{
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<a name=\"top\"></a>\n",
    "<div style=\"width:600 px\">\n",
    "\n",
    "<div style=\"float:right; width:340 px; height:300px;\">\n",
    "<img src=\"https://raw.githubusercontent.com/unidata/drilsdown/master/docs/_static/DRILSDOWN_logo.png\" alt=\"DRILSDOWN Logo\" style=\"height: 300px;\">\n",
    "</div>\n",
    "\n",
    "<div style=\"float:right; width:98 px; height:98px;\">\n",
    "<img src=\"https://www.earthcube.org/sites/default/files/doc-repository/logo_earthcube_cube-only_SMALL.png\" alt=\"Earthcube Logo\" style=\"height: 98px;\">\n",
    "</div>\n",
    "\n",
    "\n",
    "<h1>Understanding eddy momentum flux II: Profiles</h1>\n",
    "<h3>from 7km G5NR data, using G5NRutils.py</h3>\n",
    "<h4>Suvarchal Cheedela and Brian Mapes, Oct 2017</h4>\n",
    "\n",
    "Part of [this nbviewer repo](http://nbviewer.jupyter.org/github/suvarchal/G5NR_Interactive_notebooks/tree/master/)\n",
    "\n",
    "-------------\n",
    "\n",
    "<div style=\"clear:both\"></div>\n",
    "</div>\n",
    "\n",
    "<hr style=\"height:2px;\">\n",
    "\n",
    "\n",
    "### Sections\n",
    "<a href=\"#open_casefile\">Open your case file (.zidv)</a>\n",
    "1. <a href=\"#map_context\">Plan view: u',v',w'</a>\n",
    "2. <a href=\"#profiles\">SKEdot's underlying profiles:  u'w', v'w', div(eddyflux)</a>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import holoviews as hv\n",
    "import geoviews as gv\n",
    "import geoviews.feature as gf\n",
    "from cartopy import crs as ccrs\n",
    "import xarray as xr\n",
    "import numpy as np\n",
    "from datetime import datetime\n",
    "from holoviews import streams"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import G5NR_utils"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
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       "     \"<ul>\\n\"+\n",
       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
       "     \"</ul>\\n\"+\n",
       "     \"<code>\\n\"+\n",
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       "     \"</code>\\n\"+\n",
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       "\n",
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null==r&&(r=null),t.emit({id:r,e:e})},t.prototype._bokify_hammer=function(t,e){var r,n,i,a,c,_;return null==e&&(e={}),\"mouse\"===t.pointerType?(c=t.srcEvent.pageX,_=t.srcEvent.pageY):(c=t.pointers[0].pageX,_=t.pointers[0].pageY),i=s.offset(t.target),n=i.left,a=i.top,t.bokeh={sx:c-n,sy:_-a},t.bokeh=l.extend(t.bokeh,e),r=u.BokehEvent.event_class(t),null!=r?this.plot.trigger_event(r.from_event(t)):o.logger.debug(\"Unhandled event of type \"+t.type)},t.prototype._bokify_point_event=function(t,e){var r,n,i,a;return null==e&&(e={}),i=s.offset(t.currentTarget),n=i.left,a=i.top,t.bokeh={sx:t.pageX-n,sy:t.pageY-a},t.bokeh=l.extend(t.bokeh,e),r=u.BokehEvent.event_class(t),null!=r?this.plot.trigger_event(r.from_event(t)):o.logger.debug(\"Unhandled event of type \"+t.type)},t.prototype._tap=function(t){return this._bokify_hammer(t),this._trigger(this.tap,t)},t.prototype._doubletap=function(t){return this._bokify_hammer(t),this.trigger(this.doubletap,t)},t.prototype._press=function(t){return 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this._bokify_hammer(t),this._trigger(this.rotate_end,t)},t.prototype._mouse_enter=function(t){return this._bokify_point_event(t),this._trigger(this.move_enter,t);\n",
       "      },t.prototype._mouse_move=function(t){return this._bokify_point_event(t),this._trigger(this.move,t)},t.prototype._mouse_exit=function(t){return this._bokify_point_event(t),this._trigger(this.move_exit,t)},t.prototype._mouse_wheel=function(t){return this._bokify_point_event(t,{delta:a.getDeltaY(t)}),this._trigger(this.scroll,t)},t.prototype._key_down=function(t){return this.trigger(this.keydown,t)},t.prototype._key_up=function(t){return this.trigger(this.keyup,t)},t}()},function(t,e,r){\"use strict\";function n(t){return t[t.length-1]}function i(t){return I.call(t)}function o(t){return(e=[]).concat.apply(e,t);var e}function s(t,e){return t.indexOf(e)!==-1}function a(t,e){return t[e>=0?e:t.length+e]}function l(t,e){for(var r=Math.min(t.length,e.length),n=new Array(r),i=0;i<r;i++)n[i]=[t[i],e[i]];return n}function u(t){for(var e=t.length,r=new Array(e),n=new Array(e),i=0;i<e;i++)o=t[i],r[i]=o[0],n[i]=o[1];return[r,n];var o}function c(t,e,r){void 0===r&&(r=1),null==e&&(e=t,t=0);for(var n=Math.max(Math.ceil((e-t)/r),0),i=Array(n),o=0;o<n;o++,t+=r)i[o]=t;return i}function _(t,e,r){void 0===r&&(r=100);for(var n=(e-t)/(r-1),i=new Array(r),o=0;o<r;o++)i[o]=t+n*o;return i}function h(t){for(var e=t.length,r=t[0].length,n=[],i=0;i<r;i++){n[i]=[];for(var o=0;o<e;o++)n[i][o]=t[o][i]}return n}function p(t){return t.reduce(function(t,e){return t+e},0)}function d(t){var e=[];return t.reduce(function(t,r,n){return e[n]=t+r},0),e}function f(t){for(var e,r=1/0,n=0,i=t.length;n<i;n++)e=t[n],e<r&&(r=e);return r}function y(t,e){if(0==t.length)throw new Error(\"minBy() called with an empty array\");for(var r=t[0],n=e(r),i=1,o=t.length;i<o;i++){var s=t[i],a=e(s);a<n&&(r=s,n=a)}return r}function m(t){for(var e,r=-(1/0),n=0,i=t.length;n<i;n++)e=t[n],e>r&&(r=e);return r}function v(t,e){if(0==t.length)throw new Error(\"maxBy() called with an empty array\");for(var r=t[0],n=e(r),i=1,o=t.length;i<o;i++){var s=t[i],a=e(s);a>n&&(r=s,n=a)}return r}function g(t){return y(c(t.length),function(e){return t[e]})}function b(t){return v(c(t.length),function(e){return t[e]})}function w(t,e){for(var r=0,n=t;r<n.length;r++){var i=n[r];if(!e(i))return!1}return!0}function x(t,e){for(var r=0,n=t;r<n.length;r++){var i=n[r];if(e(i))return!0}return!1}function k(t){return function(e,r){for(var n=e.length,i=t>0?0:n-1;i>=0&&i<n;i+=t)if(r(e[i]))return i;return-1}}function M(t,e){var n=r.findIndex(t,e);return n==-1?void 0:t[n]}function S(t,e){var n=r.findLastIndex(t,e);return n==-1?void 0:t[n]}function T(t,e){for(var r=0,n=t.length;r<n;){var i=Math.floor((r+n)/2);t[i]<e?r=i+1:n=i}return r}function O(t,e){var r=t.map(function(t,r){return{value:t,index:r,key:e(t)}});return r.sort(function(t,e){var r=t.key,n=e.key;if(r!==n){if(r>n||void 0===r)return 1;if(r<n||void 0===n)return-1}return t.index-e.index}),r.map(function(t){return t.value})}function P(t){for(var e=[],r=0,n=t;r<n.length;r++){var i=n[r];s(e,i)||e.push(i)}return e}function A(t,e){for(var r=[],n=[],i=0,o=t;i<o.length;i++){var a=o[i],l=e(a);s(n,l)||(n.push(l),r.push(a))}return r}function E(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];return P(o(t))}function j(t){for(var e=[],r=1;r<arguments.length;r++)e[r-1]=arguments[r];var n=[];t:for(var i=0,o=t;i<o.length;i++){var a=o[i];if(!s(n,a)){for(var l=0,u=e;l<u.length;l++){var c=u[l];if(!s(c,a))continue t}n.push(a)}}return n}function z(t){for(var e=[],r=1;r<arguments.length;r++)e[r-1]=arguments[r];var n=o(e);return t.filter(function(t){return!s(n,t)})}function C(t,e){for(var r=0;r<t.length;)e(t[r])?t.splice(r,1):r++}function N(t){for(var e=t.length,r=new Array(e),n=0;n<e;n++){var i=F.randomIn(0,n);i!==n&&(r[n]=r[i]),r[i]=t[n]}return r}function D(t,e){for(var r=t.length,n=new Array(r-1),i=0;i<r-1;i++)n[i]=e(t[i],t[i+1]);return n}\n",
       "      //     (c) 2009-2015 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n",
       "      //     Underscore may be freely distributed under the MIT license.\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var F=t(28),I=Array.prototype.slice;r.last=n,r.copy=i,r.concat=o,r.contains=s,r.nth=a,r.zip=l,r.unzip=u,r.range=c,r.linspace=_,r.transpose=h,r.sum=p,r.cumsum=d,r.min=f,r.minBy=y,r.max=m,r.maxBy=v,r.argmin=g,r.argmax=b,r.all=w,r.any=x,r.findIndex=k(1),r.findLastIndex=k(-1),r.find=M,r.findLast=S,r.sortedIndex=T,r.sortBy=O,r.uniq=P,r.uniqBy=A,r.union=E,r.intersection=j,r.difference=z,r.removeBy=C,r.shuffle=N,r.pairwise=D},function(t,e,r){\"use strict\";function n(){return{minX:1/0,minY:1/0,maxX:-(1/0),maxY:-(1/0)}}function i(){return{minX:Number.MIN_VALUE,minY:-(1/0),maxX:1/0,maxY:1/0}}function o(){return{minX:-(1/0),minY:Number.MIN_VALUE,maxX:1/0,maxY:1/0}}function s(t,e){return{minX:Math.min(t.minX,e.minX),maxX:Math.max(t.maxX,e.maxX),minY:Math.min(t.minY,e.minY),maxY:Math.max(t.maxY,e.maxY)}}Object.defineProperty(r,\"__esModule\",{value:!0}),r.empty=n,r.positive_x=i,r.positive_y=o,r.union=s;var a=function(){function t(t){null==t?(this.x0=1/0,this.y0=-(1/0),this.x1=1/0,this.y1=-(1/0)):(this.x0=t.x0,this.y0=t.y0,this.x1=t.x1,this.y1=t.y1)}return Object.defineProperty(t.prototype,\"minX\",{get:function(){return this.x0},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"minY\",{get:function(){return this.y0},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"maxX\",{get:function(){return this.x1},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"maxY\",{get:function(){return this.y1},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"pt0\",{get:function(){return[this.x0,this.y0]},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"pt1\",{get:function(){return[this.x1,this.y1]},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"x\",{get:function(){return this.x0},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"y\",{get:function(){return this.x1},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"width\",{get:function(){return this.x1-this.x0},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"height\",{get:function(){return this.y1-this.y0},enumerable:!0,configurable:!0}),t.prototype.contains=function(t,e){return t>=this.x0&&t<=this.x1&&e>=this.y0&&e<=this.y1},t.prototype.union=function(e){return new t({x0:Math.min(this.x0,e.x0),y0:Math.min(this.y0,e.y0),x1:Math.max(this.x1,e.x1),y1:Math.max(this.y1,e.y1)})},t}();r.BBox=a},function(t,e,r){\"use strict\";function n(t,e){return setTimeout(t,e)}function i(t){return a(t)}function o(t,e,r){void 0===r&&(r={});var n,i,o,s=null,a=0,l=function(){a=r.leading===!1?0:Date.now(),s=null,o=t.apply(n,i),s||(n=i=null)};return function(){var u=Date.now();a||r.leading!==!1||(a=u);var c=e-(u-a);return n=this,i=arguments,c<=0||c>e?(s&&(clearTimeout(s),s=null),a=u,o=t.apply(n,i),s||(n=i=null)):s||r.trailing===!1||(s=setTimeout(l,c)),o}}function s(t){var e,r=!1;return function(){return r||(r=!0,e=t()),e}}\n",
       "      //     (c) 2009-2015 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n",
       "      //     Underscore may be freely distributed under the MIT license.\n",
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t;this._push_all_models_freeze();try{for(t=[];this._roots.length>0;)t.push(this.remove_root(this._roots[0]));return t}finally{this._pop_all_models_freeze()}},t.prototype.destructively_move=function(t){var e,r,n,i,o,s,a,l,u;if(t===this)throw new Error(\"Attempted to overwrite a document with itself\");for(t.clear(),u=[],l=this._roots,e=0,n=l.length;e<n;e++)a=l[e],u.push(a);for(this.clear(),r=0,i=u.length;r<i;r++)if(a=u[r],null!==a.document)throw new Error(\"Somehow we didn't detach \"+a);if(0!==Object.keys(this._all_models).length)throw new Error(\"@_all_models still had stuff in it: \"+this._all_models);for(s=0,o=u.length;s<o;s++)a=u[s],t.add_root(a);return t.set_title(this._title)},t.prototype._push_all_models_freeze=function(){return this._all_models_freeze_count+=1},t.prototype._pop_all_models_freeze=function(){if(this._all_models_freeze_count-=1,0===this._all_models_freeze_count)return this._recompute_all_models()},t.prototype._invalidate_all_models=function(){if(u.logger.debug(\"invalidating document models\"),0===this._all_models_freeze_count)return this._recompute_all_models()},t.prototype._recompute_all_models=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,f,m,v,g,b,w,x,k;for(_=new d.Set,v=this._roots,r=0,i=v.length;r<i;r++)f=v[r],_=_.union(f.references());for(p=new d.Set(y.values(this._all_models)),k=p.diff(_),x=_.diff(p),m={},g=_.values,n=0,o=g.length;n<o;n++)l=g[n],m[l.id]=l;for(b=k.values,u=0,s=b.length;u<s;u++)e=b[u],e.detach_document(),c=e.name,null!==c&&this._all_models_by_name.remove_value(c,e);for(w=x.values,h=0,a=w.length;h<a;h++)t=w[h],t.attach_document(this),c=t.name,null!==c&&this._all_models_by_name.add_value(c,t);return this._all_models=m},t.prototype.roots=function(){return this._roots},t.prototype.add_root=function(t,e){if(u.logger.debug(\"Adding root: 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s.Visuals(this)},e.prototype.render=function(t,e){return null},e.prototype.clip=function(t,e){return null},e}(o.Annotation),r.OpenHead=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"OpenHead\",e.prototype.clip=function(t,e){return this.visuals.line.set_vectorize(t,e),t.moveTo(.5*this.size,this.size),t.lineTo(.5*this.size,-2),t.lineTo(-.5*this.size,-2),t.lineTo(-.5*this.size,this.size),t.lineTo(0,0),t.lineTo(.5*this.size,this.size)},e.prototype.render=function(t,e){if(this.visuals.line.doit)return this.visuals.line.set_vectorize(t,e),t.beginPath(),t.moveTo(.5*this.size,this.size),t.lineTo(0,0),t.lineTo(-.5*this.size,this.size),t.stroke()},e.mixins([\"line\"]),e.define({size:[a.Number,25]}),e}(r.ArrowHead),r.NormalHead=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"NormalHead\",e.prototype.clip=function(t,e){return this.visuals.line.set_vectorize(t,e),t.moveTo(.5*this.size,this.size),t.lineTo(.5*this.size,-2),t.lineTo(-.5*this.size,-2),t.lineTo(-.5*this.size,this.size),t.lineTo(.5*this.size,this.size)},e.prototype.render=function(t,e){if(this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,e),this._normal(t,e),t.fill()),this.visuals.line.doit)return this.visuals.line.set_vectorize(t,e),this._normal(t,e),t.stroke()},e.prototype._normal=function(t,e){return t.beginPath(),t.moveTo(.5*this.size,this.size),t.lineTo(0,0),t.lineTo(-.5*this.size,this.size),t.closePath()},e.mixins([\"line\",\"fill\"]),e.define({size:[a.Number,25]}),e.override({fill_color:\"black\"}),e}(r.ArrowHead),r.VeeHead=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"VeeHead\",e.prototype.clip=function(t,e){return this.visuals.line.set_vectorize(t,e),t.moveTo(.5*this.size,this.size),t.lineTo(.5*this.size,-2),t.lineTo(-.5*this.size,-2),t.lineTo(-.5*this.size,this.size),t.lineTo(0,.5*this.size),t.lineTo(.5*this.size,this.size)},e.prototype.render=function(t,e){if(this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,e),this._vee(t,e),t.fill()),this.visuals.line.doit)return this.visuals.line.set_vectorize(t,e),this._vee(t,e),t.stroke()},e.prototype._vee=function(t,e){return t.beginPath(),t.moveTo(.5*this.size,this.size),t.lineTo(0,0),t.lineTo(-.5*this.size,this.size),t.lineTo(0,.5*this.size),t.closePath()},e.mixins([\"line\",\"fill\"]),e.define({size:[a.Number,25]}),e.override({fill_color:\"black\"}),e}(r.ArrowHead),r.TeeHead=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"TeeHead\",e.prototype.render=function(t,e){if(this.visuals.line.doit)return this.visuals.line.set_vectorize(t,e),t.beginPath(),t.moveTo(.5*this.size,0),t.lineTo(-.5*this.size,0),t.stroke()},e.mixins([\"line\"]),e.define({size:[a.Number,25]}),e}(r.ArrowHead)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(170),a=t(14);r.BandView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.set_data(this.model.source)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return this.set_data(this.model.source)}),this.connect(this.model.source.patching,function(){return this.set_data(this.model.source)}),this.connect(this.model.source.change,function(){return this.set_data(this.model.source)})},e.prototype.set_data=function(t){return e.