r[O])/2-c):y*(r[O]+(r[O]-r[O-1])/2-c));for(var R=0;R<h.length;R+=2){var F,B,N,j,U=h[R],V=h[R+1],H=s[l?(C+V)*b+(O+U):C*b+O],q=n.le(d,H);if(q<0)F=m[0],B=m[1],N=m[2],j=m[3];else if(q===g-1)F=m[4*g-4],B=m[4*g-3],N=m[4*g-2],j=m[4*g-1];else{var G=(H-d[q])/(d[q+1]-d[q]),Y=1-G,W=4*q,X=4*(q+1);F=Y*m[W]+G*m[X],B=Y*m[W+1]+G*m[X+1],N=Y*m[W+2]+G*m[X+2],j=Y*m[W+3]+G*m[X+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*z+.5*D,k[2*S+1]=.5*P+.5*I,A[2*S]=U,A[2*S+1]=V,M[S]=C*b+O,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},f.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},{\"./lib/shaders\":89,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"iota-array\":235,\"typedarray-pool\":308}],89:[function(t,e,r){\"use strict\";var n=t(\"glslify\");e.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},{glslify:231}],90:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  float m = av * pow(2.0, -e) - 1.0;\\n\\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n\\n  //Unpack exponent\\n  float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0;\\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];r.createShader=function(t){return i(t,a,o,null,l)},r.createPickShader=function(t){return i(t,a,s,null,l)}},{\"gl-shader\":132,glslify:231}],91:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=f(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=h(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),l=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),u=c(new Array(1024),[256,1,4]),p=0;p<1024;++p)u.data[p]=255;var d=a(e,u);d.wrap=e.REPEAT;var m=new v(e,r,o,s,l,d);return m.update(t),m};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"gl-texture2d\"),o=new Uint8Array(4),s=new Float32Array(o.buffer);var l=t(\"binary-search-bounds\"),c=t(\"ndarray\"),u=t(\"./lib/shaders\"),f=u.createShader,h=u.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function m(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function g(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function v(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var y=v.prototype;y.isTransparent=function(){return this.hasAlpha},y.isOpaque=function(){return!this.hasAlpha},y.pickSlots=1,y.setPickBase=function(t){this.pickId=t},y.drawTransparent=y.draw=function(t){if(this.vertexCount){var e=this.gl,r=this.shader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,clipBounds:m(this.clipBounds),dashTexture:this.texture.bind(),dashScale:this.dashScale/this.arcLength[this.arcLength.length-1],opacity:this.opacity,screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.drawPick=function(t){if(this.vertexCount){var e=this.gl,r=this.pickShader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,pickId:this.pickId,clipBounds:m(this.clipBounds),screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.update=function(t){var e,r;this.dirty=!0;var n=!!t.connectGaps;\"dashScale\"in t&&(this.dashScale=t.dashScale),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var i=[],a=[],o=[],s=0,u=0,f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],h=t.position||t.positions;if(h){var p=t.color||t.colors||[0,0,0,1],m=t.lineWidth||1,g=!1;t:for(e=1;e<h.length;++e){var v,y,x,b=h[e-1],_=h[e];for(a.push(s),o.push(b.slice()),r=0;r<3;++r){if(isNaN(b[r])||isNaN(_[r])||!isFinite(b[r])||!isFinite(_[r])){if(!n&&i.length>0){for(var w=0;w<24;++w)i.push(i[i.length-12]);u+=2,g=!0}continue t}f[0][r]=Math.min(f[0][r],b[r],_[r]),f[1][r]=Math.max(f[1][r],b[r],_[r])}Array.isArray(p[0])?(v=p.length>e-1?p[e-1]:p.length>0?p[p.length-1]:[0,0,0,1],y=p.length>e?p[e]:p.length>0?p[p.length-1]:[0,0,0,1]):v=y=p,3===v.length&&(v=[v[0],v[1],v[2],1]),3===y.length&&(y=[y[0],y[1],y[2],1]),!this.hasAlpha&&v[3]<1&&(this.hasAlpha=!0),x=Array.isArray(m)?m.length>e-1?m[e-1]:m.length>0?m[m.length-1]:[0,0,0,1]:m;var T=s;if(s+=d(b,_),g){for(r=0;r<2;++r)i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3]);u+=2,g=!1}i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3],b[0],b[1],b[2],_[0],_[1],_[2],T,-x,v[0],v[1],v[2],v[3],_[0],_[1],_[2],b[0],b[1],b[2],s,-x,y[0],y[1],y[2],y[3],_[0],_[1],_[2],b[0],b[1],b[2],s,x,y[0],y[1],y[2],y[3]),u+=4}}if(this.buffer.update(i),a.push(s),o.push(h[h.length-1].slice()),this.bounds=f,this.vertexCount=u,this.points=o,this.arcLength=a,\"dashes\"in t){var k=t.dashes.slice();for(k.unshift(0),e=1;e<k.length;++e)k[e]=k[e-1]+k[e];var A=c(new Array(1024),[256,1,4]);for(e=0;e<256;++e){for(r=0;r<4;++r)A.set(e,0,r,0);1&l.le(k,k[k.length-1]*e/255)?A.set(e,0,0,0):A.set(e,0,0,255)}this.texture.setPixels(A)}},y.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()},y.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=function(t,e,r,n){return o[0]=n,o[1]=r,o[2]=e,o[3]=t,s[0]}(t.value[0],t.value[1],t.value[2],0),r=l.le(this.arcLength,e);if(r<0)return null;if(r===this.arcLength.length-1)return new g(this.arcLength[this.arcLength.length-1],this.points[this.points.length-1].slice(),r);for(var n=this.points[r],i=this.points[Math.min(r+1,this.points.length-1)],a=(e-this.arcLength[r])/(this.arcLength[r+1]-this.arcLength[r]),c=1-a,u=[0,0,0],f=0;f<3;++f)u[f]=c*n[f]+a*i[f];var h=Math.min(a<.5?r:r+1,this.points.length-1);return new g(e,u,h,this.points[h])}},{\"./lib/shaders\":90,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],92:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e}},{}],93:[function(t,e,r){e.exports=function(){var t=new Float32Array(16);return 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t[0]=1-(p+m),t[1]=f+y,t[2]=h-v,t[3]=0,t[4]=f-y,t[5]=1-(u+m),t[6]=d+g,t[7]=0,t[8]=h+v,t[9]=d-g,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],97:[function(t,e,r){e.exports=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],98:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=e[4],s=e[5],l=e[6],c=e[7],u=e[8],f=e[9],h=e[10],p=e[11],d=e[12],m=e[13],g=e[14],v=e[15],y=r*s-n*o,x=r*l-i*o,b=r*c-a*o,_=n*l-i*s,w=n*c-a*s,T=i*c-a*l,k=u*m-f*d,A=u*g-h*d,M=u*v-p*d,S=f*g-h*m,E=f*v-p*m,L=h*v-p*g,C=y*L-x*E+b*S+_*M-w*A+T*k;if(!C)return null;return C=1/C,t[0]=(s*L-l*E+c*S)*C,t[1]=(i*E-n*L-a*S)*C,t[2]=(m*T-g*w+v*_)*C,t[3]=(h*w-f*T-p*_)*C,t[4]=(l*M-o*L-c*A)*C,t[5]=(r*L-i*M+a*A)*C,t[6]=(g*b-d*T-v*x)*C,t[7]=(u*T-h*b+p*x)*C,t[8]=(o*E-s*M+c*k)*C,t[9]=(n*M-r*E-a*k)*C,t[10]=(d*w-m*b+v*y)*C,t[11]=(f*b-u*w-p*y)*C,t[12]=(s*A-o*S-l*k)*C,t[13]=(r*S-n*A+i*k)*C,t[14]=(m*x-d*_-g*y)*C,t[15]=(u*_-f*x+h*y)*C,t}},{}],99:[function(t,e,r){var n=t(\"./identity\");e.exports=function(t,e,r,i){var a,o,s,l,c,u,f,h,p,d,m=e[0],g=e[1],v=e[2],y=i[0],x=i[1],b=i[2],_=r[0],w=r[1],T=r[2];if(Math.abs(m-_)<1e-6&&Math.abs(g-w)<1e-6&&Math.abs(v-T)<1e-6)return n(t);f=m-_,h=g-w,p=v-T,d=1/Math.sqrt(f*f+h*h+p*p),a=x*(p*=d)-b*(h*=d),o=b*(f*=d)-y*p,s=y*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=h*s-p*o,c=p*a-f*s,u=f*o-h*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=c,t[6]=h,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*m+o*g+s*v),t[13]=-(l*m+c*g+u*v),t[14]=-(f*m+h*g+p*v),t[15]=1,t}},{\"./identity\":97}],100:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],m=e[12],g=e[13],v=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*m,t[1]=x*i+b*l+_*h+w*g,t[2]=x*a+b*c+_*p+w*v,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*m,t[5]=x*i+b*l+_*h+w*g,t[6]=x*a+b*c+_*p+w*v,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*m,t[9]=x*i+b*l+_*h+w*g,t[10]=x*a+b*c+_*p+w*v,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*m,t[13]=x*i+b*l+_*h+w*g,t[14]=x*a+b*c+_*p+w*v,t[15]=x*o+b*u+_*d+w*y,t}},{}],101:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],102:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],103:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);if(Math.abs(P)<1e-6)return null;E*=P=1/P,L*=P,C*=P,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],f=e[4],h=e[5],p=e[6],d=e[7],m=e[8],g=e[9],v=e[10],y=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+m*_,t[1]=l*x+h*b+g*_,t[2]=c*x+p*b+v*_,t[3]=u*x+d*b+y*_,t[4]=s*w+f*T+m*k,t[5]=l*w+h*T+g*k,t[6]=c*w+p*T+v*k,t[7]=u*w+d*T+y*k,t[8]=s*A+f*M+m*S,t[9]=l*A+h*M+g*S,t[10]=c*A+p*M+v*S,t[11]=u*A+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],104:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},{}],105:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},{}],106:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],f=e[6],h=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},{}],107:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],108:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,f,h,p,d,m=r[0],g=r[1],v=r[2];e===t?(t[12]=e[0]*m+e[4]*g+e[8]*v+e[12],t[13]=e[1]*m+e[5]*g+e[9]*v+e[13],t[14]=e[2]*m+e[6]*g+e[10]*v+e[14],t[15]=e[3]*m+e[7]*g+e[11]*v+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*m+s*g+f*v+e[12],t[13]=i*m+l*g+h*v+e[13],t[14]=a*m+c*g+p*v+e[14],t[15]=o*m+u*g+d*v+e[15]);return t}},{}],109:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],110:[function(t,e,r){\"use strict\";var n=t(\"barycentric\"),i=t(\"polytope-closest-point/lib/closest_point_2d.js\");function a(t,e){for(var r=[0,0,0,0],n=0;n<4;++n)for(var i=0;i<4;++i)r[i]+=t[4*n+i]*e[n];return r}function o(t,e,r,n,i){for(var o=a(n,a(r,a(e,[t[0],t[1],t[2],1]))),s=0;s<3;++s)o[s]/=o[3];return[.5*i[0]*(1+o[0]),.5*i[1]*(1-o[1])]}function s(t,e){for(var r=[0,0,0],n=0;n<t.length;++n)for(var i=t[n],a=e[n],o=0;o<3;++o)r[o]+=a*i[o];return r}e.exports=function(t,e,r,a,l,c){if(1===t.length)return[0,t[0].slice()];for(var u=new Array(t.length),f=0;f<t.length;++f)u[f]=o(t[f],r,a,l,c);var h=0,p=1/0;for(f=0;f<u.length;++f){for(var d=0,m=0;m<2;++m)d+=Math.pow(u[f][m]-e[m],2);d<p&&(p=d,h=f)}var g=function(t,e){if(2===t.length){for(var r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return r=Math.sqrt(r),a=Math.sqrt(a),r+a<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(u,e),v=0;for(f=0;f<3;++f){if(g[f]<-.001||g[f]>1.0001)return null;v+=g[f]}if(Math.abs(v-1)>.001)return null;return[h,s(t,g),g]}},{barycentric:14,\"polytope-closest-point/lib/closest_point_2d.js\":270}],111:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * view * model * vec4(position, 1.0);\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * view * model * vec4(position, 1.0);\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.pointShader={vertex:l,fragment:c,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},r.pickShader={vertex:u,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},r.pointPickShader={vertex:h,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},r.