__super__.set_data.call(this,t),this.visuals.warm_cache(t),this.plot_view.request_render()},e.prototype._map_data=function(){var t,e,r,n,i,o,s,a,l,u,c,_;return c=this.plot_view.frame.xscales[this.model.x_range_name],_=this.plot_view.frame.yscales[this.model.y_range_name],l=\"height\"===this.model.dimension?_:c,o=\"height\"===this.model.dimension?c:_,r=\"data\"===this.model.lower.units?l.v_compute(this._lower):this._lower,i=\"data\"===this.model.upper.units?l.v_compute(this._upper):this._upper,t=\"data\"===this.model.base.units?o.v_compute(this._base):this._base,u=this.model._normals(),s=u[0],a=u[1],e=[r,t],n=[i,t],this._lower_sx=this.plot_model.canvas.v_vx_to_sx(e[s]),this._lower_sy=this.plot_model.canvas.v_vy_to_sy(e[a]),this._upper_sx=this.plot_model.canvas.v_vx_to_sx(n[s]),this._upper_sy=this.plot_model.canvas.v_vy_to_sy(n[a])},e.prototype.render=function(){var t,e,r,n,i,o,s,a,l,u;if(this.model.visible){for(this._map_data(),t=this.plot_view.canvas_view.ctx,t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]),e=r=0,s=this._lower_sx.length;0<=s?r<s:r>s;e=0<=s?++r:--r)t.lineTo(this._lower_sx[e],this._lower_sy[e]);for(e=n=a=this._upper_sx.length-1;a<=0?n<=0:n>=0;e=a<=0?++n:--n)t.lineTo(this._upper_sx[e],this._upper_sy[e]);for(t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_value(t),t.fill()),t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]),e=i=0,l=this._lower_sx.length;0<=l?i<l:i>l;e=0<=l?++i:--i)t.lineTo(this._lower_sx[e],this._lower_sy[e]);for(this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke()),t.beginPath(),t.moveTo(this._upper_sx[0],this._upper_sy[0]),e=o=0,u=this._upper_sx.length;0<=u?o<u:o>u;e=0<=u?++o:--o)t.lineTo(this._upper_sx[e],this._upper_sy[e]);return this.visuals.line.doit?(this.visuals.line.set_value(t),t.stroke()):void 0}},e}(o.AnnotationView),r.Band=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.BandView,e.prototype.type=\"Band\",e.mixins([\"line\",\"fill\"]),e.define({lower:[a.DistanceSpec],upper:[a.DistanceSpec],base:[a.DistanceSpec],dimension:[a.Dimension,\"height\"],source:[a.Instance,function(){return new s.ColumnDataSource}],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),e.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3}),e.prototype._normals=function(){var t,e,r,n;return\"height\"===this.dimension?(r=[1,0],t=r[0],e=r[1]):(n=[0,1],t=n[0],e=n[1]),[t,e]},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(19),a=t(5),l=t(14),u=t(41);r.BoxAnnotationView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view.canvas_overlays.appendChild(this.el),this.el.classList.add(\"bk-shading\"),a.hide(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),\"css\"===this.model.render_mode?(this.connect(this.model.change,function(){return this.render()}),this.connect(this.model.data_update,function(){return this.render()})):(this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.data_update,function(t){return function(){return t.plot_view.request_render()}}(this)))},e.prototype.render=function(){var t,e,r,n,i,o,s,l;if(this.model.visible||\"css\"!==this.model.render_mode||a.hide(this.el),this.model.visible)return null==this.model.left&&null==this.model.right&&null==this.model.top&&null==this.model.bottom?(a.hide(this.el),null):(e=this.plot_model.frame,t=this.plot_model.canvas,s=this.plot_view.frame.xscales[this.model.x_range_name],l=this.plot_view.frame.yscales[this.model.y_range_name],n=t.vx_to_sx(this._calc_dim(this.model.left,this.model.left_units,s,e.h_range.start)),i=t.vx_to_sx(this._calc_dim(this.model.right,this.model.right_units,s,e.h_range.end)),r=t.vy_to_sy(this._calc_dim(this.model.bottom,this.model.bottom_units,l,e.v_range.start)),o=t.vy_to_sy(this._calc_dim(this.model.top,this.model.top_units,l,e.v_range.end)),\"css\"===this.model.render_mode?this._css_box(n,i,r,o):this._canvas_box(n,i,r,o))},e.prototype._css_box=function(t,e,r,n){var i,o,s;return s=Math.abs(e-t),o=Math.abs(r-n),this.el.style.left=t+\"px\",this.el.style.width=s+\"px\",this.el.style.top=n+\"px\",this.el.style.height=o+\"px\",this.el.style.borderWidth=this.model.line_width.value+\"px\",this.el.style.borderColor=this.model.line_color.value,this.el.style.backgroundColor=this.model.fill_color.value,this.el.style.opacity=this.model.fill_alpha.value,i=this.model.line_dash,u.isArray(i)&&(i=i.length<2?\"solid\":\"dashed\"),u.isString(i)&&(this.el.style.borderStyle=i),a.show(this.el)},e.prototype._canvas_box=function(t,e,r,n){var i;return i=this.plot_view.canvas_view.ctx,i.save(),i.beginPath(),i.rect(t,n,e-t,r-n),this.visuals.fill.set_value(i),i.fill(),this.visuals.line.set_value(i),i.stroke(),i.restore()},e.prototype._calc_dim=function(t,e,r,n){var i;return i=null!=t?\"data\"===e?r.compute(t):t:n},e}(o.AnnotationView),r.BoxAnnotation=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.BoxAnnotationView,e.prototype.type=\"BoxAnnotation\",e.mixins([\"line\",\"fill\"]),e.define({render_mode:[l.RenderMode,\"canvas\"],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"],top:[l.Number,null],top_units:[l.SpatialUnits,\"data\"],bottom:[l.Number,null],bottom_units:[l.SpatialUnits,\"data\"],left:[l.Number,null],left_units:[l.SpatialUnits,\"data\"],right:[l.Number,null],right_units:[l.SpatialUnits,\"data\"]}),e.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.data_update=new s.Signal(this,\"data_update\")},e.prototype.update=function(t){var e,r,n,i;return r=t.left,n=t.right,i=t.top,e=t.bottom,this.setv({left:r,right:n,top:i,bottom:e},{silent:!0}),this.data_update.emit()},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i,o,s=function(t,e){function r(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},a={}.hasOwnProperty,l=t(50),u=t(177),c=t(89),_=t(143),h=t(165),p=t(166),d=t(157),f=t(14),y=t(39),m=t(21),v=t(29),g=t(41);o=25,i=.3,n=.8,r.ColorBarView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this._set_canvas_image()},e.prototype.connect_signals=function(){if(e.__super__.connect_signals.call(this),this.connect(this.model.properties.visible.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.ticker.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.formatter.change,function(t){return function(){return t.plot_view.request_render()}}(this)),null!=this.model.color_mapper)return this.connect(this.model.color_mapper.change,function(){return this._set_canvas_image(),this.plot_view.request_render()})},e.prototype._get_panel_offset=function(){var t,e;return t=this.model.panel._left.value,e=this.model.panel._top.value,{x:t,y:-e}},e.prototype._get_size=function(){var t,e;if(null!=this.model.color_mapper)return t=this.compute_legend_dimensions(),e=this.model.panel.side,\"above\"===e||\"below\"===e?t.height:\"left\"===e||\"right\"===e?t.width:void 0},e.prototype._set_canvas_image=function(){var t,e,r,n,i,o,s,a,l,u,c,h,p;if(null!=this.model.color_mapper){switch(a=this.model.color_mapper.palette,\"vertical\"===this.model.orientation&&(a=a.slice(0).reverse()),this.model.orientation){case\"vertical\":l=[1,a.length],p=l[0],i=l[1];break;case\"horizontal\":u=[a.length,1],p=u[0],i=u[1]}return r=document.createElement(\"canvas\"),c=[p,i],r.width=c[0],r.height=c[1],o=r.getContext(\"2d\"),s=o.getImageData(0,0,p,i),n=new _.LinearColorMapper({palette:a}),t=n.v_map_screen(function(){h=[];for(var t=0,e=a.length;0<=e?t<e:t>e;0<=e?t++:t--)h.push(t);return h}.apply(this)),e=new Uint8Array(t),s.data.set(e),o.putImageData(s,0,0),this.image=r}},e.prototype.compute_legend_dimensions=function(){var t,e,r,n,i,o,s,a,l,u;switch(t=this.model._computed_image_dimensions(),a=[t.height,t.width],e=a[0],r=a[1],n=this._get_label_extent(),u=this.model._title_extent(),l=this.model._tick_extent(),s=this.model.padding,this.model.orientation){case\"vertical\":i=e+u+2*s,o=r+l+n+2*s;break;case\"horizontal\":i=e+u+l+n+2*s,o=r+2*s}return{height:i,width:o}},e.prototype.compute_legend_location=function(){var t,e,r,n,i,o,s,a,l,u,c,_;if(e=this.compute_legend_dimensions(),s=[e.height,e.width],r=s[0],i=s[1],n=this.model.margin,o=this.model.location,t=this.plot_view.frame.h_range,u=this.plot_view.frame.v_range,g.isString(o))switch(o){case\"top_left\":c=t.start+n,_=u.end-n;break;case\"top_center\":c=(t.end+t.start)/2-i/2,_=u.end-n;break;case\"top_right\":c=t.end-n-i,_=u.end-n;break;case\"center_right\":c=t.end-n-i,_=(u.end+u.start)/2+r/2;break;case\"bottom_right\":c=t.end-n-i,_=u.start+n+r;break;case\"bottom_center\":c=(t.end+t.start)/2-i/2,_=u.start+n+r;break;case\"bottom_left\":c=t.start+n,_=u.start+n+r;break;case\"center_left\":c=t.start+n,_=(u.end+u.start)/2+r/2;break;case\"center\":c=(t.end+t.start)/2-i/2,_=(u.end+u.start)/2+r/2}else g.isArray(o)&&2===o.length&&(c=o[0],_=o[1]);return a=this.plot_view.canvas.vx_to_sx(c),l=this.plot_view.canvas.vy_to_sy(_),{sx:a,sy:l}},e.prototype.render=function(){var t,e,r,n,i,o;if(this.model.visible&&null!=this.model.color_mapper)return t=this.plot_view.canvas_view.ctx,t.save(),null!=this.model.panel&&(i=this._get_panel_offset(),t.translate(i.x,i.y),e=this._get_frame_offset(),t.translate(e.x,e.y)),n=this.compute_legend_location(),t.translate(n.sx,n.sy),this._draw_bbox(t),r=this._get_image_offset(),t.translate(r.x,r.y),this._draw_image(t),null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high&&(o=this.model.tick_info(),this._draw_major_ticks(t,o),this._draw_minor_ticks(t,o),this._draw_major_labels(t,o)),this.model.title&&this._draw_title(t),t.restore()},e.prototype._draw_bbox=function(t){var e;return e=this.compute_legend_dimensions(),t.save(),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(0,0,e.width,e.height)),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_image=function(t){var e;return e=this.model._computed_image_dimensions(),t.save(),t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.scale_alpha,t.drawImage(this.image,0,0,e.width,e.height),this.visuals.bar_line.doit&&(this.visuals.bar_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_major_ticks=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y;if(this.visuals.major_tick_line.doit){for(a=this.model._normals(),o=a[0],s=a[1],n=this.model._computed_image_dimensions(),l=[n.width*o,n.height*s],f=l[0],y=l[1],u=e.coords.major,_=u[0],h=u[1],p=this.model.major_tick_in,d=this.model.major_tick_out,t.save(),t.translate(f,y),this.visuals.major_tick_line.set_value(t),r=i=0,c=_.length;0<=c?i<c:i>c;r=0<=c?++i:--i)t.beginPath(),t.moveTo(Math.round(_[r]+o*d),Math.round(h[r]+s*d)),t.lineTo(Math.round(_[r]-o*p),Math.round(h[r]-s*p)),t.stroke();return t.restore()}},e.prototype._draw_minor_ticks=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y;if(this.visuals.minor_tick_line.doit){for(a=this.model._normals(),o=a[0],s=a[1],n=this.model._computed_image_dimensions(),l=[n.width*o,n.height*s],f=l[0],y=l[1],u=e.coords.minor,_=u[0],h=u[1],p=this.model.minor_tick_in,d=this.model.minor_tick_out,t.save(),t.translate(f,y),this.visuals.minor_tick_line.set_value(t),r=i=0,c=_.length;0<=c?i<c:i>c;r=0<=c?++i:--i)t.beginPath(),t.moveTo(Math.round(_[r]+o*d),Math.round(h[r]+s*d)),t.lineTo(Math.round(_[r]-o*p),Math.round(h[r]-s*p)),t.stroke();return t.restore()}},e.prototype._draw_major_labels=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g;if(this.visuals.major_label_text.doit){for(l=this.model._normals(),s=l[0],a=l[1],i=this.model._computed_image_dimensions(),u=[i.width*s,i.height*a],y=u[0],v=u[1],p=this.model.label_standoff+this.model._tick_extent(),c=[p*s,p*a],m=c[0],g=c[1],_=e.coords.major,d=_[0],f=_[1],r=e.labels.major,this.visuals.major_label_text.set_value(t),t.save(),t.translate(y+m,v+g),n=o=0,h=d.length;0<=h?o<h:o>h;n=0<=h?++o:--o)t.fillText(r[n],Math.round(d[n]+s*this.model.label_standoff),Math.round(f[n]+a*this.model.label_standoff));return t.restore()}},e.prototype._draw_title=function(t){if(this.visuals.title_text.doit)return t.save(),this.visuals.title_text.set_value(t),t.fillText(this.model.title,0,-this.model.title_standoff),t.restore()},e.prototype._get_label_extent=function(){var t,e,r,n;if(n=this.model.tick_info().labels.major,null==this.model.color_mapper.low||null==this.model.color_mapper.high||v.isEmpty(n))r=0;else{switch(t=this.plot_view.canvas_view.ctx,t.save(),this.visuals.major_label_text.set_value(t),this.model.orientation){case\"vertical\":r=m.max(function(){var r,i,o;for(o=[],r=0,i=n.length;r<i;r++)e=n[r],o.push(t.measureText(e.toString()).width);return o}());break;case\"horizontal\":r=y.get_text_height(this.visuals.major_label_text.font_value()).height}r+=this.model.label_standoff,t.restore()}return r},e.prototype._get_frame_offset=function(){var t,e,r,n,i;switch(r=[0,0],n=r[0],i=r[1],e=this.model.panel,t=this.plot_view.frame,e.side){case\"left\":case\"right\":i=Math.abs(e._top.value-t._top.value);break;case\"above\":case\"below\":n=Math.abs(t._left.value)}return{x:n,y:i}},e.prototype._get_image_offset=function(){var t,e;return t=this.model.padding,e=this.model.padding+this.model._title_extent(),{x:t,y:e}},e}(l.AnnotationView),r.ColorBar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.default_view=r.ColorBarView,e.prototype.type=\"ColorBar\",e.mixins([\"text:major_label_\",\"text:title_\",\"line:major_tick_\",\"line:minor_tick_\",\"line:border_\",\"line:bar_\",\"fill:background_\"]),e.define({location:[f.Any,\"top_right\"],orientation:[f.Orientation,\"vertical\"],title:[f.String],title_standoff:[f.Number,2],height:[f.Any,\"auto\"],width:[f.Any,\"auto\"],scale_alpha:[f.Number,1],ticker:[f.Instance,function(){return new u.BasicTicker}],formatter:[f.Instance,function(){return new c.BasicTickFormatter}],major_label_overrides:[f.Any,{}],color_mapper:[f.Instance],label_standoff:[f.Number,5],margin:[f.Number,30],padding:[f.Number,10],major_tick_in:[f.Number,5],major_tick_out:[f.Number,0],minor_tick_in:[f.Number,0],minor_tick_out:[f.Number,0]}),e.override({background_fill_color:\"#ffffff\",background_fill_alpha:.95,bar_line_color:null,border_line_color:null,major_label_text_align:\"center\",major_label_text_baseline:\"middle\",major_label_text_font_size:\"8pt\",major_tick_line_color:\"#ffffff\",minor_tick_line_color:null,title_text_font_size:\"10pt\",title_text_font_style:\"italic\"}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r)},e.prototype._normals=function(){var t,e,r,n;return\"vertical\"===this.orientation?