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},{glslify:231}],112:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"normals\"),l=t(\"gl-mat4/multiply\"),c=t(\"gl-mat4/invert\"),u=t(\"ndarray\"),f=t(\"colormap\"),h=t(\"simplicial-complex-contour\"),p=t(\"typedarray-pool\"),d=t(\"./lib/shaders\"),m=t(\"./lib/closest-point\"),g=d.meshShader,v=d.wireShader,y=d.pointShader,x=d.pickShader,b=d.pointPickShader,_=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function T(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,T,k,A,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=u,this.triangleNormals=h,this.triangleUVs=f,this.triangleIds=c,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=g,this.edgeUVs=v,this.edgeIds=m,this.edgeVAO=y,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=T,this.pointSizes=k,this.pointIds=b,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var k=T.prototype;function A(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,g.vertex,g.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}function S(t){var e=n(t,v.vertex,v.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}function E(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function L(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function C(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function P(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=h(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var f=c[0];2===c.length&&(f=c[u]);for(var d=n[f][0],m=n[f][1],g=i[f],v=1-g,y=this.positions[d],x=this.positions[m],b=0;b<3;++b)o[s++]=g*y[b]+v*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=f({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*A(i/255,e):255*a[3]}return u(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],c=[],h=[],p=[],d=[],m=[],g=[],v=[],y=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,L=t.meshColor||[1,1,1,1],C=t.vertexUVs,P=t.vertexIntensity,I=t.cellUVs,O=t.cellIntensity,z=1/0,D=-1/0;if(!C&&!I)if(P)if(t.vertexIntensityBounds)z=+t.vertexIntensityBounds[0],D=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];z=Math.min(z,F),D=Math.max(D,F)}else if(O)if(t.cellIntensityBounds)z=+t.cellIntensityBounds[0],D=+t.cellIntensityBounds[1];else for(R=0;R<O.length;++R){F=O[R];z=Math.min(z,F),D=Math.max(D,F)}else for(R=0;R<n.length;++R){F=n[R][2];z=Math.min(z,F),D=Math.max(D,F)}this.intensity=P||(O||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n)),this.pickVertex=!(O||E);var B=t.pointSizes,N=t.pointSize||1;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,H=0,q=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[W=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;v.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?y.push(X[0],X[1],X[2],this.opacity):(y.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],x.push(Z[0],Z[1]),B?b.push(B[W]):b.push(N),_.push(R),q+=1;break;case 2:for(U=0;U<2;++U){j=n[W=G[U]];for(var Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t}for(U=0;U<2;++U){j=n[W=G[U]];p.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],m.push(Z[0],Z[1]),g.push(R)}H+=1;break;case 3:for(U=0;U<3;++U)for(j=n[W=G[U]],Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t;for(U=0;U<3;++U){var W,X,Z,J;j=n[W=G[2-U]];i.push(j[0],j[1],j[2]),(X=S?S[W]:E?E[R]:L)?this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],c.push(Z[0],Z[1]),J=w?w[W]:T[R],l.push(J[0],J[1],J[2]),h.push(R)}V+=1}}this.pointCount=q,this.edgeCount=H,this.triangleCount=V,this.pointPositions.update(v),this.pointColors.update(y),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(m),this.edgeIds.update(new Uint32Array(g)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(c),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(h))}},k.drawTransparent=k.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);l(u,s.view,s.model),l(u,s.projection,u),c(u,u);for(o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var f,h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/h}this.triangleCount>0&&((f=this.triShader).bind(),f.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind());this.edgeCount>0&&this.lineWidth>0&&((f=this.lineShader).bind(),f.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind());this.pointCount>0&&((f=this.pointShader).bind(),f.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind());this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((f=this.contourShader).bind(),f.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};((s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0)&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},k.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],c=this.positions[r[1]],u=this.positions[r[2]],f=[(l[0]+c[0]+u[0])/3,(l[1]+c[1]+u[1])/3,(l[2]+c[2]+u[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:f}}var h=m(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!h)return null;var p=h[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:h[1],index:r[h[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[h[0]]]}},k.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},e.exports=function(t,e){1===arguments.length&&(t=(e=t).gl);var r=t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\");if(!r)throw new Error(\"derivatives not supported\");var n=M(t),s=S(t),l=E(t),c=L(t),f=C(t),h=P(t),p=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),m=i(t),g=i(t),v=i(t),y=i(t),x=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:m,type:t.FLOAT,size:4},{buffer:g,type:t.FLOAT,size:2},{buffer:v,type:t.FLOAT,size:3}]),b=i(t),_=i(t),w=i(t),k=i(t),A=a(t,[{buffer:b,type:t.FLOAT,size:3},{buffer:k,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:_,type:t.FLOAT,size:4},{buffer:w,type:t.FLOAT,size:2}]),I=i(t),O=i(t),z=i(t),D=i(t),R=i(t),F=a(t,[{buffer:I,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:O,type:t.FLOAT,size:4},{buffer:z,type:t.FLOAT,size:2},{buffer:D,type:t.FLOAT,size:1}]),B=i(t),N=a(t,[{buffer:B,type:t.FLOAT,size:3}]),j=new T(t,p,n,s,l,c,f,h,d,y,m,g,v,x,b,k,_,w,A,I,R,O,z,D,F,B,N);return j.update(e),j}},{\"./lib/closest-point\":110,\"./lib/shaders\":111,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,normals:261,\"simplicial-complex-contour\":291,\"typedarray-pool\":308}],113:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[0,0,0,1,1,0,1,1]),s=i(e,a.boxVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,c=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],114:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,o.gridVert,o.gridFrag),l=i(e,o.tickVert,o.gridFrag);return new s(t,r,a,l)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"binary-search-bounds\"),o=t(\"./shaders\");function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var c,u,f,h,p,d=s.prototype;d.draw=(c=[0,0],u=[0,0],f=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,h=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,m=0;m<2;++m){var g=a[m],v=a[m+2]-g,y=.5*(o[m+2]+o[m]),x=o[m+2]-o[m];u[m]=2*v/x,c[m]=2*(g-y)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=c,r.uniforms.dataScale=u;var b=0;for(m=0;m<2;++m){f[0]=f[1]=0,f[m]=1,r.uniforms.dataAxis=f,r.uniforms.lineWidth=l[m]/(s[m+2]-s[m])*d,r.uniforms.color=h[m];var _=6*n[m].length;p[m]&&_&&i.drawArrays(i.TRIANGLES,b,_),b+=_}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,c=this.vbo,u=this.tickShader,f=this.ticks,h=s.gl,p=s._tickBounds,d=s.dataBox,m=s.viewBox,g=s.pixelRatio,v=s.screenBox,y=v[2]-v[0],x=v[3]-v[1],b=m[2]-m[0],_=m[3]-m[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=b/y,t[0]*=b/y,e[1]*=_/x,t[1]*=_/x,u.bind(),c.bind(),u.attributes.dataCoord.pointer();var S=u.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,L=s.tickMarkWidth,C=s.tickMarkColor,P=6*f[0].length,I=Math.min(a.ge(f[0],(d[0]-p[0])/(p[2]-p[0]),l),f[0].length),O=Math.min(a.gt(f[0],(d[2]-p[0])/(p[2]-p[0]),l),f[0].length),z=0+6*I,D=6*Math.max(0,O-I),R=Math.min(a.ge(f[1],(d[1]-p[1])/(p[3]-p[1]),l),f[1].length),F=Math.min(a.gt(f[1],(d[3]-p[1])/(p[3]-p[1]),l),f[1].length),B=P+6*R,N=6*Math.max(0,F-R);i[0]=2*(m[0]-E[1])/y-1,i[1]=(m[3]+m[1])/x-1,o[0]=E[1]*g/y,o[1]=L[1]*g/x,N&&(S.color=C[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(m[2]+m[0])/y-1,i[1]=2*(m[1]-E[0])/x-1,o[0]=L[0]*g/y,o[1]=E[0]*g/x,D&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D)),i[0]=2*(m[2]+E[3])/y-1,i[1]=(m[3]+m[1])/x-1,o[0]=E[3]*g/y,o[1]=L[3]*g/x,N&&(S.color=C[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(m[2]+m[0])/y-1,i[1]=2*(m[3]+E[2])/x-1,o[0]=L[2]*g/y,o[1]=E[2]*g/x,D&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D))}}(),d.update=(h=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],c=r[o],u=r[o+2],f=0;f<l.length;++f){var d=(l[f].x-c)/(u-c);s.push(d);for(var m=0;m<6;++m)n[i++]=d,n[i++]=h[m],n[i++]=p[m]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132}],115:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[-1,-1,-1,1,1,-1,1,1]),s=i(e,a.lineVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,c=this.shader,u=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,c.uniforms.start=s,c.uniforms.end=l,c.uniforms.width=i*o.pixelRatio,c.uniforms.color=a,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],116:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);e.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},{glslify:231}],117:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,s.textVert,s.textFrag);return new l(t,r,a)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"text-cache\"),o=t(\"binary-search-bounds\"),s=t(\"./shaders\");function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var c,u,f,h,p,d,m=l.prototype;m.drawTicks=(c=[0,0],u=[0,0],f=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,h=e.screenBox,p=e.pixelRatio,d=e.tickEnable,m=e.tickPad,g=e.tickColor,v=e.tickAngle,y=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);c[0]=c[1]=0,c[t]=1,u[t]=(s[2+t]+s[t])/(h[2+t]-h[t])-1;var M=2/h[2+(1^t)]-h[1^t];u[1^t]=M*s[1^t]-1,d[t]&&(u[1^t]-=M*p*m[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=g[t],r.uniforms.angle=v[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t]&&T&&(u[1^t]-=M*p*x[t],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,T)),u[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(u[1^t]+=M*p*m[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=g[t+2],r.uniforms.angle=v[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t+2]&&T&&(u[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,T))}),m.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,c=r.pixelRatio;if(this.titleCount){for(var u=0;u<2;++u)e[u]=2*(o[u]*c-a[u])/(a[2+u]-a[u])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),m.bind=(h=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,c=.5*(n[o+2]+n[o]),u=n[o+2]-n[o],f=a[o],m=a[o+2]-f,g=i[o],v=i[o+2]-g;p[o]=2*l/u*m/v,h[o]=2*(s-c)/u*m/v}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=h,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),m.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,c=t.bounds;for(o=0;o<2;++o){var u=[Math.floor(s.length/3)],f=[-1/0],h=l[o];for(e=0;e<h.length;++e){var p=h[e],d=p.x,m=p.text,g=p.font||\"sans-serif\";i=p.fontSize||12;for(var v=1/(c[o+2]-c[o]),y=c[o],x=m.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(g,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-y)*v);u.push(Math.floor(s.length/3)),f.push(d)}this.tickOffset[o]=u,this.tickX[o]=f}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},m.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"text-cache\":303}],118:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[e.drawingBufferWidth,e.drawingBufferHeight]),c=new l(e,r);return c.grid=i(c),c.text=a(c),c.line=o(c),c.box=s(c),c.update(t),c};var n=t(\"gl-select-static\"),i=t(\"./lib/grid\"),a=t(\"./lib/text\"),o=t(\"./lib/line\"),s=t(\"./lib/box\");function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var c=l.prototype;function u(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function f(t,e){return t.x-e.x}c.setDirty=function(){this.dirty=this.pickDirty=!0},c.setOverlayDirty=function(){this.dirty=!0},c.nextDepthValue=function(){return this._depthCounter++/65536},c.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var c=this.borderColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var u=this.backgroundColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var f=this.zeroLineEnable,h=this.zeroLineColor,p=this.zeroLineWidth;if(f[0]||f[1]){o.bind();for(var d=0;d<2;++d)if(f[d]&&n[d]<=0&&n[d+2]>=0){var m=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(m,e[1],m,e[3],p[d],h[d]):o.drawLine(e[0],m,e[2],m,p[d],h[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var g=this.borderLineEnable,v=this.borderLineWidth,y=this.borderLineColor;for(g[1]&&o.drawLine(r[0],r[1]-.5*v[1]*i,r[0],r[3]+.5*v[3]*i,v[1],y[1]),g[0]&&o.drawLine(r[0]-.5*v[0]*i,r[1],r[2]+.5*v[2]*i,r[1],v[0],y[0]),g[3]&&o.drawLine(r[2],r[1]-.5*v[1]*i,r[2],r[3]+.5*v[3]*i,v[3],y[3]),g[2]&&o.drawLine(r[0]-.5*v[0]*i,r[3],r[2]+.5*v[2]*i,r[3],v[2],y[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},c.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl,this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},c.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),c=this.objects,u=0;u<c.length;++u){var f=c[u].pick(a,o,l);if(f)return f}return null}},c.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},c.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},c.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},c.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]);this.screenBox;this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=u(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=u(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=u(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t)||!!t.titleEnable,this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=u(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=u(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=u(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(f),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\"}),this.static=!!t.static,this.setDirty()},c.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();this.objects.length=0;for(t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},c.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},c.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},c.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},c.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},{\"./lib/box\":113,\"./lib/grid\":114,\"./lib/line\":115,\"./lib/text\":117,\"gl-select-static\":131}],119:[function(t,e,r){\"use strict\";e.exports=function(t,e){t=t||document.body,e=e||{};var r=[.01,1/0];\"distanceLimits\"in e&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]);\"zoomMin\"in e&&(r[0]=e.zoomMin);\"zoomMax\"in e&&(r[1]=e.zoomMax);var c=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),u=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],f=0,h=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:c,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:c.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;c.idle(e-r),c.recalcMatrix(i),c.flush(e-(100+2*r));for(var a=!0,o=c.computedMatrix,s=0;s<16;++s)a=a&&u[s]===o[s],u[s]=o[s];var l=t.clientWidth===h&&t.clientHeight===p;return h=t.clientWidth,p=t.clientHeight,a?!l:(f=Math.exp(c.computedRadius[0]),!0)},lookAt:function(t,e,r){c.lookAt(c.lastT(),t,e,r)},rotate:function(t,e,r){c.rotate(c.lastT(),t,e,r)},pan:function(t,e,r){c.pan(c.lastT(),t,e,r)},translate:function(t,e,r){c.translate(c.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return c.computedMatrix},set:function(t){return c.setMatrix(c.lastT(),t),c.computedMatrix},enumerable:!0},mode:{get:function(){return c.getMode()},set:function(t){var e=c.computedUp.slice(),r=c.computedEye.slice(),i=c.computedCenter.slice();if(c.setMode(t),\"turntable\"===t){var a=n();c._active.lookAt(a,r,i,e),c._active.lookAt(a+500,r,i,[0,0,1]),c._active.flush(a)}return c.getMode()},enumerable:!0},center:{get:function(){return c.computedCenter},set:function(t){return c.lookAt(c.lastT(),null,t),c.computedCenter},enumerable:!0},eye:{get:function(){return c.computedEye},set:function(t){return c.lookAt(c.lastT(),t),c.computedEye},enumerable:!0},up:{get:function(){return c.computedUp},set:function(t){return c.lookAt(c.lastT(),null,null,t),c.computedUp},enumerable:!0},distance:{get:function(){return f},set:function(t){return c.setDistance(c.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return c.getDistanceLimits(r)},set:function(t){return c.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",(function(t){return t.preventDefault(),!1})),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,u=\"zoom\"===o,h=!!a.control,p=!!a.alt,m=!!a.shift,g=!!(1&e),v=!!(2&e),y=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&g&&!h&&!p&&!m||g&&!h&&!p&&m)&&c.rotate(A,w*k*b,-T*k*_,0),(l&&g&&!h&&!p&&!m||v||g&&h&&!p&&!m)&&c.pan(A,-d.translateSpeed*b*f,d.translateSpeed*_*f,0),u&&g&&!h&&!p&&!m||y||g&&!h&&p&&!m)){var M=-d.zoomSpeed*_/window.innerHeight*(A-c.lastT())*100;c.pan(A,0,0,f*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",(function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods)}),!!l&&{passive:!0}),t.addEventListener(\"touchmove\",(function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()}),!!l&&{passive:!1}),t.addEventListener(\"touchend\",(function(t){e(0,d._lastX,d._lastY,d._lastMods)}),!!l&&{passive:!0}),d.wheelListener=o(t,(function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))c.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-c.lastT())/20;c.pan(a,0,0,f*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=t(\"right-now\"),i=t(\"3d-view\"),a=t(\"mouse-change\"),o=t(\"mouse-wheel\"),s=t(\"mouse-event-offset\"),l=t(\"has-passive-events\")},{\"3d-view\":7,\"has-passive-events\":232,\"mouse-change\":247,\"mouse-event-offset\":248,\"mouse-wheel\":250,\"right-now\":278}],120:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);e.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},{\"gl-shader\":132,glslify:231}],121:[function(t,e,r){\"use strict\";var n=t(\"./camera.js\"),i=t(\"gl-axes3d\"),a=t(\"gl-axes3d/properties\"),o=t(\"gl-spikes3d\"),s=t(\"gl-select-static\"),l=t(\"gl-fbo\"),c=t(\"a-big-triangle\"),u=t(\"mouse-change\"),f=t(\"gl-mat4/perspective\"),h=t(\"gl-mat4/ortho\"),p=t(\"./lib/shader\"),d=t(\"is-mobile\")({tablet:!0,featureDetect:!0});function m(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function g(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}if(e>0){r=Math.round(Math.pow(10,e));return Math.ceil(t/r)*r}return Math.ceil(t)}function v(t){return\"boolean\"!=typeof t||t}e.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;if(!e){if(e=document.createElement(\"canvas\"),t.container)t.container.appendChild(e);else document.body.appendChild(e)}var r=t.gl;r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:d}));if(!r)throw new Error(\"webgl not supported\");var y=t.bounds||[[-10,-10,-10],[10,10,10]],x=new m,b=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),_=p(r),w=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],L=[],C=[],P=[],I=!0,O=!0,z=new Array(16),D=new Array(16),R={view:null,projection:z,model:D,_ortho:!1},F=(O=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),B=t.cameraObject||n(e,T),N={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:B,axes:A,axesPixels:null,spikes:S,bounds:y,objects:E,shape:F,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:v(t.autoResize),autoBounds:v(t.autoBounds),autoScale:!!t.autoScale,autoCenter:v(t.autoCenter),clipToBounds:v(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:R,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,O=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},j=[r.drawingBufferWidth/N.pixelRatio|0,r.drawingBufferHeight/N.pixelRatio|0];function U(){if(!N._stopped&&N.