(r=[1,0],t=r[0],e=r[1]):(n=[0,1],t=n[0],e=n[1]),[t,e]},e.prototype._title_extent=function(){var t,e;return t=this.title_text_font+\" \"+this.title_text_font_size+\" \"+this.title_text_font_style,e=this.title?y.get_text_height(t).height+this.title_standoff:0},e.prototype._tick_extent=function(){var t;return t=null!=this.color_mapper.low&&null!=this.color_mapper.high?m.max([this.major_tick_out,this.minor_tick_out]):0},e.prototype._computed_image_dimensions=function(){var t,e,r,s,a;switch(t=this.plot.plot_canvas.frame._height.value,e=this.plot.plot_canvas.frame._width.value,s=this._title_extent(),this.orientation){case\"vertical\":\"auto\"===this.height?null!=this.panel?r=t-2*this.padding-s:(r=m.max([this.color_mapper.palette.length*o,t*i]),r=m.min([r,t*n-2*this.padding-s])):r=this.height,a=\"auto\"===this.width?o:this.width;break;case\"horizontal\":r=\"auto\"===this.height?o:this.height,\"auto\"===this.width?null!=this.panel?a=e-2*this.padding:(a=m.max([this.color_mapper.palette.length*o,e*i]),a=m.min([a,e*n-2*this.padding])):a=this.width}return{height:r,width:a}},e.prototype._tick_coordinate_scale=function(t){var e,r;switch(e={source_range:new d.Range1d({start:this.color_mapper.low,end:this.color_mapper.high}),target_range:new d.Range1d({start:0,end:t})},this.color_mapper.type){case\"LinearColorMapper\":r=new h.LinearScale(e);break;case\"LogColorMapper\":r=new p.LogScale(e)}return r},e.prototype._format_major_labels=function(t,e){var r,n,i,o,s;for(o=t,r=this.formatter.doFormat(o,null),n=i=0,s=e.length;0<=s?i<s:i>s;n=0<=s?++i:--i)e[n]in this.major_label_overrides&&(r[n]=this.major_label_overrides[e[n]]);return r},e.prototype.tick_info=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w;switch(o=this._computed_image_dimensions(),this.orientation){case\"vertical\":g=o.height;break;case\"horizontal\":g=o.width}for(v=this._tick_coordinate_scale(g),d=this._normals(),n=d[0],s=d[1],f=[this.color_mapper.low,this.color_mapper.high],b=f[0],r=f[1],w=this.ticker.get_ticks(b,r,null,null,this.ticker.desired_num_ticks),e={major:[[],[]],minor:[[],[]]},_=w.major,p=w.minor,c=e.major,h=e.minor,i=a=0,y=_.length;0<=y?a<y:a>y;i=0<=y?++a:--a)_[i]<b||_[i]>r||(c[n].push(_[i]),c[s].push(0));for(i=l=0,m=p.length;0<=m?l<m:l>m;i=0<=m?++l:--l)p[i]<b||p[i]>r||(h[n].push(p[i]),h[s].push(0));return u={major:this._format_major_labels(c[n].slice(0),_)},c[n]=v.v_compute(c[n]),h[n]=v.v_compute(h[n]),\"vertical\"===this.orientation&&(c[n]=new Float64Array(function(){var e,r,i,o;for(i=c[n],o=[],r=0,e=i.length;r<e;r++)t=i[r],o.push(g-t);return o}()),h[n]=new Float64Array(function(){var e,r,i,o;for(i=h[n],o=[],r=0,e=i.length;r<e;r++)t=i[r],o.push(g-t);return o}())),{ticks:w,coords:e,labels:u}},e}(l.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(50);r.Annotation=n.Annotation;var i=t(51);r.Arrow=i.Arrow;var o=t(52);r.ArrowHead=o.ArrowHead;var s=t(52);r.OpenHead=s.OpenHead;var a=t(52);r.NormalHead=a.NormalHead;var l=t(52);r.TeeHead=l.TeeHead;var u=t(52);r.VeeHead=u.VeeHead;var c=t(53);r.Band=c.Band;var _=t(54);r.BoxAnnotation=_.BoxAnnotation;var h=t(55);r.ColorBar=h.ColorBar;var p=t(57);r.Label=p.Label;var d=t(58);r.LabelSet=d.LabelSet;var f=t(59);r.Legend=f.Legend;var y=t(60);r.LegendItem=y.LegendItem;var m=t(61);r.PolyAnnotation=m.PolyAnnotation;var v=t(62);r.Span=v.Span;var g=t(63);r.TextAnnotation=g.TextAnnotation;var b=t(64);r.Title=b.Title;var w=t(65);r.Tooltip=w.Tooltip;var x=t(66);r.Whisker=x.Whisker},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(63),s=t(5),a=t(14);r.LabelView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.canvas=this.plot_model.canvas,this.visuals.warm_cache(null)},e.prototype._get_size=function(){var t,e,r;return t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),this.model.panel.is_horizontal?e=t.measureText(this.model.text).ascent:r=t.measureText(this.model.text).width},e.prototype.render=function(){var t,e,r,n,i,o,a,l,u,c;if(this.model.visible||\"css\"!==this.model.render_mode||s.hide(this.el),this.model.visible){switch(u=this.plot_view.frame.xscales[this.model.x_range_name],c=this.plot_view.frame.yscales[this.model.y_range_name],e=this.plot_view.canvas_view.ctx,this.model.angle_units){case\"rad\":t=-1*this.model.angle;break;case\"deg\":t=-1*this.model.angle*Math.PI/180}return r=null!=(n=this.model.panel)?n:this.plot_view.frame,a=\"data\"===this.model.x_units?u.compute(this.model.x):this.model.x+r._left.value,l=\"data\"===this.model.y_units?c.compute(this.model.y):this.model.y+r._bottom.value,i=this.canvas.vx_to_sx(a),o=this.canvas.vy_to_sy(l),\"canvas\"===this.model.render_mode?this._canvas_text(e,this.model.text,i+this.model.x_offset,o-this.model.y_offset,t):this._css_text(e,this.model.text,i+this.model.x_offset,o-this.model.y_offset,t)}},e}(o.TextAnnotationView),r.Label=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LabelView,e.prototype.type=\"Label\",e.mixins([\"text\",\"line:border_\",\"fill:background_\"]),e.define({x:[a.Number],x_units:[a.SpatialUnits,\"data\"],y:[a.Number],y_units:[a.SpatialUnits,\"data\"],text:[a.String],angle:[a.Angle,0],angle_units:[a.AngleUnits,\"rad\"],x_offset:[a.Number,0],y_offset:[a.Number,0],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"],render_mode:[a.RenderMode,\"canvas\"]}),e.override({background_fill_color:null,border_line_color:null}),e}(o.TextAnnotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(63),s=t(170),a=t(5),l=t(14),u=t(41);r.LabelSetView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){var r,n,i,o;if(e.__super__.initialize.call(this,t),this.set_data(this.model.source),\"css\"===this.model.render_mode){for(o=[],r=n=0,i=this._text.length;0<=i?n<i:n>i;r=0<=i?++n:--n)this.title_div=a.div({\"class\":\"bk-annotation-child\",style:{display:\"none\"}}),o.push(this.el.appendChild(this.title_div));return o}},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),\"css\"===this.model.render_mode?(this.connect(this.model.change,function(){return this.set_data(this.model.source),this.render()}),this.connect(this.model.source.streaming,function(){return this.set_data(this.model.source),this.render()}),this.connect(this.model.source.patching,function(){return this.set_data(this.model.source),this.render()}),this.connect(this.model.source.change,function(){return this.set_data(this.model.source),this.render()})):(this.connect(this.model.change,function(){return this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.streaming,function(){return this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.patching,function(){return this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.change,function(){return this.set_data(this.model.source),this.plot_view.request_render()}))},e.prototype.set_data=function(t){return e.__super__.set_data.call(this,t),this.visuals.warm_cache(t)},e.prototype._map_data=function(){var t,e,r,n,i,o;return i=this.plot_view.frame.xscales[this.model.x_range_name],o=this.plot_view.frame.yscales[this.model.y_range_name],r=\"data\"===this.model.x_units?i.v_compute(this._x):this._x.slice(0),t=this.canvas.v_vx_to_sx(r),n=\"data\"===this.model.y_units?o.v_compute(this._y):this._y.slice(0),e=this.canvas.v_vy_to_sy(n),[t,e]},e.prototype.render=function(){var t,e,r,n,i,o,s,l,u,c,_;if(this.model.visible||\"css\"!==this.model.render_mode||a.hide(this.el),this.model.visible){if(t=this.plot_view.canvas_view.ctx,i=this._map_data(),c=i[0],_=i[1],\"canvas\"===this.model.render_mode){for(l=[],e=r=0,o=this._text.length;0<=o?r<o:r>o;e=0<=o?++r:--r)l.push(this._v_canvas_text(t,e,this._text[e],c[e]+this._x_offset[e],_[e]-this._y_offset[e],this._angle[e]));return l}for(u=[],e=n=0,s=this._text.length;0<=s?n<s:n>s;e=0<=s?++n:--n)u.push(this._v_css_text(t,e,this._text[e],c[e]+this._x_offset[e],_[e]-this._y_offset[e],this._angle[e]));return u}},e.prototype._get_size=function(){var t,e,r,n;return t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),r=this.model.panel.side,\"above\"===r||\"below\"===r?e=t.measureText(this._text[0]).ascent:\"left\"===r||\"right\"===r?n=t.measureText(this._text[0]).width:void 0},e.prototype._v_canvas_text=function(t,e,r,n,i,o){var s;return this.visuals.text.set_vectorize(t,e),s=this._calculate_bounding_box_dimensions(t,r),t.save(),t.beginPath(),t.translate(n,i),t.rotate(o),t.rect(s[0],s[1],s[2],s[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_vectorize(t,e),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_vectorize(t,e),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_vectorize(t,e),t.fillText(r,0,0)),t.restore()},e.prototype._v_css_text=function(t,e,r,n,i,o){var s,l,c,_;return l=this.el.childNodes[e],l.textContent=r,this.visuals.text.set_vectorize(t,e),s=this._calculate_bounding_box_dimensions(t,r),c=this.visuals.border_line.line_dash.value(),u.isArray(c)&&(_=c.length<2?\"solid\":\"dashed\"),u.isString(c)&&(_=c),this.visuals.border_line.set_vectorize(t,e),this.visuals.background_fill.set_vectorize(t,e),l.style.position=\"absolute\",l.style.left=n+s[0]+\"px\",l.style.top=i+s[1]+\"px\",l.style.color=\"\"+this.visuals.text.text_color.value(),l.style.opacity=\"\"+this.visuals.text.text_alpha.value(),l.style.font=\"\"+this.visuals.text.font_value(),l.style.lineHeight=\"normal\",o&&(l.style.transform=\"rotate(\"+o+\"rad)\"),this.visuals.background_fill.doit&&(l.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(l.style.borderStyle=\"\"+_,l.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",l.style.borderColor=\"\"+this.visuals.border_line.color_value()),a.show(l)},e}(o.TextAnnotationView),r.LabelSet=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LabelSetView,e.prototype.type=\"Label\",e.mixins([\"text\",\"line:border_\",\"fill:background_\"]),e.define({x:[l.NumberSpec],y:[l.NumberSpec],x_units:[l.SpatialUnits,\"data\"],y_units:[l.SpatialUnits,\"data\"],text:[l.StringSpec,{field:\"text\"}],angle:[l.AngleSpec,0],x_offset:[l.NumberSpec,{value:0}],y_offset:[l.NumberSpec,{value:0}],source:[l.Instance,function(){return new s.ColumnDataSource;\n",
       "      }],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"],render_mode:[l.RenderMode,\"canvas\"]}),e.override({background_fill_color:null,border_line_color:null}),e}(o.TextAnnotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(14),a=t(39),l=t(22),u=t(21),c=t(29),_=t(41);r.LegendView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.visible.change,function(t){return function(){return t.plot_view.request_render()}}(this))},e.getters({legend_padding:function(){return null!=this.visuals.border_line.line_color.value()?this.model.padding:0}}),e.prototype.compute_legend_bbox=function(){var t,e,r,n,i,o,s,l,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;for(d=this.model.get_legend_names(),e=this.model.glyph_height,r=this.model.glyph_width,o=this.model.label_height,l=this.model.label_width,this.max_label_height=u.max([a.get_text_height(this.visuals.label_text.font_value()).height,o,e]),t=this.plot_view.canvas_view.ctx,t.save(),this.visuals.label_text.set_value(t),this.text_widths={},i=0,v=d.length;i<v;i++)w=d[i],this.text_widths[w]=u.max([t.measureText(w).width,l]);if(t.restore(),b=u.max(c.values(this.text_widths)),p=this.model.margin,f=this.legend_padding,y=this.model.spacing,s=this.model.label_standoff,\"vertical\"===this.model.orientation)h=d.length*this.max_label_height+(d.length-1)*y+2*f,m=b+r+s+2*f;else{m=2*f+(d.length-1)*y,k=this.text_widths;for(w in k)T=k[w],m+=u.max([T,l])+r+s;h=this.max_label_height+2*f}if(x=null!=(M=this.model.panel)?M:this.plot_view.frame,n={start:x._left.value,end:x._right.value},S={start:x._bottom.value,end:x._top.value},g=this.model.location,_.isString(g))switch(g){case\"top_left\":O=n.start+p,P=S.end-p;break;case\"top_center\":O=(n.end+n.start)/2-m/2,P=S.end-p;break;case\"top_right\":O=n.end-p-m,P=S.end-p;break;case\"center_right\":O=n.end-p-m,P=(S.end+S.start)/2+h/2;break;case\"bottom_right\":O=n.end-p-m,P=S.start+p+h;break;case\"bottom_center\":O=(n.end+n.start)/2-m/2,P=S.start+p+h;break;case\"bottom_left\":O=n.start+p,P=S.start+p+h;break;case\"center_left\":O=n.start+p,P=(S.end+S.start)/2+h/2;break;case\"center\":O=(n.end+n.start)/2-m/2,P=(S.end+S.start)/2+h/2}else _.isArray(g)&&2===g.length&&(O=g[0],P=g[1],O+=n.start,P+=S.start+h);return O=this.plot_view.canvas.vx_to_sx(O),P=this.plot_view.canvas.vy_to_sy(P),{x:O,y:P,width:m,height:h}},e.prototype.bbox=function(){var t,e,r,n,i;return e=this.compute_legend_bbox(),n=e.x,i=e.y,r=e.width,t=e.height,new l.BBox({x0:n,y0:i,x1:n+r,y1:i+t})},e.prototype.on_hit=function(t,e){var r,n,i,o,s,a,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F;for(i=this.model.glyph_height,o=this.model.glyph_width,m=this.legend_padding,v=this.model.spacing,d=this.model.label_standoff,C=F=m,y=this.compute_legend_bbox(),A=\"vertical\"===this.model.orientation,M=this.model.items,a=0,g=M.length;a<g;a++)for(u=M[a],f=u.get_labels_list_from_label_prop(),n=u.get_field_from_label_prop(),c=0,b=f.length;c<b;c++){if(p=f[c],j=y.x+C,N=y.y+F,z=j+o,D=N+i,A?(S=[y.width-2*m,this.max_label_height],E=S[0],s=S[1]):(T=[this.text_widths[p]+o+d,this.max_label_height],E=T[0],s=T[1]),r=new l.BBox({x0:j,y0:N,x1:j+E,y1:N+s}),r.contains(t,e)){switch(this.model.click_policy){case\"hide\":for(O=u.renderers,_=0,w=O.length;_<w;_++)k=O[_],k.visible=!k.visible;break;case\"mute\":for(P=u.renderers,h=0,x=P.length;h<x;h++)k=P[h],k.muted=!k.muted}return!0}A?F+=this.max_label_height+v:C+=this.text_widths[p]+o+d+v}return!1},e.prototype.render=function(){var t,e;if(this.model.visible&&0!==this.model.items.length)return e=this.plot_view.canvas_view.ctx,t=this.compute_legend_bbox(),e.save(),this._draw_legend_box(e,t),this._draw_legend_items(e,t),e.restore()},e.prototype._draw_legend_box=function(t,e){if(t.beginPath(),t.rect(e.x,e.y,e.width,e.height),this.visuals.background_fill.set_value(t),t.fill(),this.visuals.border_line.doit)return this.visuals.border_line.set_value(t),t.stroke()},e.prototype._draw_legend_items=function(t,e){var r,n,i,o,s,a,l,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C;for(i=this.model.glyph_height,o=this.model.glyph_width,f=this.legend_padding,y=this.model.spacing,p=this.model.label_standoff,E=C=f,S=\"vertical\"===this.model.orientation,w=this.model.items,a=0,m=w.length;a<m;a++)if(l=w[a],d=l.get_labels_list_from_label_prop(),n=l.get_field_from_label_prop(),0!