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*N.pixelRatio),a=0|Math.ceil(n*N.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",I=!0}}}N.autoResize&&U();function V(){for(var t=E.length,e=P.length,n=0;n<e;++n)C[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(C[o]+a<255){L[n]=o,i.setPickBase(C[o]+1),C[o]+=a;continue t}var l=s(r,F);L[n]=e,P.push(l),C.push(a),i.setPickBase(1),e+=1}else L[n]=-1}for(;e>0&&0===C[e-1];)C.pop(),P.pop().dispose()}function H(){if(N.contextLost)return!0;r.isContextLost()&&(N.contextLost=!0,N.mouseListener.enabled=!1,N.selection.object=null,N.oncontextloss&&N.oncontextloss())}window.addEventListener(\"resize\",U),N.update=function(t){N._stopped||(t=t||{},I=!0,O=!0)},N.add=function(t){N._stopped||(t.axes=A,E.push(t),L.push(-1),I=!0,O=!0,V())},N.remove=function(t){if(!N._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),L.pop(),I=!0,O=!0,V())}},N.dispose=function(){if(!N._stopped&&(N._stopped=!0,window.removeEventListener(\"resize\",U),e.removeEventListener(\"webglcontextlost\",H),N.mouseListener.enabled=!1,!N.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();b.dispose();for(t=0;t<P.length;++t)P[t].dispose();_.dispose(),r=null,A=null,S=null,E=[]}},N._mouseRotating=!1,N._prevButtons=0,N.enableMouseListeners=function(){N.mouseListener=u(e,(function(t,e,r){if(!N._stopped){var n=P.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&N._prevButtons)N._mouseRotating=!0;else{N._mouseRotating&&(O=!0),N._mouseRotating=!1;for(var s=0;s<n;++s){var l=P[s].query(e,j[1]-r-1,N.pickRadius);if(l){if(l.distance>x.distance)continue;for(var c=0;c<i;++c){var u=E[c];if(L[c]===s){var f=u.pick(l);f&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=u,x.index=f.distance,x.dataPosition=f.position,x.dataCoordinate=f.dataCoordinate,x.data=f,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),I=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),I=!0),(o=o||x.object!==a)&&N.onselect&&N.onselect(x),1&t&&!(1&N._prevButtons)&&N.onclick&&N.onclick(x),N._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",H);var q=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],G=[q[0].slice(),q[1].slice()];function Y(){if(!H()){U();var t=N.camera.tick();R.view=N.camera.matrix,I=I||t,O=O||t,A.pixelRatio=N.pixelRatio,S.pixelRatio=N.pixelRatio;var e=E.length,n=q[0],i=q[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(C=E[o]).pixelRatio=N.pixelRatio,C.axes=N.axes,I=I||!!C.dirty,O=O||!!C.dirty;var s=C.bounds;if(s)for(var l=s[0],u=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],u[p])}var d=N.bounds;if(N.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var m=.05*(i[p]-n[p]);n[p]=n[p]-m,i[p]=i[p]+m}d[0][p]=n[p],d[1][p]=i[p]}var v=!1;for(p=0;p<3;++p)v=v||G[0][p]!==d[0][p]||G[1][p]!==d[1][p],G[0][p]=d[0][p],G[1][p]=d[1][p];if(O=O||v,I=I||v){if(v){var y=[0,0,0];for(o=0;o<3;++o)y[o]=g((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:y}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;F[0]=T,F[1]=k,j[0]=0|Math.max(T/N.pixelRatio,1),j[1]=0|Math.max(k/N.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,c=t.zFar,u=t.fovy,p=o/s;e?(h(i,-p,p,-1,1,l,c),n._ortho=!0):(f(i,u,p,l,c),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var m=0;for(d=0;d<3;++d)m=Math.max(m,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/m,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(N,w);for(o=0;o<e;++o){(C=E[o]).axesBounds=d,N.clipToBounds&&(C.clipBounds=d)}x.object&&(N.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),O&&(O=!1,function(){if(!H()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=P.length,n=0;n<e;++n){var i=P[n];i.shape=j,i.begin();for(var a=0;a<t;++a)if(L[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(R))}i.end()}}}()),N.axesPixels=a(N.axes,R,T,k),N.onrender&&N.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),N.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;A.enable&&(M=M||A.isTransparent(),A.draw(R)),S.axes=A,x.object&&S.draw(R),r.disable(r.CULL_FACE);for(o=0;o<e;++o){(C=E[o]).axes=A,C.pixelRatio=N.pixelRatio,C.isOpaque&&C.isOpaque()&&C.draw(R),C.isTransparent&&C.isTransparent()&&(M=!0)}if(M){b.shape=F,b.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(R)}r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(R)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),_.bind(),b.color[0].bind(0),_.uniforms.accumBuffer=0,c(r),r.disable(r.BLEND)}I=!1;for(o=0;o<e;++o)E[o].dirty=!1}}}return N.enableMouseListeners(),function t(){if(N._stopped||N.contextLost)return;Y(),requestAnimationFrame(t)}(),N.redraw=function(){N._stopped||(I=!0,Y())},N},createCamera:n}},{\"./camera.js\":119,\"./lib/shader\":120,\"a-big-triangle\":8,\"gl-axes3d\":70,\"gl-axes3d/properties\":77,\"gl-fbo\":86,\"gl-mat4/ortho\":101,\"gl-mat4/perspective\":102,\"gl-select-static\":131,\"gl-spikes3d\":141,\"is-mobile\":238,\"mouse-change\":247}],122:[function(t,e,r){var n=t(\"glslify\");r.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),r.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),r.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),r.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},{glslify:231}],123:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"typedarray-pool\"),o=t(\"./lib/shader\");function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}e.exports=function(t,e){var r=t.gl,a=i(r),l=i(r),c=n(r,o.pointVertex,o.pointFragment),u=n(r,o.pickVertex,o.pickFragment),f=new s(t,a,l,c,u);return f.update(e),t.addObject(f),f};var l,c,u=s.prototype;u.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},u.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),c=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)c[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(c),i||a.free(l),o||a.free(c),this.pointCount=n,this.pickOffset=0},u.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],c=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),u=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=u<5,r.uniforms.pointSize=u,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(c[0]=255&t,c[1]=t>>8&255,c[2]=t>>16&255,c[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=c,this.pickOffset=t);var f=n.getParameter(n.BLEND),h=n.getParameter(n.DITHER);return f&&!this.blend&&n.disable(n.BLEND),h&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),f&&!this.blend&&n.enable(n.BLEND),h&&n.enable(n.DITHER),t+this.pointCount}),u.draw=u.unifiedDraw,u.drawPick=u.unifiedDraw,u.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},{\"./lib/shader\":122,\"gl-buffer\":78,\"gl-shader\":132,\"typedarray-pool\":308}],124:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c=e[0],u=e[1],f=e[2],h=e[3],p=r[0],d=r[1],m=r[2],g=r[3];(a=c*p+u*d+f*m+h*g)<0&&(a=-a,p=-p,d=-d,m=-m,g=-g);1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n);return t[0]=s*c+l*p,t[1]=s*u+l*d,t[2]=s*f+l*m,t[3]=s*h+l*g,t}},{}],125:[function(t,e,r){\"use strict\";e.exports=function(t){return t||0===t?t.toString():\"\"}},{}],126:[function(t,e,r){\"use strict\";var n=t(\"vectorize-text\");e.exports=function(t,e,r){var a=i[e];a||(a=i[e]={});if(t in a)return a[t];var o={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},s=n(t,o);o.triangles=!1;var l,c,u=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(c=0;c<s.positions[l].length;++c)s.positions[l][c]/=r;for(l=0;l<u.positions.length;++l)for(c=0;c<u.positions[l].length;++c)u.positions[l][c]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],h=u.positions.length;for(l=0;l<h;++l){var p=u.positions[l];for(c=0;c<2;++c)f[0][c]=Math.min(f[0][c],p[c]),f[1][c]=Math.max(f[1][c],p[c])}return a[t]=[s,u,f]};var i={}},{\"vectorize-text\":311}],127:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * view * model * vec4(position, 1);\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * view * model * vec4(dataPosition, 1);\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),c=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),u=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],f={vertex:a,fragment:l,attributes:u},h={vertex:o,fragment:l,attributes:u},p={vertex:s,fragment:l,attributes:u},d={vertex:a,fragment:c,attributes:u},m={vertex:o,fragment:c,attributes:u},g={vertex:s,fragment:c,attributes:u};function v(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}r.createPerspective=function(t){return v(t,f)},r.createOrtho=function(t){return v(t,h)},r.createProject=function(t){return v(t,p)},r.createPickPerspective=function(t){return v(t,d)},r.createPickOrtho=function(t){return v(t,m)},r.createPickProject=function(t){return v(t,g)}},{\"gl-shader\":132,glslify:231}],128:[function(t,e,r){\"use strict\";var n=t(\"is-string-blank\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"typedarray-pool\"),s=t(\"gl-mat4/multiply\"),l=t(\"./lib/shaders\"),c=t(\"./lib/glyphs\"),u=t(\"./lib/get-simple-string\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function p(t,e,r,n){return h(n,n),h(n,n),h(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function m(t){return!0===t||t>1?1:t}function g(t,e,r,n,i,a,o,s,l,c,u,f){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=c,this.pickOrthoShader=u,this.pickProjectShader=f,this.points=[],this._selectResult=new d(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}e.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),c=l.createPickOrtho(e),u=l.createPickProject(e),f=i(e),h=i(e),p=i(e),d=i(e),m=a(e,[{buffer:f,size:3,type:e.FLOAT},{buffer:h,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),v=new g(e,r,n,o,f,h,p,d,m,s,c,u);return v.update(t),v};var v=g.prototype;v.pickSlots=1,v.setPickBase=function(t){this.pickId=t},v.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},v.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var y=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],T=f.slice(),k=[0,0,0],A=[[0,0,0],[0,0,0]];function M(t){return t[0]=t[1]=t[2]=0,t}function S(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function E(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}function L(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,c=r.model||f,u=r.view||f,h=r.projection||f,d=e.axesBounds,m=function(t){for(var e=A,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],y[0]=2/o.drawingBufferWidth,y[1]=2/o.drawingBufferHeight,t.bind(),l.view=u,l.projection=h,l.screenSize=y,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=m,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var g=0;g<3;++g)if(a[g]){l.scale=e.projectScale[g],l.opacity=e.projectOpacity[g];for(var v=T,L=0;L<16;++L)v[L]=0;for(L=0;L<4;++L)v[5*L]=1;v[5*g]=0,i[g]<0?v[12+g]=d[0][g]:v[12+g]=d[1][g],s(v,c,v),l.model=v;var C=(g+1)%3,P=(g+2)%3,I=M(x),O=M(b);I[C]=1,O[P]=1;var z=p(0,0,0,S(_,I)),D=p(0,0,0,S(w,O));if(Math.abs(z[1])>Math.abs(D[1])){var R=z;z=D,D=R,R=I,I=O,O=R;var F=C;C=P,P=F}z[0]<0&&(I[C]=-1),D[1]>0&&(O[P]=-1);var B=0,N=0;for(L=0;L<4;++L)B+=Math.pow(c[4*C+L],2),N+=Math.pow(c[4*P+L],2);I[C]/=Math.sqrt(B),O[P]/=Math.sqrt(N),l.axes[0]=I,l.axes[1]=O,l.fragClipBounds[0]=E(k,m[0],g,-1e8),l.fragClipBounds[1]=E(k,m[1],g,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}var C=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function P(t,e,r,n,i,a,o){var s=r.gl;if((a===r.projectHasAlpha||o)&&L(e,r,n,i),a===r.hasAlpha||o){t.bind();var l=t.uniforms;l.model=n.model||f,l.view=n.view||f,l.projection=n.projection||f,y[0]=2/s.drawingBufferWidth,y[1]=2/s.drawingBufferHeight,l.screenSize=y,l.highlightId=r.highlightId,l.highlightScale=r.highlightScale,l.fragClipBounds=C,l.clipBounds=r.axes.bounds,l.opacity=r.opacity,l.pickGroup=r.pickId/255,l.pixelRatio=i,r.vao.bind(),r.vao.draw(s.TRIANGLES,r.vertexCount),r.lineWidth>0&&(s.lineWidth(r.lineWidth*i),r.vao.draw(s.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function I(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=u(a);var o=!0;n(a)&&(a=\"\\u25bc\",o=!1);var s=c(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}v.draw=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},v.drawTransparent=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},v.drawPick=function(t){P(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},v.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[2]+(t.value[1]<<8)+(t.value[0]<<16);if(e>=this.pointCount||e<0)return null;var r=this.points[e],n=this._selectResult;n.index=e;for(var i=0;i<3;++i)n.position[i]=n.dataCoordinate[i]=r[i];return n},v.highlight=function(t){if(t){var e=t.index,r=255&e,n=e>>8&255,i=e>>16&255;this.highlightId=[r/255,n/255,i/255,0]}else this.highlightId=[1,1,1,1]},v.update=function(t){if(\"perspective\"in(t=t||{})&&(this.useOrtho=!t.perspective),\"orthographic\"in t&&(this.useOrtho=!!t.orthographic),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"project\"in t)if(Array.isArray(t.project))this.axesProject=t.project;else{var e=!!t.project;this.axesProject=[e,e,e]}if(\"projectScale\"in t)if(Array.isArray(t.projectScale))this.projectScale=t.projectScale.slice();else{var r=+t.projectScale;this.projectScale=[r,r,r]}if(this.projectHasAlpha=!1,\"projectOpacity\"in t){if(Array.isArray(t.projectOpacity))this.projectOpacity=t.projectOpacity.slice();else{r=+t.projectOpacity;this.projectOpacity=[r,r,r]}for(var n=0;n<3;++n)this.projectOpacity[n]=m(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=m(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",c=t.alignment||[0,0];if(2===c.length)i=c[0],a=c[1];else{i=[],a=[];for(n=0;n<c.length;++n)i[n]=c[n][0],a[n]=c[n][1]}var u=[1/0,1/0,1/0],f=[-1/0,-1/0,-1/0],h=t.glyph,p=t.color,d=t.size,g=t.angle,v=t.lineColor,y=-1,x=0,b=0,_=0;if(s.length){_=s.length;t:for(n=0;n<_;++n){for(var w=s[n],T=0;T<3;++T)if(isNaN(w[T])||!isFinite(w[T]))continue t;var k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;x+=3*k.cells.length,b+=2*A.edges.length}}var S=x+b,E=o.mallocFloat(3*S),L=o.mallocFloat(4*S),C=o.mallocFloat(2*S),P=o.mallocUint32(S);if(S>0){var O=0,z=x,D=[0,0,0,1],R=[0,0,0,1],F=Array.isArray(p)&&Array.isArray(p[0]),B=Array.isArray(v)&&Array.isArray(v[0]);t:for(n=0;n<_;++n){y+=1;for(w=s[n],T=0;T<3;++T){if(isNaN(w[T])||!isFinite(w[T]))continue t;f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T])}k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;var N,j=N.visible;if(j)if(Array.isArray(p)){if(3===(U=F?n<p.length?p[n]:[0,0,0,0]:p).length){for(T=0;T<3;++T)D[T]=U[T];D[3]=1}else if(4===U.length){for(T=0;T<4;++T)D[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else D[0]=D[1]=D[2]=0,D[3]=1;else D=[1,1,1,0];if(j)if(Array.isArray(v)){var U;if(3===(U=B?n<v.length?v[n]:[0,0,0,0]:v).length){for(T=0;T<3;++T)R[T]=U[T];R[T]=1}else if(4===U.length){for(T=0;T<4;++T)R[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else R[0]=R[1]=R[2]=0,R[3]=1;else R=[1,1,1,0];var V=.5;j?Array.isArray(d)?V=n<d.length?+d[n]:12:d?V=+d:this.useOrtho&&(V=12):V=0;var H=0;Array.isArray(g)?H=n<g.length?+g[n]:0:g&&(H=+g);var q=Math.cos(H),G=Math.sin(H);for(w=s[n],T=0;T<3;++T)f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T]);var Y=i,W=a;Y=0;Array.isArray(i)?Y=n<i.length?i[n]:0:i&&(Y=i);W=0;Array.isArray(a)?W=n<a.length?a[n]:0:a&&(W=a);var X=[Y*=Y>0?1-M[0][0]:Y<0?1+M[1][0]:1,W*=W>0?1-M[0][1]:W<0?1+M[1][1]:1],Z=k.cells||[],J=k.positions||[];for(T=0;T<Z.length;++T)for(var K=Z[T],Q=0;Q<3;++Q){for(var $=0;$<3;++$)E[3*O+$]=w[$];for($=0;$<4;++$)L[4*O+$]=D[$];P[O]=y;var tt=J[K[Q]];C[2*O]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*O+1]=V*(G*tt[0]+q*tt[1]+X[1]),O+=1}for(Z=A.edges,J=A.positions,T=0;T<Z.length;++T)for(K=Z[T],Q=0;Q<2;++Q){for($=0;$<3;++$)E[3*z+$]=w[$];for($=0;$<4;++$)L[4*z+$]=R[$];P[z]=y;tt=J[K[Q]];C[2*z]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*z+1]=V*(G*tt[0]+q*tt[1]+X[1]),z+=1}}}this.bounds=[u,f],this.points=s,this.pointCount=s.length,this.vertexCount=x,this.lineVertexCount=b,this.pointBuffer.update(E),this.colorBuffer.update(L),this.glyphBuffer.update(C),this.idBuffer.update(P),o.free(E),o.free(L),o.free(C),o.free(P)},v.dispose=function(){this.shader.dispose(),this.orthoShader.dispose(),this.pickPerspectiveShader.dispose(),this.pickOrthoShader.dispose(),this.vao.dispose(),this.pointBuffer.dispose(),this.colorBuffer.dispose(),this.glyphBuffer.dispose(),this.idBuffer.dispose()}},{\"./lib/get-simple-string\":125,\"./lib/glyphs\":126,\"./lib/shaders\":127,\"gl-buffer\":78,\"gl-mat4/multiply\":100,\"gl-vao\":150,\"is-string-blank\":239,\"typedarray-pool\":308}],129:[function(t,e,r){\"use strict\";var n=t(\"glslify\");r.boxVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 vertex;\\n\\nuniform vec2 cornerA, cornerB;\\n\\nvoid main() {\\n  gl_Position = vec4(mix(cornerA, cornerB, vertex), 0, 1);\\n}\\n\"]),r.boxFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\n\\nvoid main() {\\n  gl_FragColor = color;\\n}\\n\"])},{glslify:231}],130:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"./lib/shaders\");function o(t,e,r){this.plot=t,this.boxBuffer=e,this.boxShader=r,this.enabled=!0,this.selectBox=[1/0,1/0,-1/0,-1/0],this.borderColor=[0,0,0,1],this.innerFill=!1,this.innerColor=[0,0,0,.25],this.outerFill=!0,this.outerColor=[0,0,0,.5],this.borderWidth=10}e.exports=function(t,e){var r=t.gl,s=i(r,[0,0,0,1,1,0,1,1]),l=n(r,a.boxVertex,a.boxFragment),c=new o(t,s,l);return c.update(e),t.addOverlay(c),c};var s=o.prototype;s.draw=function(){if(this.enabled){var t=this.plot,e=this.selectBox,r=this.borderWidth,n=(this.innerFill,this.innerColor),i=(this.outerFill,this.outerColor),a=this.borderColor,o=t.box,s=t.screenBox,l=t.dataBox,c=t.viewBox,u=t.pixelRatio,f=(e[0]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],h=(e[1]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1],p=(e[2]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],d=(e[3]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1];if(f=Math.max(f,c[0]),h=Math.max(h,c[1]),p=Math.min(p,c[2]),d=Math.min(d,c[3]),!(p<f||d<h)){o.bind();var m=s[2]-s[0],g=s[3]-s[1];if(this.outerFill&&(o.drawBox(0,0,m,h,i),o.drawBox(0,h,f,d,i),o.drawBox(0,d,m,g,i),o.drawBox(p,h,m,d,i)),this.innerFill&&o.drawBox(f,h,p,d,n),r>0){var v=r*u;o.drawBox(f-v,h-v,p+v,h+v,a),o.drawBox(f-v,d-v,p+v,d+v,a),o.drawBox(f-v,h-v,f+v,d+v,a),o.drawBox(p-v,h-v,p+v,d+v,a)}}}},s.update=function(t){t=t||{},this.innerFill=!!t.innerFill,this.outerFill=!!t.outerFill,this.innerColor=(t.innerColor||[0,0,0,.5]).slice(),this.outerColor=(t.outerColor||[0,0,0,.5]).slice(),this.borderColor=(t.borderColor||[0,0,0,1]).slice(),this.borderWidth=t.borderWidth||0,this.selectBox=(t.selectBox||this.selectBox).slice()},s.dispose=function(){this.boxBuffer.dispose(),this.boxShader.dispose(),this.plot.removeOverlay(this)}},{\"./lib/shaders\":129,\"gl-buffer\":78,\"gl-shader\":132}],131:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=e[0],a=e[1],o=n(t,r,a,{}),s=i.mallocUint8(r*a*4);return new l(t,o,s)};var n=t(\"gl-fbo\"),i=t(\"typedarray-pool\"),a=t(\"ndarray\"),o=t(\"bit-twiddle\").nextPow2;function s(t,e,r,n,i){this.coord=[t,e],this.id=r,this.value=n,this.distance=i}function l(t,e,r){this.gl=t,this.fbo=e,this.buffer=r,this._readTimeout=null;var n=this;this._readCallback=function(){n.gl&&(e.bind(),t.readPixels(0,0,e.shape[0],e.shape[1],t.RGBA,t.UNSIGNED_BYTE,n.buffer),n._readTimeout=null)}}var c=l.prototype;Object.defineProperty(c,\"shape\",{get:function(){return this.gl?this.fbo.shape.slice():[0,0]},set:function(t){if(this.gl){this.fbo.shape=t;var e=this.fbo.shape[0],r=this.fbo.shape[1];if(r*e*4>this.buffer.length){i.free(this.buffer);for(var n=this.buffer=i.mallocUint8(o(r*e*4)),a=0;a<r*e*4;++a)n[a]=255}return t}}}),c.begin=function(){var t=this.gl;this.shape;t&&(this.fbo.bind(),t.clearColor(1,1,1,1),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT))},c.end=function(){var t=this.gl;t&&(t.bindFramebuffer(t.FRAMEBUFFER,null),this._readTimeout||clearTimeout(this._readTimeout),this._readTimeout=setTimeout(this._readCallback,1))},c.query=function(t,e,r){if(!this.gl)return null;var n=this.fbo.shape.slice();t|=0,e|=0,\"number\"!