==d.length)for(r=function(){switch(this.model.click_policy){case\"none\":return!0;case\"hide\":return u.all(l.renderers,function(t){return t.visible});case\"mute\":return u.all(l.renderers,function(t){return!t.muted})}}.call(this),c=0,v=d.length;c<v;c++){for(h=d[c],P=e.x+E,j=e.y+C,A=P+o,z=j+i,S?C+=this.max_label_height+y:E+=this.text_widths[h]+o+p+y,this.visuals.label_text.set_value(t),t.fillText(h,A+p,j+this.max_label_height/2),x=l.renderers,_=0,g=x.length;_<g;_++)b=x[_],T=this.plot_view.renderer_views[b.id],T.draw_legend(t,P,A,j,z,n,h);r||(S?(k=[e.width-2*f,this.max_label_height],O=k[0],s=k[1]):(M=[this.text_widths[h]+o+p,this.max_label_height],O=M[0],s=M[1]),t.beginPath(),t.rect(P,j,O,s),this.visuals.inactive_fill.set_value(t),t.fill())}return null},e.prototype._get_size=function(){var t,e;return t=this.compute_legend_bbox(),e=this.model.panel.side,\"above\"===e||\"below\"===e?t.height+2*this.model.margin:\"left\"===e||\"right\"===e?t.width+2*this.model.margin:void 0},e}(o.AnnotationView),r.Legend=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LegendView,e.prototype.type=\"Legend\",e.prototype.cursor=function(){return\"none\"===this.click_policy?null:\"pointer\"},e.prototype.get_legend_names=function(){var t,e,r,n,i,o;for(n=[],o=this.items,t=0,i=o.length;t<i;t++)e=o[t],r=e.get_labels_list_from_label_prop(),n=n.concat(r);return n},e.mixins([\"text:label_\",\"fill:inactive_\",\"line:border_\",\"fill:background_\"]),e.define({orientation:[s.Orientation,\"vertical\"],location:[s.Any,\"top_right\"],label_standoff:[s.Number,5],glyph_height:[s.Number,20],glyph_width:[s.Number,20],label_height:[s.Number,20],label_width:[s.Number,20],margin:[s.Number,10],padding:[s.Number,10],spacing:[s.Number,3],items:[s.Array,[]],click_policy:[s.Any,\"none\"]}),e.override({border_line_color:\"#e5e5e5\",border_line_alpha:.5,border_line_width:1,background_fill_color:\"#ffffff\",background_fill_alpha:.95,inactive_fill_color:\"white\",inactive_fill_alpha:.9,label_text_font_size:\"10pt\",label_text_baseline:\"middle\"}),e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){return function(){return t.apply(e,arguments)}},i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},a=t(49),l=t(14),u=t(13),c=t(21),_=t(170);r.LegendItem=function(t){function e(){return this.get_labels_list_from_label_prop=n(this.get_labels_list_from_label_prop,this),this.get_field_from_label_prop=n(this.get_field_from_label_prop,this),e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.type=\"LegendItem\",e.prototype._check_data_sources_on_renderers=function(){var t,e,r,n,i,o;if(t=this.get_field_from_label_prop(),null!=t){if(this.renderers.length<1)return!1;if(o=this.renderers[0].data_source,null!=o)for(i=this.renderers,e=0,r=i.length;e<r;e++)if(n=i[e],n.data_source!==o)return!1}return!0},e.prototype._check_field_label_on_data_source=function(){var t,e;if(t=this.get_field_from_label_prop(),null!=t){if(this.renderers.length<1)return!1;if(e=this.renderers[0].data_source,null!=e&&s.call(e.columns(),t)<0)return!1}return!0},e.prototype.initialize=function(t,r){var n,i;if(e.__super__.initialize.call(this,t,r),n=this._check_data_sources_on_renderers(),n||u.logger.error(\"Non matching data sources on legend item renderers\"),i=this._check_field_label_on_data_source(),!i)return u.logger.error(\"Bad column name on label: \"+this.label)},e.define({label:[l.StringSpec,null],renderers:[l.Array,[]]}),e.prototype.get_field_from_label_prop=function(){if(null!=this.label&&null!=this.label.field)return this.label.field},e.prototype.get_labels_list_from_label_prop=function(){var t,e,r;if(null!=this.label&&null!=this.label.value)return[this.label.value];if(e=this.get_field_from_label_prop(),null!=e){if(!this.renderers[0]||null==this.renderers[0].data_source)return[\"No source found\"];if(r=this.renderers[0].data_source,r instanceof _.ColumnDataSource)return t=r.get_column(e),null!=t?c.uniq(t):[\"Invalid field\"]}return[]},e}(a.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(19),a=t(14);r.PolyAnnotationView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.data_update,function(t){return function(){return t.plot_view.request_render()}}(this))},e.prototype.render=function(t){var e,r,n,i,o,s,a,l,u,c;if(this.model.visible){if(u=this.model.xs,c=this.model.ys,u.length!==c.length)return null;if(u.length<3||c.length<3)return null;for(e=this.plot_view.canvas,t=this.plot_view.canvas_view.ctx,r=n=0,i=u.length;0<=i?n<i:n>i;r=0<=i?++n:--n)\"screen\"===this.model.xs_units&&(a=u[r]),\"screen\"===this.model.ys_units&&(l=c[r]),o=e.vx_to_sx(a),s=e.vy_to_sy(l),0===r?(t.beginPath(),t.moveTo(o,s)):t.lineTo(o,s);return t.closePath(),this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke()),this.visuals.fill.doit?(this.visuals.fill.set_value(t),t.fill()):void 0}},e}(o.AnnotationView),r.PolyAnnotation=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PolyAnnotationView,e.prototype.type=\"PolyAnnotation\",e.mixins([\"line\",\"fill\"]),e.define({xs:[a.Array,[]],xs_units:[a.SpatialUnits,\"data\"],ys:[a.Array,[]],ys_units:[a.SpatialUnits,\"data\"],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),e.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.data_update=new s.Signal(this,\"data_update\")},e.prototype.update=function(t){var e,r;return e=t.xs,r=t.ys,this.setv({xs:e,ys:r},{silent:!0}),this.data_update.emit()},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(5),a=t(14);r.SpanView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view.canvas_overlays.appendChild(this.el),this.el.style.position=\"absolute\",s.hide(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.model.for_hover?this.connect(this.model.properties.computed_location.change,function(){return this._draw_span()}):\"canvas\"===this.model.render_mode?(this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.properties.location.change,function(t){return function(){return t.plot_view.request_render()}}(this))):(this.connect(this.model.change,function(){return this.render()}),this.connect(this.model.properties.location.change,function(){return this._draw_span()}))},e.prototype.render=function(){if(this.model.visible||\"css\"!==this.model.render_mode||s.hide(this.el),this.model.visible)return this._draw_span()},e.prototype._draw_span=function(){var t,e,r,n,i,o,a,l,u,c;return i=this.model.for_hover?this.model.computed_location:this.model.location,null==i?void s.hide(this.el):(r=this.plot_model.frame,t=this.plot_model.canvas,u=this.plot_view.frame.xscales[this.model.x_range_name],c=this.plot_view.frame.yscales[this.model.y_range_name],\"width\"===this.model.dimension?(a=t.vy_to_sy(this._calc_dim(i,c)),o=t.vx_to_sx(r._left.value),l=r._width.value,n=this.model.properties.line_width.value()):(a=t.vy_to_sy(r._top.value),o=t.vx_to_sx(this._calc_dim(i,u)),l=this.model.properties.line_width.value(),n=r._height.value),\"css\"===this.model.render_mode?(this.el.style.top=a+\"px\",this.el.style.left=o+\"px\",this.el.style.width=l+\"px\",this.el.style.height=n+\"px\",this.el.style.zIndex=1e3,this.el.style.backgroundColor=this.model.properties.line_color.value(),this.el.style.opacity=this.model.properties.line_alpha.value(),s.show(this.el)):\"canvas\"===this.model.render_mode?(e=this.plot_view.canvas_view.ctx,e.save(),e.beginPath(),this.visuals.line.set_value(e),e.moveTo(o,a),\"width\"===this.model.dimension?e.lineTo(o+l,a):e.lineTo(o,a+n),e.stroke(),e.restore()):void 0)},e.prototype._calc_dim=function(t,e){var r;return r=\"data\"===this.model.location_units?e.compute(t):t},e}(o.AnnotationView),r.Span=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.SpanView,e.prototype.type=\"Span\",e.mixins([\"line\"]),e.define({render_mode:[a.RenderMode,\"canvas\"],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"],location:[a.Number,null],location_units:[a.SpatialUnits,\"data\"],dimension:[a.Dimension,\"width\"]}),e.override({line_color:\"black\"}),e.internal({for_hover:[a.Boolean,!1],computed_location:[a.Number,null]}),e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(5),a=t(41),l=t(39);r.TextAnnotationView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){if(e.__super__.initialize.call(this,t),this.canvas=this.plot_model.canvas,this.frame=this.plot_model.frame,\"css\"===this.model.render_mode)return this.el.classList.add(\"bk-annotation\"),this.plot_view.canvas_overlays.appendChild(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),\"css\"===this.model.render_mode?this.connect(this.model.change,function(){return this.render()}):this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this))},e.prototype._calculate_text_dimensions=function(t,e){var r,n;return n=t.measureText(e).width,r=l.get_text_height(this.visuals.text.font_value()).height,[n,r]},e.prototype._calculate_bounding_box_dimensions=function(t,e){var r,n,i,o,s;switch(n=this._calculate_text_dimensions(t,e),i=n[0],r=n[1],t.textAlign){case\"left\":o=0;break;case\"center\":o=-i/2;break;case\"right\":o=-i}switch(t.textBaseline){case\"top\":s=0;break;case\"middle\":s=-.5*r;break;case\"bottom\":s=-1*r;break;case\"alphabetic\":s=-.8*r;break;case\"hanging\":s=-.17*r;break;case\"ideographic\":s=-.83*r}return[o,s,i,r]},e.prototype._get_size=function(){var t;return t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),t.measureText(this.model.text).ascent},e.prototype.render=function(){return null},e.prototype._canvas_text=function(t,e,r,n,i){var o;return this.visuals.text.set_value(t),o=this._calculate_bounding_box_dimensions(t,e),t.save(),t.beginPath(),t.translate(r,n),i&&t.rotate(i),t.rect(o[0],o[1],o[2],o[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_value(t),t.fillText(e,0,0)),t.restore()},e.prototype._css_text=function(t,e,r,n,i){var o,l,u;return s.hide(this.el),this.visuals.text.set_value(t),o=this._calculate_bounding_box_dimensions(t,e),l=this.visuals.border_line.line_dash.value(),a.isArray(l)&&(u=l.length<2?\"solid\":\"dashed\"),a.isString(l)&&(u=l),this.visuals.border_line.set_value(t),this.visuals.background_fill.set_value(t),this.el.style.position=\"absolute\",this.el.style.left=r+o[0]+\"px\",this.el.style.top=n+o[1]+\"px\",this.el.style.color=\"\"+this.visuals.text.text_color.value(),this.el.style.opacity=\"\"+this.visuals.text.text_alpha.value(),this.el.style.font=\"\"+this.visuals.text.font_value(),this.el.style.lineHeight=\"normal\",i&&(this.el.style.transform=\"rotate(\"+i+\"rad)\"),this.visuals.background_fill.doit&&(this.el.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(this.el.style.borderStyle=\"\"+u,this.el.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",this.el.style.borderColor=\"\"+this.visuals.border_line.color_value()),this.el.textContent=e,s.show(this.el)},e}(o.AnnotationView),r.TextAnnotation=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"TextAnnotation\",e.prototype.default_view=r.TextAnnotationView,e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(63),s=t(5),a=t(14),l=t(45);r.TitleView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){var r;return e.__super__.initialize.call(this,t),this.visuals.text=new l.Text(this.model),r=this.plot_view.canvas_view.ctx,r.save(),this.model.panel.apply_label_text_heuristics(r,\"justified\"),this.model.text_baseline=r.textBaseline,this.model.text_align=this.model.align,r.restore()},e.prototype._get_computed_location=function(){var t,e,r,n,i,o,s;switch(e=this._calculate_text_dimensions(this.plot_view.canvas_view.ctx,this.text),s=e[0],t=e[1],this.model.panel.side){case\"left\":i=this.model.panel._left.value,o=this._get_text_location(this.model.align,this.frame.v_range)+this.model.offset;break;case\"right\":i=this.model.panel._right.value,o=this.canvas._height.value-this._get_text_location(this.model.align,this.frame.v_range)-this.model.offset;break;case\"above\":i=this._get_text_location(this.model.align,this.frame.h_range)+this.model.offset,o=this.model.panel._top.value-10;break;case\"below\":i=this._get_text_location(this.model.align,this.frame.h_range)+this.model.offset,o=this.model.panel._bottom.value}return r=this.canvas.vx_to_sx(i),n=this.canvas.vy_to_sy(o),[r,n]},e.prototype._get_text_location=function(t,e){var r;switch(t){case\"left\":r=e.start;break;case\"center\":r=(e.end+e.start)/2;break;case\"right\":r=e.end}return r},e.prototype.render=function(){var t,e,r,n,i;if(this.model.visible||\"css\"!==this.model.render_mode||s.hide(this.el),this.model.visible&&(t=this.model.panel.get_label_angle_heuristic(\"parallel\"),r=this._get_computed_location(),n=r[0],i=r[1],e=this.plot_view.canvas_view.ctx,\"\"!==this.model.text&&null!==this.model.text))return\"canvas\"===this.model.render_mode?this._canvas_text(e,this.model.text,n,i,t):this._css_text(e,this.model.text,n,i,t)},e.prototype._get_size=function(){var t,e;return e=this.model.text,\"\"===e||null===e?0:(t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),t.measureText(e).ascent+10)},e}(o.TextAnnotationView),r.Title=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.TitleView,e.prototype.type=\"Title\",e.mixins([\"line:border_\",\"fill:background_\"]),e.define({text:[a.String],text_font:[a.Font,\"helvetica\"],text_font_size:[a.FontSizeSpec,\"10pt\"],text_font_style:[a.FontStyle,\"bold\"],text_color:[a.ColorSpec,\"#444444\"],text_alpha:[a.NumberSpec,1],align:[a.TextAlign,\"left\"],offset:[a.Number,0],render_mode:[a.RenderMode,\"canvas\"]}),e.override({background_fill_color:null,border_line_color:null}),e.internal({text_align:[a.TextAlign,\"left\"],text_baseline:[a.TextBaseline,\"bottom\"]}),e}(o.TextAnnotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(5),a=t(14);r.TooltipView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-tooltip\",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view.canvas_overlays.appendChild(this.el),this.el.style.zIndex=1010,s.hide(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.data.change,function(){return this._draw_tips()})},e.prototype.render=function(){if(this.model.visible)return this._draw_tips()},e.prototype._draw_tips=function(){var t,e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v;if(i=this.model.data,s.empty(this.el),s.hide(this.el),this.model.custom?this.el.classList.add(\"bk-tooltip-custom\"):this.el.classList.remove(\"bk-tooltip-custom\"),0!==i.length){for(a=0,u=i.length;a<u;a++)f=i[a],y=f[0],m=f[1],n=f[2],this.model.inner_only&&!this.plot_view.frame.contains(y,m)||(p=s.div({},n),this.el.appendChild(p));switch(_=this.plot_view.model.canvas.vx_to_sx(y),h=this.plot_view.model.canvas.vy_to_sy(m),e=this.model.attachment){case\"horizontal\":v=this.plot_view.frame._width.value,l=this.plot_view.frame._left.value,c=y-l<v/2?\"right\":\"left\";break;case\"vertical\":o=this.plot_view.frame._height.value,r=this.plot_view.frame._bottom.value,c=m-r<o/2?\"below\":\"above\";break;default:c=e}switch(this.el.classList.remove(\"bk-right\"),this.el.classList.remove(\"bk-left\"),this.el.classList.remove(\"bk-above\"),this.el.classList.remove(\"bk-below\"),t=10,s.show(this.el),c){case\"right\":this.el.classList.add(\"bk-left\"),l=_+(this.el.offsetWidth-this.el.clientWidth)+t,d=h-this.el.offsetHeight/2;break;case\"left\":this.el.classList.add(\"bk-right\"),l=_-this.el.offsetWidth-t,d=h-this.el.offsetHeight/2;break;case\"above\":this.el.classList.add(\"bk-above\"),d=h+(this.el.offsetHeight-this.el.clientHeight)+t,l=Math.round(_-this.el.offsetWidth/2);break;case\"below\":this.el.classList.add(\"bk-below\"),d=h-this.el.offsetHeight-t,l=Math.round(_-this.el.offsetWidth/2)}return this.model.show_arrow&&this.el.classList.add(\"bk-tooltip-arrow\"),this.el.childNodes.length>0?(this.el.style.top=d+\"px\",this.el.style.left=l+\"px\"):s.hide(this.el)}},e}(o.AnnotationView),r.Tooltip=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.TooltipView,e.prototype.type=\"Tooltip\",e.define({attachment:[a.String,\"horizontal\"],inner_only:[a.Bool,!0],show_arrow:[a.Bool,!0]}),e.override({level:\"overlay\"}),e.internal({data:[a.Any,[]],custom:[a.Any]}),e.prototype.clear=function(){return this.data=[]},e.prototype.add=function(t,e,r){var n;return n=this.data,n.push([t,e,r]),this.data=n,this.properties.data.change.emit()},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(170),a=t(52),l=t(14);r.WhiskerView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.set_data(this.model.source)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return this.set_data(this.model.source)}),this.connect(this.model.source.patching,function(){return this.set_data(this.model.source)}),this.connect(this.model.source.change,function(){return this.set_data(this.model.source)})},e.prototype.set_data=function(t){return e.__super__.set_data.call(this,t),this.visuals.warm_cache(t),this.plot_view.request_render()},e.prototype._map_data=function(){var t,e,r,n,i,o,s,a,l,u,c,_;return c=this.plot_view.frame.xscales[this.model.x_range_name],_=this.plot_view.frame.yscales[this.model.y_range_name],l=\"height\"===this.model.dimension?_:c,o=\"height\"===this.model.dimension?c:_,r=\"data\"===this.model.lower.units?l.v_compute(this._lower):this._lower,i=\"data\"===this.model.upper.units?l.v_compute(this._upper):this._upper,t=\"data\"===this.model.base.units?o.v_compute(this._base):this._base,u=this.model._normals(),s=u[0],a=u[1],e=[r,t],n=[i,t],this._lower_sx=this.plot_model.canvas.v_vx_to_sx(e[s]),this._lower_sy=this.plot_model.canvas.v_vy_to_sy(e[a]),this._upper_sx=this.plot_model.canvas.v_vx_to_sx(n[s]),this._upper_sy=this.plot_model.canvas.v_vy_to_sy(n[a])},e.prototype.render=function(){var t,e,r,n,i,o,s,a,l,u;if(this.model.visible){if(this._map_data(),e=this.plot_view.canvas_view.ctx,this.visuals.line.doit)for(r=n=0,s=this._lower_sx.length;0<=s?n<s:n>s;r=0<=s?++n:--n)this.visuals.line.set_vectorize(e,r),e.beginPath(),e.moveTo(this._lower_sx[r],this._lower_sy[r]),e.lineTo(this._upper_sx[r],this._upper_sy[r]),e.stroke();if(t=\"height\"===this.model.dimension?0:Math.PI/2,null!=this.model.lower_head)for(r=i=0,a=this._lower_sx.length;0<=a?i<a:i>a;r=0<=a?++i:--i)e.save(),e.translate(this._lower_sx[r],this._lower_sy[r]),e.rotate(t+Math.PI),this.model.lower_head.render(e,r),e.restore();if(null!=this.model.upper_head){for(u=[],r=o=0,l=this._upper_sx.length;0<=l?o<l:o>l;r=0<=l?++o:--o)e.save(),e.translate(this._upper_sx[r],this._upper_sy[r]),e.rotate(t),this.model.upper_head.render(e,r),u.push(e.restore());return u}}},e}(o.AnnotationView),r.Whisker=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.WhiskerView,e.prototype.type=\"Whisker\",e.mixins([\"line\"]),e.define({lower:[l.DistanceSpec],lower_head:[l.Instance,function(){return new a.TeeHead({level:\"underlay\",size:10})}],upper:[l.DistanceSpec],upper_head:[l.Instance,function(){return new a.TeeHead({level:\"underlay\",size:10})}],base:[l.DistanceSpec],dimension:[l.Dimension,\"height\"],source:[l.Instance,function(){return new s.ColumnDataSource}],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"]}),e.override({level:\"underlay\"}),e.prototype._normals=function(){var t,e,r,n;return\"height\"===this.dimension?(r=[1,0],t=r[0],e=r[1]):(n=[0,1],t=n[0],e=n[1]),[t,e]},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(11),s=t(160),a=t(162),l=t(13),u=t(14),c=t(21),_=t(41);r.AxisView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.render=function(){var t,e,r;if(this.model.visible!==!1)return e={tick:this._tick_extent(),tick_label:this._tick_label_extents(),axis_label:this._axis_label_extent()},r=this.model.tick_coords,t=this.plot_view.canvas_view.ctx,t.save(),this._draw_rule(t,e),this._draw_major_ticks(t,e,r),this._draw_minor_ticks(t,e,r),this._draw_major_labels(t,e,r),this._draw_axis_label(t,e,r),null!=this._render&&this._render(t,e,r),t.restore()},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this))},e.prototype._get_size=function(){return this._tick_extent()+this._tick_label_extent()+this._axis_label_extent()},e.prototype._draw_rule=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m;if(this.visuals.axis_line.doit){for(a=this.model.rule_coords,d=a[0],y=a[1],l=this.plot_view.map_to_screen(d,y,this.model.x_range_name,this.model.y_range_name),h=l[0],p=l[1],u=this.model.normals,o=u[0],s=u[1],c=this.model.offsets,f=c[0],m=c[1],this.visuals.axis_line.set_value(t),t.beginPath(),t.moveTo(Math.round(h[0]+o*f),Math.round(p[0]+s*m)),n=i=1,_=h.length;1<=_?i<_:i>_;n=1<=_?++i:--i)h=Math.round(h[n]+o*f),p=Math.round(p[n]+s*m),t.lineTo(h,p);t.stroke()}},e.prototype._draw_major_ticks=function(t,e,r){var n,i,o;n=this.model.major_tick_in,i=this.model.major_tick_out,o=this.visuals.major_tick_line,this._draw_ticks(t,r.major,n,i,o)},e.prototype._draw_minor_ticks=function(t,e,r){var n,i,o;n=this.model.minor_tick_in,i=this.model.minor_tick_out,o=this.visuals.minor_tick_line,this._draw_ticks(t,r.minor,n,i,o)},e.prototype._draw_major_labels=function(t,e,r){var n,i,o,s,a;n=r.major,i=this.model.compute_labels(n[this.model.dimension]),o=this.model.major_label_orientation,s=e.tick+this.model.major_label_standoff,a=this.visuals.major_label_text,this._draw_oriented_labels(t,i,n,o,this.model.panel_side,s,a)},e.prototype._draw_axis_label=function(t,e,r){var n,i,o,s,a;if(null!=this.model.axis_label){switch(this.model.panel.side){case\"above\":s=this.model.panel._hcenter.value,a=this.model.panel._bottom.value;break;case\"below\":s=this.model.panel._hcenter.value,a=this.model.panel._top.value;break;case\"left\":s=this.model.panel._right.value,a=this.model.panel._vcenter._value;break;case\"right\":s=this.model.panel._left.value,a=this.model.panel._vcenter._value}n=[[s],[a]],i=e.tick+c.sum(e.tick_label)+this.model.axis_label_standoff,o=this.visuals.axis_label_text,this._draw_oriented_labels(t,[this.model.axis_label],n,\"parallel\",this.model.panel_side,i,o,\"screen\")}},e.prototype._draw_ticks=function(t,e,r,n,i){var o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;if(i.doit&&0!==e.length)for(S=e[0],O=e[1],p=this.plot_view.map_to_screen(S,O,this.model.x_range_name,this.model.y_range_name),w=p[0],M=p[1],d=this.model.normals,a=d[0],c=d[1],f=this.model.offsets,T=f[0],P=f[1],y=[a*(T-r),c*(P-r)],l=y[0],_=y[1],m=[a*(T+n),c*(P+n)],u=m[0],h=m[1],i.set_value(t),o=s=0,v=w.length;0<=v?s<v:s>v;o=0<=v?++s:--s)g=Math.round(w[o]+u),x=Math.round(M[o]+h),b=Math.round(w[o]+l),k=Math.round(M[o]+_),t.beginPath(),t.moveTo(g,x),t.lineTo(b,k),t.stroke()},e.prototype._draw_oriented_labels=function(t,e,r,n,i,o,s,a){var l,u,c,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E;if(null==a&&(a=\"data\"),s.doit&&0!==e.length)for(\"screen\"===a?(O=r[0],P=r[1],v=[this.plot_view.canvas.v_vx_to_sx(O),this.plot_view.canvas.v_vy_to_sy(P)],M=v[0],T=v[1]):(u=r[0],c=r[1],g=this.plot_view.map_to_screen(u,c,this.model.x_range_name,this.model.y_range_name),M=g[0],T=g[1]),b=this.model.normals,d=b[0],y=b[1],w=this.model.offsets,A=w[0],E=w[1],f=d*(A+o),m=y*(E+o),s.set_value(t),this.model.panel.apply_label_text_heuristics(t,n),l=_.isString(n)?this.model.panel.get_label_angle_heuristic(n):-n,h=p=0,x=M.length;0<=x?p<x:p>x;h=0<=x?++p:--p)k=Math.round(M[h]+f),S=Math.round(T[h]+m),t.translate(k,S),t.rotate(l),t.fillText(e[h],0,0),t.rotate(-l),t.translate(-k,-S)},e.prototype._axis_label_extent=function(){var t,e;return null==this.model.axis_label||\"\"===this.model.axis_label?0:(t=this.model.axis_label_standoff,e=this.visuals.axis_label_text,this._oriented_labels_extent([this.model.axis_label],\"parallel\",this.model.panel_side,t,e))},e.prototype._tick_extent=function(){return this.model.major_tick_out},e.prototype._tick_label_extent=function(){return c.sum(this._tick_label_extents())},e.prototype._tick_label_extents=function(){var t,e,r,n,i;return t=this.model.tick_coords.major,e=this.model.compute_labels(t[this.model.dimension]),\n",
       "      r=this.model.major_label_orientation,n=this.model.major_label_standoff,i=this.visuals.major_label_text,[this._oriented_labels_extent(e,r,this.model.panel_side,n,i)]},e.prototype._tick_label_extent=function(){return c.sum(this._tick_label_extents())},e.prototype._oriented_labels_extent=function(t,e,r,n,i){var o,s,a,l,u,c,h,p,d,f,y,m;if(0===t.length)return 0;for(a=this.plot_view.canvas_view.ctx,i.set_value(a),_.isString(e)?(c=1,o=this.model.panel.get_label_angle_heuristic(e)):(c=2,o=-e),o=Math.abs(o),s=Math.cos(o),f=Math.sin(o),l=0,h=p=0,d=t.length;0<=d?p<d:p>d;h=0<=d?++p:--p)m=1.1*a.measureText(t[h]).width,u=.9*a.measureText(t[h]).ascent,y=\"above\"===r||\"below\"===r?m*f+u/c*s:m*s+u/c*f,y>l&&(l=y);return l>0&&(l+=n),l},e}(a.RendererView),r.Axis=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.AxisView,e.prototype.type=\"Axis\",e.mixins([\"line:axis_\",\"line:major_tick_\",\"line:minor_tick_\",\"text:major_label_\",\"text:axis_label_\"]),e.define({bounds:[u.Any,\"auto\"],ticker:[u.Instance,null],formatter:[u.Instance,null],x_range_name:[u.String,\"default\"],y_range_name:[u.String,\"default\"],axis_label:[u.String,\"\"],axis_label_standoff:[u.Int,5],major_label_standoff:[u.Int,5],major_label_orientation:[u.Any,\"horizontal\"],major_label_overrides:[u.Any,{}],major_tick_in:[u.Number,2],major_tick_out:[u.Number,6],minor_tick_in:[u.Number,0],minor_tick_out:[u.Number,4]}),e.override({axis_line_color:\"black\",major_tick_line_color:\"black\",minor_tick_line_color:\"black\",major_label_text_font_size:\"8pt\",major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label_text_font_size:\"10pt\",axis_label_text_font_style:\"italic\"}),e.internal({panel_side:[u.Any]}),e.prototype.compute_labels=function(t){var e,r,n,i;for(n=this.formatter.doFormat(t,this),e=r=0,i=t.length;0<=i?r<i:r>i;e=0<=i?++r:--r)t[e]in this.major_label_overrides&&(n[e]=this.major_label_overrides[t[e]]);return n},e.prototype.label_info=function(t){var e,r;return r=this.major_label_orientation,e={dim:this.dimension,coords:t,side:this.panel_side,orient:r,standoff:this.major_label_standoff}},e.getters({computed_bounds:function(){return this._computed_bounds()},rule_coords:function(){return this._rule_coords()},tick_coords:function(){return this._tick_coords()},ranges:function(){return this._ranges()},normals:function(){return this.panel._normals},dimension:function(){return this.panel._dim},offsets:function(){return this._offsets()},loc:function(){return this._get_loc()}}),e.prototype.add_panel=function(t){return this.panel=new o.SidePanel({side:t}),this.panel.attach_document(this.document),this.panel_side=t},e.prototype._offsets=function(){var t,e,r,n,i;switch(r=this.panel_side,e=[0,0],n=e[0],i=e[1],t=this.plot.plot_canvas.frame,r){case\"below\":i=Math.abs(this.panel._top.value-t._bottom.value);break;case\"above\":i=Math.abs(this.panel._bottom.value-t._top.value);break;case\"right\":n=Math.abs(this.panel._left.value-t._right.value);break;case\"left\":n=Math.abs(this.panel._right.value-t._left.value)}return[n,i]},e.prototype._ranges=function(){var t,e,r,n;return e=this.dimension,r=(e+1)%2,t=this.plot.plot_canvas.frame,n=[t.x_ranges[this.x_range_name],t.y_ranges[this.y_range_name]],[n[e],n[r]]},e.prototype._computed_bounds=function(){var t,e,r,n,i,o,s,a;return i=this.ranges,r=i[0],t=i[1],a=null!=(o=this.bounds)?o:\"auto\",n=[r.min,r.max],\"auto\"===a?n:_.isArray(a)?(Math.abs(a[0]-a[1])>Math.abs(n[0]-n[1])?(s=Math.max(Math.min(a[0],a[1]),n[0]),e=Math.min(Math.max(a[0],a[1]),n[1])):(s=Math.min(a[0],a[1]),e=Math.max(a[0],a[1])),[s,e]):(l.logger.error(\"user bounds '\"+a+\"' not understood\"),null)},e.prototype._rule_coords=function(){var t,e,r,n,i,o,s,a,l,u,c;return n=this.dimension,i=(n+1)%2,s=this.ranges,o=s[0],e=s[1],a=this.computed_bounds,l=a[0],r=a[1],u=new Array(2),c=new Array(2),t=[u,c],t[n][0]=Math.max(l,o.min),t[n][1]=Math.min(r,o.max),t[n][0]>t[n][1]&&(t[n][0]=t[n][1]=NaN),t[i][0]=this.loc,t[i][1]=this.loc,t},e.prototype._tick_coords=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M;for(n=this.dimension,o=(n+1)%2,y=this.ranges,p=y[0],e=y[1],m=this.computed_bounds,w=m[0],r=m[1],x=this.ticker.get_ticks(w,r,p,this.loc,{}),l=x.major,h=x.minor,k=[],M=[],t=[k,M],c=[],_=[],u=[c,_],v=[p.min,p.max],f=v[0],d=v[1],i=s=0,g=l.length;0<=g?s<g:s>g;i=0<=g?++s:--s)l[i]<f||l[i]>d||(t[n].push(l[i]),t[o].push(this.loc));for(i=a=0,b=h.length;0<=b?a<b:a>b;i=0<=b?++a:--a)h[i]<f||h[i]>d||(u[n].push(h[i]),u[o].push(this.loc));return{major:t,minor:u}},e.prototype._get_loc=function(){var t,e,r,n,i,o;switch(i=this.ranges,n=i[0],e=i[1],r=e.start,t=e.end,o=this.panel_side){case\"left\":case\"below\":return e.start;case\"right\":case\"above\":return e.end}},e}(s.GuideRenderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(67),s=t(90),a=t(178);r.CategoricalAxisView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){return this._draw_group_separators(t,e,r)},e.prototype._draw_group_separators=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O;if(v=this.model.ranges,m=v[0],o=v[1],g=this.model.computed_bounds,S=g[0],a=g[1],f=this.model.loc,O=this.model.ticker.get_ticks(S,a,m,f,{}),b=this.model.ranges,m=b[0],o=b[1],m.tops&&!(m.tops.length<2)&&this.visuals.separator_line.doit){for(s=this.model.dimension,n=(s+1)%2,i=[[],[]],c=0,u=h=0,w=m.tops.length-1;0<=w?h<w:h>w;u=0<=w?++h:--h){for(_=p=x=c,k=m.factors.length;x<=k?p<k:p>k;_=x<=k?++p:--p)if(m.factors[_][0]===m.tops[u+1]){M=[m.factors[_-1],m.factors[_]],l=M[0],d=M[1],c=_;break}y=(m.synthetic(l)+m.synthetic(d))/2,y>S&&y<a&&(i[s].push(y),i[n].push(this.model.loc))}T=this._tick_label_extent(),this._draw_ticks(t,i,-3,T-6,this.visuals.separator_line)}},e.prototype._draw_major_labels=function(t,e,r){var 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n,i,o,s,a,l,u,c,_,h,p;for(h=r.sx,p=r.sy,i=r._start_angle,n=r._angle,c=r.sinner_radius,_=r.souter_radius,o=this.model.properties.direction.value(),u=[],a=0,l=e.length;a<l;a++)s=e[a],isNaN(h[s]+p[s]+c[s]+_[s]+i[s]+n[s])||(t.translate(h[s],p[s]),t.rotate(i[s]),t.moveTo(_[s],0),t.beginPath(),t.arc(0,0,_[s],0,n[s],o),t.rotate(n[s]),t.lineTo(c[s],0),t.arc(0,0,c[s],0,-n[s],!o),t.closePath(),t.rotate(-n[s]-i[s]),t.translate(-h[s],-p[s]),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,s),t.fill()),this.visuals.line.doit?