=typeof r&&(r=1);var i=0|Math.min(Math.max(t-r,0),n[0]),o=0|Math.min(Math.max(t+r,0),n[0]),l=0|Math.min(Math.max(e-r,0),n[1]),c=0|Math.min(Math.max(e+r,0),n[1]);if(o<=i||c<=l)return null;var u=[o-i,c-l],f=a(this.buffer,[u[0],u[1],4],[4,4*n[0],1],4*(i+n[0]*l)),h=function(t,e,r){for(var n=1e8,i=-1,a=-1,o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var c=0;c<s;c++){var u=t.get(l,c,0),f=t.get(l,c,1),h=t.get(l,c,2),p=t.get(l,c,3);if(u<255||f<255||h<255||p<255){var d=e-l,m=r-c,g=d*d+m*m;g<n&&(n=g,i=l,a=c)}}return[i,a,n]}(f.hi(u[0],u[1],1),r,r),p=h[0],d=h[1];return p<0||Math.pow(this.radius,2)<h[2]?null:new s(p+i|0,d+l|0,f.get(p,d,0),[f.get(p,d,1),f.get(p,d,2),f.get(p,d,3)],Math.sqrt(h[2]))},c.dispose=function(){this.gl&&(this.fbo.dispose(),i.free(this.buffer),this.gl=null,this._readTimeout&&clearTimeout(this._readTimeout))}},{\"bit-twiddle\":32,\"gl-fbo\":86,ndarray:259,\"typedarray-pool\":308}],132:[function(t,e,r){\"use strict\";var n=t(\"./lib/create-uniforms\"),i=t(\"./lib/create-attributes\"),a=t(\"./lib/reflect\"),o=t(\"./lib/shader-cache\"),s=t(\"./lib/runtime-reflect\"),l=t(\"./lib/GLError\");function c(t){this.gl=t,this.gl.lastAttribCount=0,this._vref=this._fref=this._relink=this.vertShader=this.fragShader=this.program=this.attributes=this.uniforms=this.types=null}var u=c.prototype;function f(t,e){return t.name<e.name?-1:1}u.bind=function(){var t;this.program||this._relink();var e=this.gl.getProgramParameter(this.program,this.gl.ACTIVE_ATTRIBUTES),r=this.gl.lastAttribCount;if(e>r)for(t=r;t<e;t++)this.gl.enableVertexAttribArray(t);else if(r>e)for(t=e;t<r;t++)this.gl.disableVertexAttribArray(t);this.gl.lastAttribCount=e,this.gl.useProgram(this.program)},u.dispose=function(){for(var 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w=c[y];if(w.type.indexOf(\"mat\")>=0){for(var T=0|w.type.charAt(w.type.length-1),k=new Array(T),A=0;A<T;++A)k[A]=_.length,b.push(w.name+\"[\"+A+\"]\"),\"number\"==typeof w.location?_.push(w.location+A):Array.isArray(w.location)&&w.location.length===T&&\"number\"==typeof w.location[A]?_.push(0|w.location[A]):_.push(-1);x.push({name:w.name,type:w.type,locations:k})}else x.push({name:w.name,type:w.type,locations:[_.length]}),b.push(w.name),\"number\"==typeof w.location?_.push(0|w.location):_.push(-1)}var M=0;for(y=0;y<_.length;++y)if(_[y]<0){for(;_.indexOf(M)>=0;)M+=1;_[y]=M}var S=new Array(r.length);function E(){h.program=o.program(p,h._vref,h._fref,b,_);for(var t=0;t<r.length;++t)S[t]=p.getUniformLocation(h.program,r[t].name)}E(),h._relink=E,h.types={uniforms:a(r),attributes:a(c)},h.attributes=i(p,h,x,_),Object.defineProperty(h,\"uniforms\",n(p,h,r,S))},e.exports=function(t,e,r,n,i){var a=new c(t);return 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h=c,p=u,d=0;d<3;++d)i&&i[d]<0?(h[d]=this.bounds[0][d],p[d]=this.bounds[1][d]):(h[d]=this.bounds[1][d],p[d]=this.bounds[0][d]);f[0]=e.drawingBufferWidth,f[1]=e.drawingBufferHeight,n.uniforms.model=a,n.uniforms.view=s,n.uniforms.projection=l,n.uniforms.coordinates=[this.position,h,p],n.uniforms.colors=this.colors,n.uniforms.screenShape=f;for(d=0;d<3;++d)n.uniforms.lineWidth=this.lineWidth[d]*this.pixelRatio,this.enabled[d]&&(r.draw(e.TRIANGLES,6,6*d),this.drawSides[d]&&r.draw(e.TRIANGLES,12,18+12*d));r.unbind()},l.update=function(t){t&&(\"bounds\"in t&&(this.bounds=t.bounds),\"position\"in t&&(this.position=t.position),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"colors\"in t&&(this.colors=t.colors),\"enabled\"in t&&(this.enabled=t.enabled),\"drawSides\"in t&&(this.drawSides=t.drawSides))},l.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders/index\":140,\"gl-buffer\":78,\"gl-vao\":150}],142:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * view * tubePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},{glslify:231}],143:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\"),i=t(\"gl-vec4\"),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,c=0;c<l.length;c++)o=Math.max(o,n.length(l[c]));var u=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,c=[],u=[],f=[],h=[],p=[],d=[],m=0,g=0,v=i.create(),y=i.create(),x=0;x<o.length;x++){var b=o[x],_=s[x],w=l[x];0===e&&(w=.05*r),g=n.length(_)/a,v=i.create(),n.copy(v,_),v[3]=w;for(var T=0;T<8;T++)p[T]=[b[0],b[1],b[2],T];if(h.length>0)for(T=0;T<8;T++){var k=(T+1)%8;c.push(h[T],p[T],p[k],p[k],h[k],h[T]),f.push(y,v,v,v,y,y),d.push(m,g,g,g,m,m);var A=c.length;u.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=h;h=p,p=M;var S=y;y=v,v=S;var E=m;m=g,g=E}return{positions:c,cells:u,vectors:f,vertexIntensity:d}}(t,r,a,o)})),f=[],h=[],p=[],d=[];for(s=0;s<u.length;s++){var m=u[s],g=f.length;f=f.concat(m.positions),p=p.concat(m.vectors),d=d.concat(m.vertexIntensity);for(c=0;c<m.cells.length;c++){var v=m.cells[c],y=[];h.push(y);for(var x=0;x<v.length;x++)y.push(v[x]+g)}}return{positions:f,cells:h,vectors:p,vertexIntensity:d,colormap:e}},s=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},l=function(t,e,r){return t<e?e:t>r?r:t},c=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};e.exports=function(t,e){var r=t.startingPositions,i=t.maxLength||1e3,u=t.tubeSize||1,f=t.absoluteTubeSize,h=t.gridFill||\"+x+y+z\",p={};-1!==h.indexOf(\"-x\")&&(p.reversedX=!0),-1!==h.indexOf(\"-y\")&&(p.reversedY=!0),-1!==h.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(h.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,o=t[0],c=t[1],u=t[2],f=a[0].length,h=a[1].length,p=a[2].length,d=s(a[0],o),m=s(a[1],c),g=s(a[2],u),v=d+1,y=m+1,x=g+1;if(d=l(d,0,f-1),v=l(v,0,f-1),m=l(m,0,h-1),y=l(y,0,h-1),g=l(g,0,p-1),x=l(x,0,p-1),d<0||m<0||g<0||v>f-1||y>h-1||x>p-1)return n.create();var b,_,w,T,k,A,M=a[0][d],S=a[0][v],E=a[1][m],L=a[1][y],C=a[2][g],P=(o-M)/(S-M),I=(c-E)/(L-E),O=(u-C)/(a[2][x]-C);switch(isFinite(P)||(P=.5),isFinite(I)||(I=.5),isFinite(O)||(O=.5),r.reversedX&&(d=f-1-d,v=f-1-v),r.reversedY&&(m=h-1-m,y=h-1-y),r.reversedZ&&(g=p-1-g,x=p-1-x),r.filled){case 5:k=g,A=x,w=m*p,T=y*p,b=d*p*h,_=v*p*h;break;case 4:k=g,A=x,b=d*p,_=v*p,w=m*p*f,T=y*p*f;break;case 3:w=m,T=y,k=g*h,A=x*h,b=d*h*p,_=v*h*p;break;case 2:w=m,T=y,b=d*h,_=v*h,k=g*h*f,A=x*h*f;break;case 1:b=d,_=v,k=g*f,A=x*f,w=m*f*p,T=y*f*p;break;default:b=d,_=v,w=m*f,T=y*f,k=g*f*h,A=x*f*h}var z=i[b+w+k],D=i[b+w+A],R=i[b+T+k],F=i[b+T+A],B=i[_+w+k],N=i[_+w+A],j=i[_+T+k],U=i[_+T+A],V=n.create(),H=n.create(),q=n.create(),G=n.create();n.lerp(V,z,B,P),n.lerp(H,D,N,P),n.lerp(q,R,j,P),n.lerp(G,F,U,P);var Y=n.create(),W=n.create();n.lerp(Y,V,q,I),n.lerp(W,H,G,I);var X=n.create();return n.lerp(X,Y,W,O),X}(e,t,p)},m=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},g=[],v=e[0][0],y=e[0][1],x=e[0][2],b=e[1][0],_=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<v||e>b||r<y||r>_||n<x||n>w)},k=10*n.distance(e[0],e[1])/i,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,l=0;l<s;l++){var u=t[l],f=u[0],h=u[1],p=u[2];i[f]||(e.push(f),i[f]=!0),a[h]||(r.push(h),a[h]=!0),o[p]||(n.push(p),o[p]=!0)}var d=c(e),m=c(r),g=c(n),v=Math.min(d,m,g);return isFinite(v)?v:1}(r));for(var L=0;L<E;L++){var C=n.create();n.copy(C,r[L]);var P=[C],I=[],O=d(C),z=C;I.push(O);var D=[],R=m(C,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F),g.push({points:P,velocities:I,divergences:D});for(var B=0;B<100*i&&P.length<i&&T(C);){B++;var N=n.clone(O),j=n.squaredLength(N);if(0===j)break;if(j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,C),O=d(N),n.squaredDistance(z,N)-A>-1e-4*A){P.push(N),z=N,I.push(O);R=m(N,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F)}C=N}}var U=o(g,t.colormap,S,M);return f?U.tubeScale=f:(0===S&&(S=1),U.tubeScale=.5*u*M/S),U};var u=t(\"./lib/shaders\"),f=t(\"gl-cone3d\").createMesh;e.exports.createTubeMesh=function(t,e){return f(t,e,{shaders:u,traceType:\"streamtube\"})}},{\"./lib/shaders\":142,\"gl-cone3d\":79,\"gl-vec3\":169,\"gl-vec4\":205}],144:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n  vec4 clipPosition = projection * view * worldPosition;\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color \\u2014 in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * view * worldPosition;\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);r.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},r.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},{\"gl-shader\":132,glslify:231}],145:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=y(e),n=b(e),s=x(e),l=_(e),c=i(e),u=a(e,[{buffer:c,size:4,stride:40,offset:0},{buffer:c,size:3,stride:40,offset:16},{buffer:c,size:3,stride:40,offset:28}]),f=i(e),h=a(e,[{buffer:f,size:4,stride:20,offset:0},{buffer:f,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),m=o(e,1,256,e.RGBA,e.UNSIGNED_BYTE);m.minFilter=e.LINEAR,m.magFilter=e.LINEAR;var g=new M(e,[0,0],[[0,0,0],[0,0,0]],r,n,c,u,m,s,l,f,h,p,d,[0,0,0]),v={levels:[[],[],[]]};for(var w in t)v[w]=t[w];return v.colormap=v.colormap||\"jet\",g.update(v),g};var n=t(\"bit-twiddle\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"typedarray-pool\"),l=t(\"colormap\"),c=t(\"ndarray-ops\"),u=t(\"ndarray-pack\"),f=t(\"ndarray\"),h=t(\"surface-nets\"),p=t(\"gl-mat4/multiply\"),d=t(\"gl-mat4/invert\"),m=t(\"binary-search-bounds\"),g=t(\"ndarray-gradient\"),v=t(\"./lib/shaders\"),y=v.createShader,x=v.createContourShader,b=v.createPickShader,_=v.createPickContourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],T=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],k=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function A(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=k[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();function M(t,e,r,n,i,a,o,l,c,u,h,p,d,m,g){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=g,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=c,this._contourPickShader=u,this._contourBuffer=h,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new A([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=m,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var S=M.prototype;S.genColormap=function(t,e){var r=!1,n=u([l({colormap:t,nshades:256,format:\"rgba\"}).map((function(t,n){var i=e?function(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return c.divseq(n,255),this.hasAlphaScale=r,n},S.