(this.visuals.line.set_vectorize(t,s),u.push(t.stroke())):u.push(void 0));return u},e.prototype._hit_point=function(t){var e,r,n,i,o,a,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F,I,B;for(y=[t.vx,t.vy],O=y[0],E=y[1],C=this.renderer.xscale.invert(O),F=this.renderer.yscale.invert(E),\"data\"===this.model.properties.outer_radius.units?(N=C-this.max_outer_radius,D=C+this.max_outer_radius,I=F-this.max_outer_radius,B=F+this.max_outer_radius):(P=O-this.max_outer_radius,A=O+this.max_outer_radius,m=this.renderer.xscale.v_invert([P,A]),N=m[0],D=m[1],j=E-this.max_outer_radius,z=E+this.max_outer_radius,v=this.renderer.yscale.v_invert([j,z]),I=v[0],B=v[1]),n=[],r=s.validate_bbox_coords([N,D],[I,B]),g=this.index.indices(r),_=0,p=g.length;_<p;_++)u=g[_],f=Math.pow(this.souter_radius[u],2),c=Math.pow(this.sinner_radius[u],2),x=this.renderer.xscale.compute(C),k=this.renderer.xscale.compute(this._x[u]),S=this.renderer.yscale.compute(F),T=this.renderer.yscale.compute(this._y[u]),o=Math.pow(x-k,2)+Math.pow(S-T,2),o<=f&&o>=c&&n.push([u,o]);for(i=this.model.properties.direction.value(),a=[],h=0,d=n.length;h<d;h++)b=n[h],u=b[0],o=b[1],w=this.renderer.plot_view.canvas.vx_to_sx(O),M=this.renderer.plot_view.canvas.vy_to_sy(E),e=Math.atan2(M-this.sy[u],w-this.sx[u]),l.angle_between(-e,-this._start_angle[u],-this._end_angle[u],i)&&a.push([u,o]);return s.create_1d_hit_test_result(a)},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e.prototype._scxy=function(t){var e,r;return r=(this.sinner_radius[t]+this.souter_radius[t])/2,e=(this._start_angle[t]+this._end_angle[t])/2,{x:this.sx[t]+r*Math.cos(e),y:this.sy[t]+r*Math.sin(e)}},e.prototype.scx=function(t){return this._scxy(t).x},e.prototype.scy=function(t){return this._scxy(t).y},e}(o.XYGlyphView),r.AnnularWedge=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.AnnularWedgeView,e.prototype.type=\"AnnularWedge\",e.mixins([\"line\",\"fill\"]),e.define({direction:[a.Direction,\"anticlock\"],inner_radius:[a.DistanceSpec],outer_radius:[a.DistanceSpec],start_angle:[a.AngleSpec],end_angle:[a.AngleSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9),a=t(14);r.AnnulusView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._map_data=function(){return\"data\"===this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this._inner_radius):this.sinner_radius=this._inner_radius,\"data\"===this.model.properties.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xscale,this._x,this._outer_radius):this.souter_radius=this._outer_radius},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f;for(d=r.sx,f=r.sy,h=r.sinner_radius,p=r.souter_radius,_=[],s=0,l=e.length;s<l;s++)if(i=e[s],!isNaN(d[i]+f[i]+h[i]+p[i])){if(o=navigator.userAgent.indexOf(\"MSIE\")>=0||navigator.userAgent.indexOf(\"Trident\")>0||navigator.userAgent.indexOf(\"Edge\")>0,this.visuals.fill.doit){if(this.visuals.fill.set_vectorize(t,i),t.beginPath(),o)for(c=[!1,!0],a=0,u=c.length;a<u;a++)n=c[a],t.arc(d[i],f[i],h[i],0,Math.PI,n),t.arc(d[i],f[i],p[i],Math.PI,0,!n);else t.arc(d[i],f[i],h[i],0,2*Math.PI,!0),t.arc(d[i],f[i],p[i],2*Math.PI,0,!1);t.fill()}this.visuals.line.doit?(this.visuals.line.set_vectorize(t,i),t.beginPath(),t.arc(d[i],f[i],h[i],0,2*Math.PI),t.moveTo(d[i]+p[i],f[i]),t.arc(d[i],f[i],p[i],0,2*Math.PI),_.push(t.stroke())):_.push(void 0)}return _},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k;for(c=[t.vx,t.vy],y=c[0],m=c[1],v=this.renderer.xscale.invert(y),g=v-this.max_radius,b=v+this.max_radius,w=this.renderer.yscale.invert(m),x=w-this.max_radius,k=w+this.max_radius,n=[],e=s.validate_bbox_coords([g,b],[x,k]),_=this.index.indices(e),a=0,l=_.length;a<l;a++)i=_[a],u=Math.pow(this.souter_radius[i],2),o=Math.pow(this.sinner_radius[i],2),h=this.renderer.xscale.compute(v),p=this.renderer.xscale.compute(this._x[i]),d=this.renderer.yscale.compute(w),f=this.renderer.yscale.compute(this._y[i]),r=Math.pow(h-p,2)+Math.pow(d-f,2),r<=u&&r>=o&&n.push([i,r]);return s.create_1d_hit_test_result(n)},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c,_,h;return a=[o],_={},_[o]=(e+r)/2,h={},h[o]=(n+i)/2,l=.5*Math.min(Math.abs(r-e),Math.abs(i-n)),u={},u[o]=.4*l,c={},c[o]=.8*l,s={sx:_,sy:h,sinner_radius:u,souter_radius:c},this._render(t,a,s)},e}(o.XYGlyphView),r.Annulus=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.AnnulusView,e.prototype.type=\"Annulus\",e.mixins([\"line\",\"fill\"]),e.define({inner_radius:[a.DistanceSpec],outer_radius:[a.DistanceSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14);r.ArcView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._map_data=function(){return\"data\"===this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius):this.sradius=this._radius},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;if(_=r.sx,h=r.sy,c=r.sradius,i=r._start_angle,n=r._end_angle,this.visuals.line.doit){for(o=this.model.properties.direction.value(),u=[],a=0,l=e.length;a<l;a++)s=e[a],isNaN(_[s]+h[s]+c[s]+i[s]+n[s])||(t.beginPath(),t.arc(_[s],h[s],c[s],i[s],n[s],o),this.visuals.line.set_vectorize(t,s),u.push(t.stroke()));return u}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Arc=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.ArcView,e.prototype.type=\"Arc\",e.mixins([\"line\"]),e.define({direction:[s.Direction,\"anticlock\"],radius:[s.DistanceSpec],start_angle:[s.AngleSpec],end_angle:[s.AngleSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(35),a=t(106);n=function(t,e,r,n,i,o,s,a){var l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M;for(x=[],_=[[],[]],p=y=0;y<=2;p=++y)if(0===p?(u=6*t-12*r+6*i,l=-3*t+9*r-9*i+3*s,h=3*r-3*t):(u=6*e-12*n+6*o,l=-3*e+9*n-9*o+3*a,h=3*n-3*e),Math.abs(l)<1e-12){if(Math.abs(u)<1e-12)continue;g=-h/u,0<g&&g<1&&x.push(g)}else c=u*u-4*h*l,v=Math.sqrt(c),c<0||(b=(-u+v)/(2*l),0<b&&b<1&&x.push(b),w=(-u-v)/(2*l),0<w&&w<1&&x.push(w));for(d=x.length,f=d;d--;)g=x[d],m=1-g,k=m*m*m*t+3*m*m*g*r+3*m*g*g*i+g*g*g*s,_[0][d]=k,M=m*m*m*e+3*m*m*g*n+3*m*g*g*o+g*g*g*a,_[1][d]=M;return _[0][f]=t,_[1][f]=e,_[0][f+1]=s,_[1][f+1]=a,[Math.min.apply(null,_[0]),Math.max.apply(null,_[1]),Math.max.apply(null,_[0]),Math.min.apply(null,_[1])]},r.BezierView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._index_data=function(){var t,e,r,i,o,a,l,u,c;for(r=[],t=e=0,i=this._x0.length;0<=i?e<i:e>i;t=0<=i?++e:--e)isNaN(this._x0[t]+this._x1[t]+this._y0[t]+this._y1[t]+this._cx0[t]+this._cy0[t]+this._cx1[t]+this._cy1[t])||(o=n(this._x0[t],this._y0[t],this._x1[t],this._y1[t],this._cx0[t],this._cy0[t],this._cx1[t],this._cy1[t]),a=o[0],u=o[1],l=o[2],c=o[3],r.push({minX:a,minY:u,maxX:l,maxY:c,i:t}));return new s.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f;if(h=r.sx0,d=r.sy0,p=r.sx1,f=r.sy1,a=r.scx,l=r.scx0,c=r.scy0,u=r.scx1,_=r.scy1,this.visuals.line.doit){for(s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(h[n]+d[n]+p[n]+f[n]+l[n]+c[n]+u[n]+_[n])||(t.beginPath(),t.moveTo(h[n],d[n]),t.bezierCurveTo(l[n],c[n],u[n],_[n],p[n],f[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke()));return s}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(a.GlyphView),r.Bezier=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.BezierView,e.prototype.type=\"Bezier\",e.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx0\",\"cy0\"],[\"cx1\",\"cy1\"]]),e.mixins([\"line\"]),e}(a.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(35),s=t(106),a=t(9);r.BoxView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._index_box=function(t){var e,r,n,i,s,a,l,u,c;for(s=[],r=n=0,l=t;0<=l?n<l:n>l;r=0<=l?++n:--n)u=this._lrtb(r),i=u[0],a=u[1],c=u[2],e=u[3],!isNaN(i+a+c+e)&&isFinite(i+a+c+e)&&s.push({minX:i,minY:e,maxX:a,maxY:c,i:r});return new o.RBush(s)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;for(l=r.sleft,u=r.sright,c=r.stop,a=r.sbottom,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(l[n]+c[n]+u[n]+a[n])||(this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fillRect(l[n],c[n],u[n]-l[n],a[n]-c[n])),this.visuals.line.doit?(t.beginPath(),t.rect(l[n],c[n],u[n]-l[n],a[n]-c[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke())):s.push(void 0));return s},e.prototype._hit_point=function(t){var e,r,n,i,o,s,l;return r=[t.vx,t.vy],i=r[0],o=r[1],s=this.renderer.xscale.invert(i),l=this.renderer.yscale.invert(o),e=this.index.indices({minX:s,minY:l,maxX:s,maxY:l}),n=a.create_hit_test_result(),n[\"1d\"].indices=e,n},e.prototype._hit_span=function(t){var e,r,n,i,o,s,l,u,c,_,h,p,d;return l=[t.vx,t.vy],_=l[0],h=l[1],\"v\"===t.direction?(d=this.renderer.yscale.invert(h),r=this.renderer.plot_view.frame.h_range,o=this.renderer.xscale.invert(r.min),n=this.renderer.xscale.invert(r.max),e=this.index.indices({minX:o,minY:d,maxX:n,maxY:d})):(p=this.renderer.xscale.invert(_),c=this.renderer.plot_view.frame.v_range,s=this.renderer.yscale.invert(c.min),i=this.renderer.yscale.invert(c.max),e=this.index.indices({minX:p,minY:s,maxX:p,maxY:i})),u=a.create_hit_test_result(),u[\"1d\"].indices=e,u},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e}(s.GlyphView),r.Box=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.mixins([\"line\",\"fill\"]),e}(s.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9),a=t(14);r.CircleView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._map_data=function(){var t,e;return null!=this._radius?\"data\"===this.model.properties.radius.spec.units?(t=this.model.properties.radius_dimension.spec.value,this.sradius=this.sdist(this.renderer[t+\"scale\"],this[\"_\"+t],this._radius)):(this.sradius=this._radius,this.max_size=2*this.max_radius):this.sradius=function(){var t,r,n,i;for(n=this._size,i=[],t=0,r=n.length;t<r;t++)e=n[t],i.push(e/2);return i}.call(this)},e.prototype._mask_data=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y;return r=this.renderer.plot_view.frame.h_range,h=this.renderer.plot_view.frame.v_range,null!=this._radius&&\"data\"===this.model.properties.radius.units?(l=r.start,u=r.end,n=this.renderer.xscale.v_invert([l,u]),p=n[0],d=n[1],p-=this.max_radius,d+=this.max_radius,c=h.start,_=h.end,i=this.renderer.yscale.v_invert([c,_]),f=i[0],y=i[1],f-=this.max_radius,y+=this.max_radius):(l=r.start-this.max_size,u=r.end+this.max_size,o=this.renderer.xscale.v_invert([l,u]),p=o[0],d=o[1],c=h.start-this.max_size,_=h.end+this.max_size,a=this.renderer.yscale.v_invert([c,_]),f=a[0],y=a[1]),e=s.validate_bbox_coords([p,d],[f,y]),this.index.indices(e)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u;for(l=r.sx,u=r.sy,a=r.sradius,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(l[n]+u[n]+a[n])||(t.beginPath(),t.arc(l[n],u[n],a[n],0,2*Math.PI,!1),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.doit?(this.visuals.line.set_vectorize(t,n),s.push(t.stroke())):s.push(void 0));return s},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N;if(h=[t.vx,t.vy],k=h[0],T=h[1],A=this.renderer.xscale.invert(k),z=this.renderer.yscale.invert(T),null!=this._radius&&\"data\"===this.model.properties.radius.units?(E=A-this.max_radius,j=A+this.max_radius,C=z-this.max_radius,N=z+this.max_radius):(M=k-this.max_size,S=k+this.max_size,p=this.renderer.xscale.v_invert([M,S]),E=p[0],j=p[1],d=[Math.min(E,j),Math.max(E,j)],E=d[0],j=d[1],O=T-this.max_size,P=T+this.max_size,f=this.renderer.yscale.v_invert([O,P]),C=f[0],N=f[1],y=[Math.min(C,N),Math.max(C,N)],C=y[0],N=y[1]),e=s.validate_bbox_coords([E,j],[C,N]),r=this.index.indices(e),i=[],null!=this._radius&&\"data\"===this.model.properties.radius.units)for(a=0,u=r.length;a<u;a++)o=r[a],_=Math.pow(this.sradius[o],2),v=this.renderer.xscale.compute(A),g=this.renderer.xscale.compute(this._x[o]),w=this.renderer.yscale.compute(z),x=this.renderer.yscale.compute(this._y[o]),n=Math.pow(v-g,2)+Math.pow(w-x,2),n<=_&&i.push([o,n]);else for(m=this.renderer.plot_view.canvas.vx_to_sx(k),b=this.renderer.plot_view.canvas.vy_to_sy(T),l=0,c=r.length;l<c;l++)o=r[l],_=Math.pow(this.sradius[o],2),n=Math.pow(this.sx[o]-m,2)+Math.pow(this.sy[o]-b,2),n<=_&&i.push([o,n]);return s.create_1d_hit_test_result(i)},e.prototype._hit_span=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S;return u=[t.vx,t.vy],y=u[0],g=u[1],c=this.bounds(),o=c.minX,a=c.minY,n=c.maxX,i=c.maxY,f=s.create_hit_test_result(),\"h\"===t.direction?(M=a,S=i,null!=this._radius&&\"data\"===this.model.properties.radius.units?(m=y-this.max_radius,v=y+this.max_radius,_=this.renderer.xscale.v_invert([m,v]),x=_[0],k=_[1]):(l=this.max_size/2,m=y-l,v=y+l,h=this.renderer.xscale.v_invert([m,v]),x=h[0],k=h[1])):(x=o,k=n,null!=this._radius&&\"data\"===this.model.properties.radius.units?(b=g-this.max_radius,w=g+this.max_radius,p=this.renderer.yscale.v_invert([b,w]),M=p[0],S=p[1]):(l=this.max_size/2,b=g-l,w=g+l,d=this.renderer.yscale.v_invert([b,w]),M=d[0],S=d[1])),e=s.validate_bbox_coords([x,k],[M,S]),r=this.index.indices(e),f[\"1d\"].indices=r,f},e.prototype._hit_rect=function(t){var e,r,n,i,o,a,l,u;return r=this.renderer.xscale.v_invert([t.vx0,t.vx1]),o=r[0],a=r[1],n=this.renderer.yscale.v_invert([t.vy0,t.vy1]),l=n[0],u=n[1],e=s.validate_bbox_coords([o,a],[l,u]),i=s.create_hit_test_result(),i[\"1d\"].indices=this.index.indices(e),i},e.prototype._hit_poly=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d;for(a=[t.vx,t.vy],p=a[0],d=a[1],_=this.renderer.plot_view.canvas.v_vx_to_sx(p),h=this.renderer.plot_view.canvas.v_vy_to_sy(d),e=function(){c=[];for(var t=0,e=this.sx.length;0<=e?t<e:t>e;0<=e?t++:t--)c.push(t);return c}.apply(this),r=[],n=o=0,l=e.length;0<=l?o<l:o>l;n=0<=l?++o:--o)i=e[n],s.point_in_poly(this.sx[n],this.sy[n],_,h)&&r.push(i);return u=s.create_hit_test_result(),u[\"1d\"].indices=r,u},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c;return a=[o],u={},u[o]=(e+r)/2,c={},c[o]=(n+i)/2,l={},l[o]=.2*Math.min(Math.abs(r-e),Math.abs(i-n)),s={sx:u,sy:c,sradius:l},this._render(t,a,s)},e}(o.XYGlyphView),r.Circle=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.CircleView,e.prototype.type=\"Circle\",e.mixins([\"line\",\"fill\"]),e.define({angle:[a.AngleSpec,0],size:[a.DistanceSpec,{units:\"screen\",value:4}],radius:[a.DistanceSpec,null],radius_dimension:[a.String,\"x\"]}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.properties.radius.optional=!0},e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14);r.EllipseView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(){if(this.max_w2=0,\"data\"===this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.model.properties.height.units)return this.max_h2=this.max_height/2},e.prototype._map_data=function(){return\"data\"===this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this.sw=this._width,\"data\"===this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;for(u=r.sx,c=r.sy,l=r.sw,a=r.sh,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(u[n]+c[n]+l[n]+a[n]+this._angle[n])||(t.beginPath(),t.ellipse(u[n],c[n],l[n]/2,a[n]/2,this._angle[n],0,2*Math.PI),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.doit?(this.visuals.line.set_vectorize(t,n),s.push(t.stroke())):s.push(void 0));return s},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c,_,h,p;return l=[o],h={},h[o]=(e+r)/2,p={},p[o]=(n+i)/2,u=this.sw[o]/this.sh[o],s=.8*Math.min(Math.abs(r-e),Math.abs(i-n)),_={},c={},u>1?(_[o]=s,c[o]=s/u):(_[o]=s*u,c[o]=s),a={sx:h,sy:p,sw:_,sh:c},this._render(t,l,a)},e.prototype._bounds=function(t){return this.max_wh2_bounds(t)},e}(o.XYGlyphView),r.Ellipse=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.EllipseView,e.prototype.type=\"Ellipse\",e.mixins([\"line\",\"fill\"]),e.define({angle:[s.AngleSpec,0],width:[s.DistanceSpec],height:[s.DistanceSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(22),a=t(31),l=t(44),u=t(49),c=t(45),_=t(13),h=t(29),p=t(41),d=t(112);r.GlyphView=function(e){function r(){return r.__super__.constructor.apply(this,arguments)}return n(r,e),r.prototype.initialize=function(e){var n,i,o,s;if(r.__super__.initialize.call(this,e),this._nohit_warned={},this.renderer=e.renderer,this.visuals=new c.Visuals(this.model),i=this.renderer.plot_view.canvas_view.ctx,null!=i.glcanvas){try{s=t(422)}catch(a){if(o=a,\"MODULE_NOT_FOUND\"!==o.code)throw o;_.logger.warn(\"WebGL was requested and is supported, but bokeh-gl(.min).js is not available, falling back to 2D rendering.\"),s=null}if(null!=s&&(n=s[this.model.type+\"GLGlyph\"],null!=n))return this.glglyph=new n(i.glcanvas.gl,this)}},r.prototype.set_visuals=function(t){if(this.visuals.warm_cache(t),null!=this.glglyph)return this.glglyph.set_visuals_changed()},r.prototype.render=function(t,e,r){if(t.beginPath(),null==this.glglyph||!this.glglyph.render(t,e,r))return this._render(t,e,r)},r.prototype.has_finished=function(){return!0},r.prototype.notify_finished=function(){return this.renderer.notify_finished()},r.prototype.bounds=function(){return null==this.index?s.empty():this._bounds(this.index.bbox)},r.prototype.log_bounds=function(){var t,e,r,n,i,o,a,l,u;if(null==this.index)return s.empty();for(t=s.empty(),o=this.index.search(s.positive_x()),a=this.index.search(s.positive_y()),e=0,n=o.length;e<n;e++)l=o[e],l.minX<t.minX&&(t.minX=l.minX),l.maxX>t.maxX&&(t.maxX=l.maxX);for(r=0,i=a.length;r<i;r++)u=a[r],u.minY<t.minY&&(t.minY=u.minY),u.maxY>t.maxY&&(t.maxY=u.maxY);return this._bounds(t)},r.prototype.max_wh2_bounds=function(t){return{minX:t.minX-this.max_w2,maxX:t.maxX+this.max_w2,minY:t.minY-this.max_h2,maxY:t.maxY+this.max_h2}},r.prototype.get_anchor_point=function(t,e,r){var n,i;switch(n=r[0],i=r[1],t){case\"center\":return{x:this.scx(e,n,i),y:this.scy(e,n,i)};default:return null}},r.prototype.scx=function(t){return this.sx[t]},r.prototype.scy=function(t){return this.sy[t]},r.prototype.sdist=function(t,e,r,n,i){var o,s,a,l,u,c,_;return null==n&&(n=\"edge\"),null==i&&(i=!1),null!=t.source_range.v_synthetic&&(e=t.source_range.v_synthetic(e)),\"center\"===n?(s=function(){var t,e,n;for(n=[],t=0,e=r.length;t<e;t++)o=r[t],n.push(o/2);return n}(),l=function(){var t,r,n;for(n=[],a=t=0,r=e.length;0<=r?t<r:t>r;a=0<=r?++t:--t)n.push(e[a]-s[a]);return n}(),u=function(){var t,r,n;for(n=[],a=t=0,r=e.length;0<=r?t<r:t>r;a=0<=r?++t:--t)n.push(e[a]+s[a]);return n}()):(l=e,u=function(){var t,e,n;for(n=[],a=t=0,e=l.length;0<=e?t<e:t>e;a=0<=e?++t:--t)n.push(l[a]+r[a]);return n}()),c=t.v_compute(l),_=t.v_compute(u),i?function(){var t,e,r;for(r=[],a=t=0,e=c.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(Math.ceil(Math.abs(_[a]-c[a])));return r}():function(){var t,e,r;for(r=[],a=t=0,e=c.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(Math.abs(_[a]-c[a]));return r}()},r.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return null},r.prototype._generic_line_legend=function(t,e,r,n,i,o){return t.save(),t.beginPath(),t.moveTo(e,(n+i)/2),t.lineTo(r,(n+i)/2),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,o),t.stroke()),t.restore()},r.prototype._generic_area_legend=function(t,e,r,n,i,o){var s,a,l,u,c,_,h,p,d;if(u=[o],d=Math.abs(r-e),a=.1*d,l=Math.abs(i-n),s=.1*l,c=e+a,_=r-a,h=n+s,p=i-s,this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,o),t.fillRect(c,h,_-c,p-h)),this.visuals.line.doit)return t.beginPath(),t.rect(c,h,_-c,p-h),this.visuals.line.set_vectorize(t,o),t.stroke()},r.prototype.hit_test=function(t){var e,r;return r=null,e=\"_hit_\"+t.type,null!=this[e]?r=this[e](t):null==this._nohit_warned[t.type]&&(_.logger.debug(\"'\"+t.type+\"' selection not available for \"+this.model.type),this._nohit_warned[t.type]=!0),r},r.prototype.set_data=function(t,e,r){var n,i,o,s,l,u,c,_,p,f,y,m,v,g,b;if(n=this.model.materialize_dataspecs(t),e&&!(this instanceof d.LineView)){i={};for(l in n)y=n[l],\"_\"===l.charAt(0)?i[l]=function(){var t,r,n;for(n=[],t=0,r=e.length;t<r;t++)o=e[t],n.push(y[o]);return n}():i[l]=y;n=i}if(h.extend(this,n),this.renderer.plot_view.model.use_map&&(null!=this._x&&(c=a.project_xy(this._x,this._y),this._x=c[0],this._y=c[1]),null!=this._xs&&(_=a.project_xsys(this._xs,this._ys),this._xs=_[0],this._ys=_[1])),null!=this.renderer.plot_view.frame.x_ranges)for(v=this.renderer.plot_view.frame.x_ranges[this.model.x_range_name],\n",
       "      b=this.renderer.plot_view.frame.y_ranges[this.model.y_range_name],p=this.model._coords,s=0,u=p.length;s<u;s++)f=p[s],m=f[0],g=f[1],m=\"_\"+m,g=\"_\"+g,null!=v.v_synthetic&&(this[m]=v.v_synthetic(this[m])),null!=b.v_synthetic&&(this[g]=b.v_synthetic(this[g]));return null!=this.glglyph&&this.glglyph.set_data_changed(this._x.length),this._set_data(t,r),this.index=this._index_data()},r.prototype._set_data=function(){},r.prototype._index_data=function(){},r.prototype.mask_data=function(t){return null!=this.glglyph?t:this._mask_data(t)},r.prototype._mask_data=function(t){return t},r.prototype._bounds=function(t){return t},r.prototype.map_data=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,d,f,y,m,v,g;for(i=this.model._coords,e=0,n=i.length;e<n;e++)if(o=i[e],v=o[0],g=o[1],f=\"s\"+v,m=\"s\"+g,v=\"_\"+v,g=\"_\"+g,p.isArray(null!=(s=this[v])?s[0]:void 0)||(null!=(a=this[v])&&null!=(l=a[0])?l.buffer:void 0)instanceof ArrayBuffer)for(u=[[],[]],this[f]=u[0],this[m]=u[1],t=r=0,c=this[v].length;0<=c?r<c:r>c;t=0<=c?++r:--r)_=this.map_to_screen(this[v][t],this[g][t]),d=_[0],y=_[1],this[f].push(d),this[m].push(y);else h=this.map_to_screen(this[v],this[g]),this[f]=h[0],this[m]=h[1];return this._map_data()},r.prototype._map_data=function(){},r.prototype.map_to_screen=function(t,e){return this.renderer.plot_view.map_to_screen(t,e,this.model.x_range_name,this.model.y_range_name)},r}(l.View),r.Glyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._coords=[],e.coords=function(t){var e,r,n,i,s,a,l;for(e=this.prototype._coords.concat(t),this.prototype._coords=e,s={},r=0,n=t.length;r<n;r++)i=t[r],a=i[0],l=i[1],s[a]=[o.NumberSpec],s[l]=[o.NumberSpec];return this.define(s)},e.internal({x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),e}(u.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(103),s=t(14);r.HBarView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.scx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype._index_data=function(){return this._index_box(this._y.length)},e.prototype._lrtb=function(t){var e,r,n,i;return r=Math.min(this._left[t],this._right[t]),n=Math.max(this._left[t],this._right[t]),i=this._y[t]+.5*this._height[t],e=this._y[t]-.5*this._height[t],[r,n,i,e]},e.prototype._map_data=function(){var t,e,r,n,i,o;for(o=this.renderer.yscale.v_compute(this._y),this.sy=this.renderer.plot_view.canvas.v_vy_to_sy(o),i=this.renderer.xscale.v_compute(this._right),this.sright=this.renderer.plot_view.canvas.v_vx_to_sx(i),n=this.renderer.xscale.v_compute(this._left),this.sleft=this.renderer.plot_view.canvas.v_vx_to_sx(n),this.stop=[],this.sbottom=[],this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"),t=e=0,r=this.sy.length;0<=r?e<r:e>r;t=0<=r?++e:--e)this.stop.push(this.sy[t]-this.sh[t]/2),this.sbottom.push(this.sy[t]+this.sh[t]/2);return null},e}(o.BoxView),r.HBar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.HBarView,e.prototype.type=\"HBar\",e.coords([[\"left\",\"y\"]]),e.define({height:[s.DistanceSpec],right:[s.NumberSpec]}),e.override({left:0}),e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(125),a=t(143),l=t(14),u=t(21);r.ImageView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.color_mapper.change,function(){return this._update_image()})},e.prototype._update_image=function(){if(null!=this.image_data)return this._set_data(),this.renderer.plot_view.request_render()},e.prototype._set_data=function(){var t,e,r,n,i,o,s,a,l,c,_,h;for(null!=this.image_data&&this.image_data.length===this._image.length||(this.image_data=new Array(this._image.length)),null!=this._width&&this._width.length===this._image.length||(this._width=new Array(this._image.length)),null!=this._height&&this._height.length===this._image.length||(this._height=new Array(this._image.length)),_=[],o=l=0,c=this._image.length;0<=c?l<c:l>c;o=0<=c?++l:--l)h=[],null!=this._image_shape&&(h=this._image_shape[o]),h.length>0?(a=this._image[o],this._height[o]=h[0],this._width[o]=h[1]):(a=u.concat(this._image[o]),this._height[o]=this._image[o].length,this._width[o]=this._image[o][0].length),null!=this.image_data[o]&&this.image_data[o].width===this._width[o]&&this.image_data[o].height===this._height[o]?r=this.image_data[o]:(r=document.createElement(\"canvas\"),r.width=this._width[o],r.height=this._height[o]),i=r.getContext(\"2d\"),s=i.getImageData(0,0,this._width[o],this._height[o]),n=this.model.color_mapper,t=n.v_map_screen(a,!0),e=new Uint8Array(t),s.data.set(e),i.putImageData(s,0,0),this.image_data[o]=r,this.max_dw=0,\"data\"===this._dw.units&&(this.max_dw=u.max(this._dw)),this.max_dh=0,\"data\"===this._dh.units?_.push(this.max_dh=u.max(this._dh)):_.push(void 0);return _},e.prototype._map_data=function(){switch(this.model.properties.dw.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,this._dw,\"edge\",this.model.dilate);break;case\"screen\":this.sw=this._dw}switch(this.model.properties.dh.units){case\"data\":return this.sh=this.sdist(this.renderer.yscale,this._y,this._dh,\"edge\",this.model.dilate);case\"screen\":return this.sh=this._dh}},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;for(i=r.image_data,c=r.sx,_=r.sy,u=r.sw,l=r.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),o=0,s=e.length;o<s;o++)n=e[o],null!=i[n]&&(isNaN(c[n]+_[n]+u[n]+l[n])||(h=_[n],t.translate(0,h),t.scale(1,-1),t.translate(0,-h),t.drawImage(i[n],0|c[n],0|_[n],u[n],l[n]),t.translate(0,h),t.scale(1,-1),t.translate(0,-h)));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.bbox,t.maxX+=this.max_dw,t.maxY+=this.max_dh,t},e}(s.XYGlyphView),n=function(){return[0,2434341,5395026,7566195,9868950,12434877,14277081,15790320,16777215]},r.Image=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.ImageView,e.prototype.type=\"Image\",e.define({image:[l.NumberSpec],dw:[l.DistanceSpec],dh:[l.DistanceSpec],dilate:[l.Bool,!1],color_mapper:[l.Instance,function(){return new a.LinearColorMapper({palette:n()})}]}),e}(s.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14),a=t(21);r.ImageRGBAView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(t,e){var r,n,i,o,s,l,u,c,_,h,p,d,f,y,m;for(null!=this.image_data&&this.image_data.length===this._image.length||(this.image_data=new Array(this._image.length)),null!=this._width&&this._width.length===this._image.length||(this._width=new Array(this._image.length)),null!=this._height&&this._height.length===this._image.length||(this._height=new Array(this._image.length)),y=[],u=h=0,d=this._image.length;0<=d?h<d:h>d;u=0<=d?++h:--h)if(!(null!=e&&e.indexOf(u)<0)){if(m=[],null!=this._image_shape&&(m=this._image_shape[u]),m.length>0)r=this._image[u].buffer,this._height[u]=m[0],this._width[u]=m[1];else{for(l=a.concat(this._image[u]),r=new ArrayBuffer(4*l.length),o=new Uint32Array(r),_=p=0,f=l.length;0<=f?p<f:p>f;_=0<=f?++p:--p)o[_]=l[_];this._height[u]=this._image[u].length,this._width[u]=this._image[u][0].length}null!=this.image_data[u]&&this.image_data[u].width===this._width[u]&&this.image_data[u].height===this._height[u]?i=this.image_data[u]:(i=document.createElement(\"canvas\"),i.width=this._width[u],i.height=this._height[u]),s=i.getContext(\"2d\"),c=s.getImageData(0,0,this._width[u],this._height[u]),n=new Uint8Array(r),c.data.set(n),s.putImageData(c,0,0),this.image_data[u]=i,this.max_dw=0,\"data\"===this._dw.units&&(this.max_dw=a.max(this._dw)),this.max_dh=0,\"data\"===this._dh.units?y.push(this.max_dh=a.max(this._dh)):y.push(void 0)}return y},e.prototype._map_data=function(){switch(this.model.properties.dw.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,this._dw,\"edge\",this.model.dilate);break;case\"screen\":this.sw=this._dw}switch(this.model.properties.dh.units){case\"data\":return this.sh=this.sdist(this.renderer.yscale,this._y,this._dh,\"edge\",this.model.dilate);case\"screen\":return this.sh=this._dh}},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;for(i=r.image_data,c=r.sx,_=r.sy,u=r.sw,l=r.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),o=0,s=e.length;o<s;o++)n=e[o],isNaN(c[n]+_[n]+u[n]+l[n])||(h=_[n],t.translate(0,h),t.scale(1,-1),t.translate(0,-h),t.drawImage(i[n],0|c[n],0|_[n],u[n],l[n]),t.translate(0,h),t.scale(1,-1),t.translate(0,-h));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.bbox,t.maxX+=this.max_dw,t.maxY+=this.max_dh,t},e}(o.XYGlyphView),r.ImageRGBA=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.ImageRGBAView,e.prototype.type=\"ImageRGBA\",e.define({image:[s.NumberSpec],dw:[s.DistanceSpec],dh:[s.DistanceSpec],dilate:[s.Bool,!1]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(106),s=t(13),a=t(14);r.ImageURLView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.properties.global_alpha.change,function(t){return function(){return t.renderer.request_render()}}(this))},e.prototype._index_data=function(){},e.prototype._set_data=function(){var t,e,r,n,i,o,a;for(null!=this.image&&this.image.length===this._url.length||(this.image=function(){var t,r,n,i;for(n=this._url,i=[],t=0,r=n.length;t<r;t++)e=n[t],i.push(null);return i}.call(this)),o=this.model.retry_attempts,a=this.model.retry_timeout,this.retries=function(){var t,r,n,i;for(n=this._url,i=[],t=0,r=n.length;t<r;t++)e=n[t],i.push(o);return i}.call(this),i=[],t=r=0,n=this._url.length;0<=n?r<n:r>n;t=0<=n?++r:--r)null!=this._url[t]&&(e=new Image,e.onerror=function(t){return function(e,r){return function(){return t.retries[e]>0?