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},S.isOpaque=function(){return!this.isTransparent()},S.pickSlots=1,S.setPickBase=function(t){this.pickId=t};var E=[0,0,0],L={showSurface:!1,showContour:!1,projections:[w.slice(),w.slice(),w.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function C(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||E,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=L.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var c=L.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)c[i][n]=t.clipBounds[i][n];c[0][r]=-1e8,c[1][r]=1e8}return L.showSurface=o,L.showContour=s,L}var P={model:w,view:w,projection:w,inverseModel:w.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},I=w.slice(),O=[1,0,0,0,1,0,0,0,1];function z(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=P;n.model=t.model||w,n.view=t.view||w,n.projection=t.projection||w,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=O,n.vertexColor=this.vertexColor;var s=I;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var c=s[12+i];for(o=0;o<3;++o)c+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=c/l}var u=C(n,this);if(u.showSurface){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=u.projections[i],this._shader.uniforms.clipBounds=u.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(u.showContour){var f=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,f.bind(),f.uniforms=n;var h=this._contourVAO;for(h.bind(),i=0;i<3;++i)for(f.uniforms.permutation=k[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(f.uniforms.contourColor=this.highlightColor[i],f.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(f.uniforms.contourColor=this.contourColor[i],f.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(f.uniforms.height=this.contourLevels[i][o],h.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(f.uniforms.model=u.projections[i],f.uniforms.clipBounds=u.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){f.uniforms.permutation=k[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var m=0;m<this.contourLevels[o].length;++m)m===this.highlightLevel[o]?(f.uniforms.contourColor=this.highlightColor[o],f.uniforms.contourTint=this.highlightTint[o]):0!==m&&m-1!==this.highlightLevel[o]||(f.uniforms.contourColor=this.contourColor[o],f.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][m]&&(f.uniforms.height=this.contourLevels[o][m],h.draw(r.LINES,this._contourCounts[o][m],this._contourOffsets[o][m]))}for(h.unbind(),(h=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(f.uniforms.model=n.model,f.uniforms.clipBounds=n.clipBounds,f.uniforms.permutation=k[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),f.uniforms.contourColor=this.dynamicColor[i],f.uniforms.contourTint=this.dynamicTint[i],f.uniforms.height=this.dynamicLevel[i],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(f.uniforms.model=u.projections[o],f.uniforms.clipBounds=u.clipBounds[o],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));h.unbind()}}S.draw=function(t){return z.call(this,t,!1)},S.drawTransparent=function(t){return z.call(this,t,!0)};var D={model:w,view:w,projection:w,inverseModel:w,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function R(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function F(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function B(t){if(Array.isArray(t)){if(Array.isArray(t))return[F(t[0]),F(t[1]),F(t[2])];var e=F(t);return[e.slice(),e.slice(),e.slice()]}}S.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=D;r.model=t.model||w,r.view=t.view||w,r.projection=t.projection||w,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=O;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=C(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=k[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=k[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var c=0;c<this.contourLevels[a].length;++c)this._contourCounts[a][c]&&(s.uniforms.height=this.contourLevels[a][c],l.draw(e.LINES,this._contourCounts[a][c],this._contourOffsets[a][c]))}l.unbind()}},S.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var c=r.position;c[0]=c[1]=c[2]=0;for(var u=0;u<2;++u)for(var f=u?a:1-a,h=0;h<2;++h)for(var p=i+u,d=s+h,g=f*(h?l:1-l),v=0;v<3;++v)c[v]+=this._field[v].get(p,d)*g;for(var y=this._pickResult.level,x=0;x<3;++x)if(y[x]=m.le(this.contourLevels[x],c[x]),y[x]<0)this.contourLevels[x].length>0&&(y[x]=0);else if(y[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][y[x]],_=this.contourLevels[x][y[x]+1];Math.abs(b-c[x])>Math.abs(_-c[x])&&(y[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],v=0;v<3;++v)r.dataCoordinate[v]=this._field[v].get(r.index[0],r.index[1]);return r},S.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();c.assign(t.lo(1,1).hi(r[0],r[1]),e),c.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),c.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),c.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),c.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},S.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=R(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=R(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=R(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=B(t.contourColor)),\"contourProject\"in t&&(this.contourProject=R(t.contourProject,(function(t){return R(t,Boolean)}))),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=B(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=R(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=R(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=f(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var c=l[o];for(v=0;v<2;++v)if(c.shape[v]!==a[v])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],c)}}else if(t.ticks){var u=t.ticks;if(!Array.isArray(u)||2!==u.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=u[o];if((Array.isArray(p)||p.length)&&(p=f(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=f(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var m=[0,0];m[o]=1,this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2],m,0)}this._field[0].set(0,0,0);for(var v=0;v<a[0];++v)this._field[0].set(v+1,0,v);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),v=0;v<a[1];++v)this._field[1].set(0,v+1,v);this._field[1].set(0,a[1]+1,a[1]-1)}var y=this._field,x=f(s.mallocFloat(3*y[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)g(x.pick(o),y[o],\"mirror\");var b=f(s.mallocFloat(3*y[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(v=0;v<a[1]+2;++v){var _=x.get(0,o,v,0),w=x.get(0,o,v,1),k=x.get(1,o,v,0),A=x.get(1,o,v,1),M=x.get(2,o,v,0),S=x.get(2,o,v,1),E=k*S-A*M,L=M*w-S*_,C=_*A-w*k,P=Math.sqrt(E*E+L*L+C*C);P<1e-8?(P=Math.max(Math.abs(E),Math.abs(L),Math.abs(C)))<1e-8?(C=1,L=E=0,P=1):P=1/P:P=1/Math.sqrt(P),b.set(o,v,0,E*P),b.set(o,v,1,L*P),b.set(o,v,2,C*P)}s.free(x.data);var I=[1/0,1/0,1/0],O=[-1/0,-1/0,-1/0],z=1/0,D=-1/0,F=(a[0]-1)*(a[1]-1)*6,N=s.mallocFloat(n.nextPow2(10*F)),j=0,U=0;for(o=0;o<a[0]-1;++o)t:for(v=0;v<a[1]-1;++v){for(var V=0;V<2;++V)for(var H=0;H<2;++H)for(var q=0;q<3;++q){var G=this._field[q].get(1+o+V,1+v+H);if(isNaN(G)||!isFinite(G))continue t}for(q=0;q<6;++q){var Y=o+T[q][0],W=v+T[q][1],X=this._field[0].get(Y+1,W+1),Z=this._field[1].get(Y+1,W+1);G=this._field[2].get(Y+1,W+1),E=b.get(Y+1,W+1,0),L=b.get(Y+1,W+1,1),C=b.get(Y+1,W+1,2),t.intensity&&(J=t.intensity.get(Y,W));var J=t.intensity?t.intensity.get(Y,W):G+this.objectOffset[2];N[j++]=Y,N[j++]=W,N[j++]=X,N[j++]=Z,N[j++]=G,N[j++]=0,N[j++]=J,N[j++]=E,N[j++]=L,N[j++]=C,I[0]=Math.min(I[0],X+this.objectOffset[0]),I[1]=Math.min(I[1],Z+this.objectOffset[1]),I[2]=Math.min(I[2],G+this.objectOffset[2]),z=Math.min(z,J),O[0]=Math.max(O[0],X+this.objectOffset[0]),O[1]=Math.max(O[1],Z+this.objectOffset[1]),O[2]=Math.max(O[2],G+this.objectOffset[2]),D=Math.max(D,J),U+=1}}for(t.intensityBounds&&(z=+t.intensityBounds[0],D=+t.intensityBounds[1]),o=6;o<j;o+=10)N[o]=(N[o]-z)/(D-z);this._vertexCount=U,this._coordinateBuffer.update(N.subarray(0,j)),s.freeFloat(N),s.free(b.data),this.bounds=[I,O],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===z&&this.intensityBounds[1]===D||(r=!0),this.intensityBounds=[z,D]}if(\"levels\"in t){var K=t.levels;for(K=Array.isArray(K[0])?K.slice():[[],[],K],o=0;o<3;++o)K[o]=K[o].slice(),K[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(v=0;v<K[o].length;++v)K[o][v]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(K[o].length!==this.contourLevels[o].length){r=!0;break}for(v=0;v<K[o].length;++v)if(K[o][v]!==this.contourLevels[o][v]){r=!0;break t}}this.contourLevels=K}if(r){y=this._field,a=this.shape;for(var Q=[],$=0;$<3;++$){var tt=this.contourLevels[$],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=h(this._field[$],tt[o]);et.push(Q.length/5|0),U=0;t:for(v=0;v<it.cells.length;++v){var at=it.cells[v];for(q=0;q<2;++q){var ot=it.positions[at[q]],st=ot[0],lt=0|Math.floor(st),ct=st-lt,ut=ot[1],ft=0|Math.floor(ut),ht=ut-ft,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var mt=($+dt+1)%3;for(V=0;V<2;++V){var gt=V?ct:1-ct;for(Y=0|Math.min(Math.max(lt+V,0),a[0]),H=0;H<2;++H){var vt=H?ht:1-ht;if(W=0|Math.min(Math.max(ft+H,0),a[1]),G=dt<2?this._field[mt].get(Y,W):(this.intensity.get(Y,W)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var yt=gt*vt;nt[dt]+=yt*G}}}if(pt){if(q>0){for(var xt=0;xt<5;++xt)Q.pop();U-=1}continue t}Q.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[$]=et,this._contourCounts[$]=rt}var bt=s.mallocFloat(Q.length);for(o=0;o<Q.length;++o)bt[o]=Q[o];this._contourBuffer.update(bt),s.freeFloat(bt)}},S.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},S.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,c=(o+2)%3,u=this._field[o],f=this._field[l],p=this._field[c],d=h(u,r[o]),m=d.cells,g=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<m.length;++e)for(var v=m[e],y=0;y<2;++y){var x=g[v[y]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),T=b-_,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,L=1-E,C=k*L,P=k*E,I=T*L,O=T*E,z=C*f.get(_,M)+P*f.get(_,S)+I*f.get(w,M)+O*f.get(w,S),D=C*p.get(_,M)+P*p.get(_,S)+I*p.get(w,M)+O*p.get(w,S);if(isNaN(z)||isNaN(D)){y&&(n-=1);break}a[2*n+0]=z,a[2*n+1]=D,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},{\"./lib/shaders\":144,\"binary-search-bounds\":31,\"bit-twiddle\":32,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,\"ndarray-gradient\":252,\"ndarray-ops\":254,\"ndarray-pack\":255,\"surface-nets\":302,\"typedarray-pool\":308}],146:[function(t,e,r){\"use strict\";var n=t(\"ndarray\"),i=t(\"ndarray-ops\"),a=t(\"typedarray-pool\");e.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");o||c(t);if(\"number\"==typeof arguments[1])return v(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return v(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=u(e)?e:e.raw;if(r)return y(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return x(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function c(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}function u(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var f=function(t,e){i.muls(t,e,255)};function h(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function p(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var d=p.prototype;function m(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function g(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function v(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=g(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new p(t,o,e,r,n,i)}function y(t,e,r,n,i,a){var o=g(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new p(t,o,r,n,i,a)}function x(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=m(o,e.stride.slice()),c=0;\"float32\"===r?c=t.FLOAT:\"float64\"===r?(c=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?c=t.UNSIGNED_BYTE:(c=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var u,h,d=0;if(2===o.length)d=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])d=t.ALPHA;else if(2===o[2])d=t.LUMINANCE_ALPHA;else if(3===o[2])d=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");d=t.RGBA}}c!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(c=t.UNSIGNED_BYTE,l=!1);var v=e.size;if(l)u=0===e.offset&&e.data.length===v?e.data:e.data.subarray(e.offset,e.offset+v);else{var y=[o[2],o[2]*o[0],1];h=a.malloc(v,r);var x=n(h,o,y,0);\"float32\"!==r&&\"float64\"!==r||c!==t.UNSIGNED_BYTE?i.assign(x,e):f(x,e),u=h.subarray(0,v)}var b=g(t);return t.texImage2D(t.TEXTURE_2D,0,d,o[0],o[1],0,d,c,u),l||a.free(h),new p(t,b,o[0],o[1],d,c)}Object.defineProperties(d,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var 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       "/*!\n",
       " * Determine if an object is a Buffer\n",
       " *\n",
       " * @author   Feross Aboukhadijeh <https://feross.org>\n",
       " * @license  MIT\n",
       " */\n",
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i=this.computedMatrix,a=i[0],o=i[4],s=i[8],u=i[1],f=i[5],h=i[9],p=i[2],d=i[6],m=i[10],g=e*a+r*u,v=e*o+r*f,y=e*s+r*h,x=-(d*y-m*v),b=-(m*g-p*y),_=-(p*v-d*g),w=Math.sqrt(Math.max(0,1-Math.pow(x,2)-Math.pow(b,2)-Math.pow(_,2))),T=c(x,b,_,w);T>1e-6?(x/=T,b/=T,_/=T,w/=T):(x=b=_=0,w=1);var k=this.computedRotation,A=k[0],M=k[1],S=k[2],E=k[3],L=A*w+E*x+M*_-S*b,C=M*w+E*b+S*x-A*_,P=S*w+E*_+A*b-M*x,I=E*w-A*x-M*b-S*_;if(n){x=p,b=d,_=m;var O=Math.sin(n)/l(x,b,_);x*=O,b*=O,_*=O,I=I*(w=Math.cos(e))-(L=L*w+I*x+C*_-P*b)*x-(C=C*w+I*b+P*x-L*_)*b-(P=P*w+I*_+L*b-C*x)*_}var z=c(L,C,P,I);z>1e-6?(L/=z,C/=z,P/=z,I/=z):(L=C=P=0,I=1),this.rotation.set(t,L,C,P,I)},h.lookAt=function(t,e,r,n){this.recalcMatrix(t),r=r||this.computedCenter,e=e||this.computedEye,n=n||this.computedUp;var a=this.computedMatrix;i(a,e,r,n);var o=this.computedRotation;s(o,a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10]),u(o,o),this.rotation.set(t,o[0],o[1],o[2],o[3]);for(var l=0,c=0;c<3;++c)l+=Math.pow(r[c]-e[c],2);this.radius.set(t,.5*Math.log(Math.max(l,1e-6))),this.center.set(t,r[0],r[1],r[2])},h.translate=function(t,e,r,n){this.center.move(t,e||0,r||0,n||0)},h.setMatrix=function(t,e){var r=this.computedRotation;s(r,e[0],e[1],e[2],e[4],e[5],e[6],e[8],e[9],e[10]),u(r,r),this.rotation.set(t,r[0],r[1],r[2],r[3]);var n=this.computedMatrix;o(n,e);var i=n[15];if(Math.abs(i)>1e-6){var a=n[12]/i,l=n[13]/i,c=n[14]/i;this.recalcMatrix(t);var f=Math.exp(this.computedRadius[0]);this.center.set(t,a-n[2]*f,l-n[6]*f,c-n[10]*f),this.radius.idle(t)}else this.center.idle(t),this.radius.idle(t)},h.setDistance=function(t,e){e>0&&this.radius.set(t,Math.log(e))},h.setDistanceLimits=function(t,e){t=t>0?Math.log(t):-1/0,e=e>0?Math.log(e):1/0,e=Math.max(e,t),this.radius.bounds[0][0]=t,this.radius.bounds[1][0]=e},h.getDistanceLimits=function(t){var e=this.radius.bounds;return t?(t[0]=Math.exp(e[0][0]),t[1]=Math.exp(e[1][0]),t):[Math.exp(e[0][0]),Math.exp(e[1][0])]},h.toJSON=function(){return this.recalcMatrix(this.lastT()),{center:this.computedCenter.slice(),rotation:this.computedRotation.slice(),distance:Math.log(this.computedRadius[0]),zoomMin:this.radius.bounds[0][0],zoomMax:this.radius.bounds[1][0]}},h.fromJSON=function(t){var e=this.lastT(),r=t.center;r&&this.center.set(e,r[0],r[1],r[2]);var n=t.rotation;n&&this.rotation.set(e,n[0],n[1],n[2],n[3]);var i=t.distance;i&&i>0&&this.radius.set(e,Math.log(i)),this.setDistanceLimits(t.zoomMin,t.zoomMax)}},{\"./lib/quatFromFrame\":262,\"filtered-vector\":68,\"gl-mat4/fromQuat\":95,\"gl-mat4/invert\":98,\"gl-mat4/lookAt\":99}],264:[function(t,e,r){\n",
       "/*!\n",
       " * pad-left <https://github.com/jonschlinkert/pad-left>\n",
       " *\n",
       " * Copyright (c) 2014-2015, Jon Schlinkert.\n",
       " * Licensed under the MIT license.\n",
       " */\n",
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e=this.computedUp,r=this.computedRight,n=0,i=0,a=0;a<3;++a)i+=e[a]*r[a],n+=e[a]*e[a];var l=Math.sqrt(n),u=0;for(a=0;a<3;++a)r[a]-=e[a]*i/n,u+=r[a]*r[a],e[a]/=l;var f=Math.sqrt(u);for(a=0;a<3;++a)r[a]/=f;var h=this.computedToward;o(h,e,r),s(h,h);var p=Math.exp(this.computedRadius[0]),d=this.computedAngle[0],m=this.computedAngle[1],g=Math.cos(d),v=Math.sin(d),y=Math.cos(m),x=Math.sin(m),b=this.computedCenter,_=g*y,w=v*y,T=x,k=-g*x,A=-v*x,M=y,S=this.computedEye,E=this.computedMatrix;for(a=0;a<3;++a){var L=_*r[a]+w*h[a]+T*e[a];E[4*a+1]=k*r[a]+A*h[a]+M*e[a],E[4*a+2]=L,E[4*a+3]=0}var C=E[1],P=E[5],I=E[9],O=E[2],z=E[6],D=E[10],R=P*D-I*z,F=I*O-C*D,B=C*z-P*O,N=c(R,F,B);R/=N,F/=N,B/=N,E[0]=R,E[4]=F,E[8]=B;for(a=0;a<3;++a)S[a]=b[a]+E[2+4*a]*p;for(a=0;a<3;++a){u=0;for(var j=0;j<3;++j)u+=E[a+4*j]*S[j];E[12+a]=-u}E[15]=1},p.getMatrix=function(t,e){this.recalcMatrix(t);var r=this.computedMatrix;if(e){for(var n=0;n<16;++n)e[n]=r[n];return e}return r};var d=[0,0,0];p.rotate=function(t,e,r,n){if(this.angle.move(t,e,r),n){this.recalcMatrix(t);var i=this.computedMatrix;d[0]=i[2],d[1]=i[6],d[2]=i[10];for(var o=this.computedUp,s=this.computedRight,l=this.computedToward,c=0;c<3;++c)i[4*c]=o[c],i[4*c+1]=s[c],i[4*c+2]=l[c];a(i,i,n,d);for(c=0;c<3;++c)o[c]=i[4*c],s[c]=i[4*c+1];this.up.set(t,o[0],o[1],o[2]),this.right.set(t,s[0],s[1],s[2])}},p.pan=function(t,e,r,n){e=e||0,r=r||0,n=n||0,this.recalcMatrix(t);var i=this.computedMatrix,a=(Math.exp(this.computedRadius[0]),i[1]),o=i[5],s=i[9],l=c(a,o,s);a/=l,o/=l,s/=l;var u=i[0],f=i[4],h=i[8],p=u*a+f*o+h*s,d=c(u-=a*p,f-=o*p,h-=s*p),m=(u/=d)*e+a*r,g=(f/=d)*e+o*r,v=(h/=d)*e+s*r;this.center.move(t,m,g,v);var y=Math.exp(this.computedRadius[0]);y=Math.max(1e-4,y+n),this.radius.set(t,Math.log(y))},p.translate=function(t,e,r,n){this.center.move(t,e||0,r||0,n||0)},p.setMatrix=function(t,e,r,n){var a=1;\"number\"==typeof r&&(a=0|r),(a<0||a>3)&&(a=1);var o=(a+2)%3;e||(this.recalcMatrix(t),e=this.computedMatrix);var s=e[a],l=e[a+4],f=e[a+8];if(n){var h=Math.abs(s),p=Math.abs(l),d=Math.abs(f),m=Math.max(h,p,d);h===m?(s=s<0?-1:1,l=f=0):d===m?(f=f<0?-1:1,s=l=0):(l=l<0?-1:1,s=f=0)}else{var g=c(s,l,f);s/=g,l/=g,f/=g}var v,y,x=e[o],b=e[o+4],_=e[o+8],w=x*s+b*l+_*f,T=c(x-=s*w,b-=l*w,_-=f*w),k=l*(_/=T)-f*(b/=T),A=f*(x/=T)-s*_,M=s*b-l*x,S=c(k,A,M);if(k/=S,A/=S,M/=S,this.center.jump(t,q,G,Y),this.radius.idle(t),this.up.jump(t,s,l,f),this.right.jump(t,x,b,_),2===a){var E=e[1],L=e[5],C=e[9],P=E*x+L*b+C*_,I=E*k+L*A+C*M;v=R<0?-Math.PI/2:Math.PI/2,y=Math.atan2(I,P)}else{var O=e[2],z=e[6],D=e[10],R=O*s+z*l+D*f,F=O*x+z*b+D*_,B=O*k+z*A+D*M;v=Math.asin(u(R)),y=Math.atan2(B,F)}this.angle.jump(t,y,v),this.recalcMatrix(t);var N=e[2],j=e[6],U=e[10],V=this.computedMatrix;i(V,e);var H=V[15],q=V[12]/H,G=V[13]/H,Y=V[14]/H,W=Math.exp(this.computedRadius[0]);this.center.jump(t,q-N*W,G-j*W,Y-U*W)},p.lastT=function(){return 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from visualisation import display_images\n",
    "from histogram_transfer import apply_histogram\n",
    "from PIL import Image\n",
    "\n",
    "output = apply_histogram(\n",
    "    edited_image, predicted_histogram, hyperparameters[\"bin_count\"]\n",
    ")\n",
    "\n",
    "display_images(\n",
    "    {\n",
    "        \"Original\": original_image,\n",
    "        \"Edited\": edited_image,\n",
    "        \"Output\": Image.fromarray(output),\n",
    "    }\n",
    ")\n",
    "plot_histograms_in_3d(\n",
    "    {\n",
    "        \"original\": compute_histogram(\n",
    "            original_image, bins=hyperparameters[\"bin_count\"], normalize=True\n",
    "        ),\n",
    "        \"edited\": compute_histogram(\n",
    "            edited_image, bins=hyperparameters[\"bin_count\"], normalize=True\n",
    "        ),\n",
    "        \"predicted\": compute_histogram(\n",
    "            Image.fromarray(output), bins=hyperparameters[\"bin_count\"], normalize=True\n",
    "        ),\n",
    "    },\n",
    ")"
   ]
  }
 ],
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