(s.logger.trace(\"ImageURL failed to load \"+t._url[e]+\" image, retrying in \"+a+\" ms\"),setTimeout(function(){return r.src=t._url[e]},a)):s.logger.warn(\"ImageURL unable to load \"+t._url[e]+\" image after \"+o+\" retries\"),t.retries[e]-=1}}}(this)(t,e),e.onload=function(t){return function(e,r){return function(){return t.image[r]=e,t.renderer.request_render()}}}(this)(e,t),i.push(e.src=this._url[t]));return i},e.prototype.has_finished=function(){return e.__super__.has_finished.call(this)&&this._images_rendered===!0},e.prototype._map_data=function(){var t,e,r;switch(e=function(){var t,e,n,i;if(null!=this.model.w)return this._w;for(n=this._x,i=[],t=0,e=n.length;t<e;t++)r=n[t],i.push(NaN);return i}.call(this),t=function(){var t,e,n,i;if(null!=this.model.h)return this._h;for(n=this._x,i=[],t=0,e=n.length;t<e;t++)r=n[t],i.push(NaN);return i}.call(this),this.model.properties.w.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,e,\"edge\",this.model.dilate);break;case\"screen\":this.sw=e}switch(this.model.properties.h.units){case\"data\":return this.sh=this.sdist(this.renderer.yscale,this._y,t,\"edge\",this.model.dilate);case\"screen\":return this.sh=t}},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d;for(i=r._url,l=r.image,p=r.sx,d=r.sy,h=r.sw,_=r.sh,n=r._angle,s=this.renderer.plot_view.frame,t.rect(s._left.value+1,s._bottom.value+1,s._width.value-2,s._height.value-2),t.clip(),o=!0,u=0,c=e.length;u<c;u++)a=e[u],isNaN(p[a]+d[a]+n[a])||this.retries[a]!==-1&&(null!=l[a]?this._render_image(t,a,l[a],p,d,h,_,n):o=!1);if(o&&!this._images_rendered)return this._images_rendered=!0,this.notify_finished()},e.prototype._final_sx_sy=function(t,e,r,n,i){switch(t){case\"top_left\":return[e,r];case\"top_center\":return[e-n/2,r];case\"top_right\":return[e-n,r];case\"center_right\":return[e-n,r-i/2];case\"bottom_right\":return[e-n,r-i];case\"bottom_center\":return[e-n/2,r-i];case\"bottom_left\":return[e,r-i];case\"center_left\":return[e,r-i/2];case\"center\":return[e-n/2,r-i/2]}},e.prototype._render_image=function(t,e,r,n,i,o,s,a){var l,u;return isNaN(o[e])&&(o[e]=r.width),isNaN(s[e])&&(s[e]=r.height),l=this.model.anchor,u=this._final_sx_sy(l,n[e],i[e],o[e],s[e]),n=u[0],i=u[1],t.save(),t.globalAlpha=this.model.global_alpha,a[e]?(t.translate(n,i),t.rotate(a[e]),t.drawImage(r,0,0,o[e],s[e]),t.rotate(-a[e]),t.translate(-n,-i)):t.drawImage(r,n,i,o[e],s[e]),t.restore()},e}(o.GlyphView),r.ImageURL=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.ImageURLView,e.prototype.type=\"ImageURL\",e.coords([[\"x\",\"y\"]]),e.mixins([]),e.define({url:[a.StringSpec],anchor:[a.Anchor,\"top_left\"],global_alpha:[a.Number,1],angle:[a.AngleSpec,0],w:[a.DistanceSpec],h:[a.DistanceSpec],dilate:[a.Bool,!1],retry_attempts:[a.Number,0],retry_timeout:[a.Number,0]}),e}(o.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(99);r.AnnularWedge=n.AnnularWedge;var i=t(100);r.Annulus=i.Annulus;var o=t(101);r.Arc=o.Arc;var s=t(102);r.Bezier=s.Bezier;var a=t(104);r.Circle=a.Circle;var l=t(105);r.Ellipse=l.Ellipse;var u=t(106);r.Glyph=u.Glyph;var c=t(107);r.HBar=c.HBar;var _=t(108);r.Image=_.Image;var h=t(109);r.ImageRGBA=h.ImageRGBA;var p=t(110);r.ImageURL=p.ImageURL;var d=t(112);r.Line=d.Line;var f=t(113);r.MultiLine=f.MultiLine;var y=t(114);r.Oval=y.Oval;var m=t(115);r.Patch=m.Patch;var v=t(116);r.Patches=v.Patches;var g=t(117);r.Quad=g.Quad;var b=t(118);r.Quadratic=b.Quadratic;var w=t(119);r.Ray=w.Ray;var x=t(120);r.Rect=x.Rect;var k=t(121);r.Segment=k.Segment;var M=t(122);r.Text=M.Text;var S=t(123);r.VBar=S.VBar;var T=t(124);r.Wedge=T.Wedge;var O=t(125);r.XYGlyph=O.XYGlyph},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9);r.LineView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u;for(l=r.sx,u=r.sy,n=!1,this.visuals.line.set_value(t),s=null,o=0,a=e.length;o<a;o++){if(i=e[o],n){if(!isFinite(l[i]+u[i])){t.stroke(),t.beginPath(),n=!1,s=i;continue}null!==s&&i-s>1&&(t.stroke(),n=!1)}n?t.lineTo(l[i],u[i]):(t.beginPath(),t.moveTo(l[i],u[i]),n=!0),s=i}if(n)return t.stroke()},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h;for(c=s.create_hit_test_result(),a={x:this.renderer.plot_view.canvas.vx_to_sx(t.vx),y:this.renderer.plot_view.canvas.vy_to_sy(t.vy)},_=9999,h=Math.max(2,this.visuals.line.line_width.value()/2),r=n=0,l=this.sx.length-1;0<=l?n<l:n>l;r=0<=l?++n:--n)u=[{x:this.sx[r],y:this.sy[r]},{x:this.sx[r+1],y:this.sy[r+1]}],i=u[0],o=u[1],e=s.dist_to_segment(a,i,o),e<h&&e<_&&(_=e,c[\"0d\"].glyph=this.model,c[\"0d\"].get_view=function(){return this}.bind(this),c[\"0d\"].flag=!0,c[\"0d\"].indices=[r]);return c},e.prototype._hit_span=function(t){var e,r,n,i,o,a,l,u,c;for(n=[t.vx,t.vy],u=n[0],c=n[1],o=s.create_hit_test_result(),\"v\"===t.direction?(a=this.renderer.yscale.invert(c),l=this._y):(a=this.renderer.xscale.invert(u),l=this._x),e=r=0,i=l.length-1;0<=i?r<i:r>i;e=0<=i?++r:--r)(l[e]<=a&&a<=l[e+1]||l[e+1]<=a&&a<=l[e])&&(o[\"0d\"].glyph=this.model,o[\"0d\"].get_view=function(){return this}.bind(this),o[\"0d\"].flag=!0,o[\"0d\"].indices.push(e));return o},e.prototype.get_interpolation_hit=function(t,e){var r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w;return r=[e.vx,e.vy],h=r[0],p=r[1],n=[this._x[t],this._y[t],this._x[t+1],this._y[t+1]],y=n[0],b=n[1],m=n[2],w=n[3],\"point\"===e.type?(i=this.renderer.yscale.v_invert([p-1,p+1]),v=i[0],g=i[1],o=this.renderer.xscale.v_invert([h-1,h+1]),d=o[0],f=o[1]):\"v\"===e.direction?(a=this.renderer.yscale.v_invert([p,p]),v=a[0],g=a[1],l=[y,m],d=l[0],f=l[1]):(u=this.renderer.xscale.v_invert([h,h]),d=u[0],f=u[1],c=[b,w],v=c[0],g=c[1]),_=s.check_2_segments_intersect(d,v,f,g,y,b,m,w),[_.x,_.y]},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Line=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LineView,e.prototype.type=\"Line\",e.mixins([\"line\"]),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(35),s=t(9),a=t(21),l=t(41),u=t(106);r.MultiLineView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._index_data=function(){var t,e,r,n,i,s,u,c;for(r=[],t=e=0,n=this._xs.length;0<=n?e<n:e>n;t=0<=n?++e:--e)null!==this._xs[t]&&0!==this._xs[t].length&&(s=function(){var e,r,n,o;for(n=this._xs[t],o=[],e=0,r=n.length;e<r;e++)i=n[e],l.isStrictNaN(i)||o.push(i);return o}.call(this),c=function(){var e,r,n,i;for(n=this._ys[t],i=[],e=0,r=n.length;e<r;e++)u=n[e],l.isStrictNaN(u)||i.push(u);return i}.call(this),r.push({minX:a.min(s),minY:a.min(c),maxX:a.max(s),maxY:a.max(c),i:t}));return new o.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d;for(h=r.sxs,d=r.sys,c=[],o=0,a=e.length;o<a;o++){for(n=e[o],l=[h[n],d[n]],_=l[0],p=l[1],this.visuals.line.set_vectorize(t,n),i=s=0,u=_.length;0<=u?s<u:s>u;i=0<=u?++s:--s)0!==i?isNaN(_[i])||isNaN(p[i])?(t.stroke(),t.beginPath()):t.lineTo(_[i],p[i]):(t.beginPath(),t.moveTo(_[i],p[i]));c.push(t.stroke())}return c},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m;for(f=s.create_hit_test_result(),c={x:this.renderer.plot_view.canvas.vx_to_sx(t.vx),y:this.renderer.plot_view.canvas.vy_to_sy(t.vy)},y=9999,r={},n=o=0,h=this.sxs.length;0<=h?o<h:o>h;n=0<=h?++o:--o){for(m=Math.max(2,this.visuals.line.cache_select(\"line_width\",n)/2),_=null,i=a=0,p=this.sxs[n].length-1;0<=p?a<p:a>p;i=0<=p?++a:--a)d=[{x:this.sxs[n][i],y:this.sys[n][i]},{x:this.sxs[n][i+1],y:this.sys[n][i+1]}],l=d[0],u=d[1],e=s.dist_to_segment(c,l,u),e<m&&e<y&&(y=e,_=[i]);_&&(r[n]=_)}return f[\"1d\"].indices=function(){var t,e,i,o;for(i=Object.keys(r),o=[],e=0,t=i.length;e<t;e++)n=i[e],o.push(parseInt(n));return o}(),f[\"2d\"].indices=r,f},e.prototype._hit_span=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f;for(l=[t.vx,t.vy],d=l[0],f=l[1],_=s.create_hit_test_result(),\"v\"===t.direction?(h=this.renderer.yscale.invert(f),p=this._ys):(h=this.renderer.xscale.invert(d),p=this._xs),e={},r=i=0,u=p.length;0<=u?i<u:i>u;r=0<=u?++i:--i){for(a=[],n=o=0,c=p[r].length-1;0<=c?o<c:o>c;n=0<=c?++o:--o)p[r][n]<=h&&h<=p[r][n+1]&&a.push(n);a.length>0&&(e[r]=a)}return _[\"1d\"].indices=function(){var t,n,i,o;for(i=Object.keys(e),o=[],n=0,t=i.length;n<t;n++)r=i[n],o.push(parseInt(r));return o}(),_[\"2d\"].indices=e,_},e.prototype.get_interpolation_hit=function(t,e,r){var n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x;return n=[r.vx,r.vy],p=n[0],d=n[1],i=[this._xs[t][e],this._ys[t][e],this._xs[t][e+1],this._ys[t][e+1]],m=i[0],w=i[1],v=i[2],x=i[3],\"point\"===r.type?(o=this.renderer.yscale.v_invert([d-1,d+1]),g=o[0],b=o[1],a=this.renderer.xscale.v_invert([p-1,p+1]),f=a[0],y=a[1]):\"v\"===r.direction?(l=this.renderer.yscale.v_invert([d,d]),g=l[0],b=l[1],u=[m,v],f=u[0],y=u[1]):(c=this.renderer.xscale.v_invert([p,p]),f=c[0],y=c[1],_=[w,x],g=_[0],b=_[1]),h=s.check_2_segments_intersect(f,g,y,b,m,w,v,x),[h.x,h.y]},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(u.GlyphView),r.MultiLine=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.MultiLineView,e.prototype.type=\"MultiLine\",e.coords([[\"xs\",\"ys\"]]),e.mixins([\"line\"]),e}(u.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14);r.OvalView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(){if(this.max_w2=0,\"data\"===this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.model.properties.height.units)return this.max_h2=this.max_height/2},e.prototype._map_data=function(){return\"data\"===this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this.sw=this._width,\"data\"===this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;for(u=r.sx,c=r.sy,l=r.sw,a=r.sh,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(u[n]+c[n]+l[n]+a[n]+this._angle[n])||(t.translate(u[n],c[n]),t.rotate(this._angle[n]),t.beginPath(),t.moveTo(0,-a[n]/2),t.bezierCurveTo(l[n]/2,-a[n]/2,l[n]/2,a[n]/2,0,a[n]/2),t.bezierCurveTo(-l[n]/2,a[n]/2,-l[n]/2,-a[n]/2,0,-a[n]/2),t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,n),t.stroke()),t.rotate(-this._angle[n]),s.push(t.translate(-u[n],-c[n])));return s},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c,_,h,p;return l=[o],h={},h[o]=(e+r)/2,p={},p[o]=(n+i)/2,u=this.sw[o]/this.sh[o],s=.8*Math.min(Math.abs(r-e),Math.abs(i-n)),_={},c={},u>1?(_[o]=s,c[o]=s/u):(_[o]=s*u,c[o]=s),a={sx:h,sy:p,sw:_,sh:c},this._render(t,l,a)},e.prototype._bounds=function(t){return this.max_wh2_bounds(t)},e}(o.XYGlyphView),r.Oval=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.OvalView,e.prototype.type=\"Oval\",e.mixins([\"line\",\"fill\"]),e.define({angle:[s.AngleSpec,0],width:[s.DistanceSpec],height:[s.DistanceSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125);r.PatchView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u;if(l=r.sx,u=r.sy,this.visuals.fill.doit){for(this.visuals.fill.set_value(t),i=0,s=e.length;i<s;i++)n=e[i],0!==n?isNaN(l[n]+u[n])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(l[n],u[n]):(t.beginPath(),t.moveTo(l[n],u[n]));t.closePath(),t.fill()}if(this.visuals.line.doit){for(this.visuals.line.set_value(t),o=0,a=e.length;o<a;o++)n=e[o],0!==n?isNaN(l[n]+u[n])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(l[n],u[n]):(t.beginPath(),t.moveTo(l[n],u[n]));return t.closePath(),t.stroke()}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Patch=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PatchView,e.prototype.type=\"Patch\",e.mixins([\"line\",\"fill\"]),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(35),s=t(106),a=t(21),l=t(41),u=t(9);r.PatchesView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._build_discontinuous_object=function(t){var e,r,n,i,o,s,u,c,_;for(r={},n=i=0,_=t.length;0<=_?i<_:i>_;n=0<=_?++i:--i)for(r[n]=[],u=a.copy(t[n]);u.length>0;)o=a.findLastIndex(u,function(t){return l.isStrictNaN(t)}),o>=0?c=u.splice(o):(c=u,u=[]),e=function(){var t,e,r;for(r=[],t=0,e=c.length;t<e;t++)s=c[t],l.isStrictNaN(s)||r.push(s);return r}(),r[n].push(e);return r},e.prototype._index_data=function(){var t,e,r,n,i,s,l,u,c,_,h;for(c=this._build_discontinuous_object(this._xs),h=this._build_discontinuous_object(this._ys),i=[],t=r=0,s=this._xs.length;0<=s?r<s:r>s;t=0<=s?++r:--r)for(e=n=0,l=c[t].length;0<=l?n<l:n>l;e=0<=l?++n:--n)u=c[t][e],_=h[t][e],0!==u.length&&i.push({minX:a.min(u),minY:a.min(_),maxX:a.max(u),maxY:a.max(_),i:t});return new o.RBush(i)},e.prototype._mask_data=function(t){var e,r,n,i,o,s,a,l,c;return s=this.renderer.plot_view.frame.x_ranges[\"default\"],r=[s.min,s.max],i=r[0],o=r[1],c=this.renderer.plot_view.frame.y_ranges[\"default\"],n=[c.min,c.max],a=n[0],l=n[1],e=u.validate_bbox_coords([i,o],[a,l]),this.index.indices(e)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y;for(d=r.sxs,y=r.sys,this.renderer.sxss=this._build_discontinuous_object(d),this.renderer.syss=this._build_discontinuous_object(y),h=[],o=0,a=e.length;o<a;o++){if(n=e[o],u=[d[n],y[n]],p=u[0],f=u[1],this.visuals.fill.doit){for(this.visuals.fill.set_vectorize(t,n),i=s=0,c=p.length;0<=c?s<c:s>c;i=0<=c?++s:--s)0!==i?isNaN(p[i]+f[i])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(p[i],f[i]):(t.beginPath(),t.moveTo(p[i],f[i]));t.closePath(),t.fill()}if(this.visuals.line.doit){for(this.visuals.line.set_vectorize(t,n),i=l=0,_=p.length;0<=_?l<_:l>_;i=0<=_?++l:--l)0!==i?isNaN(p[i]+f[i])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(p[i],f[i]):(t.beginPath(),t.moveTo(p[i],f[i]));t.closePath(),h.push(t.stroke())}else h.push(void 0)}return h},e.prototype._hit_point=function(t){var e,r,n,i,o,s,a,l,c,_,h,p,d,f,y,m,v,g,b;for(l=[t.vx,t.vy],m=l[0],v=l[1],p=this.renderer.plot_view.canvas.vx_to_sx(m),f=this.renderer.plot_view.canvas.vy_to_sy(v),g=this.renderer.xscale.invert(m),b=this.renderer.yscale.invert(v),e=this.index.indices({minX:g,minY:b,maxX:g,maxY:b}),r=[],n=s=0,c=e.length;0<=c?s<c:s>c;n=0<=c?++s:--s)for(i=e[n],d=this.renderer.sxss[i],y=this.renderer.syss[i],o=a=0,_=d.length;0<=_?a<_:a>_;o=0<=_?++a:--a)u.point_in_poly(p,f,d[o],y[o])&&r.push(i);return h=u.create_hit_test_result(),h[\"1d\"].indices=r,h},e.prototype._get_snap_coord=function(t){var e,r,n,i;for(i=0,e=0,r=t.length;e<r;e++)n=t[e],i+=n;return i/t.length},e.prototype.scx=function(t,e,r){var n,i,o,s,a;if(1===this.renderer.sxss[t].length)return this._get_snap_coord(this.sxs[t]);for(s=this.renderer.sxss[t],a=this.renderer.syss[t],n=i=0,o=s.length;0<=o?i<o:i>o;n=0<=o?++i:--i)if(u.point_in_poly(e,r,s[n],a[n]))return this._get_snap_coord(s[n]);return null},e.prototype.scy=function(t,e,r){var n,i,o,s,a;if(1===this.renderer.syss[t].length)return this._get_snap_coord(this.sys[t]);for(s=this.renderer.sxss[t],a=this.renderer.syss[t],n=i=0,o=s.length;0<=o?i<o:i>o;n=0<=o?++i:--i)if(u.point_in_poly(e,r,s[n],a[n]))return this._get_snap_coord(a[n])},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e}(s.GlyphView),r.Patches=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PatchesView,e.prototype.type=\"Patches\",e.coords([[\"xs\",\"ys\"]]),e.mixins([\"line\",\"fill\"]),e}(s.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(103);r.QuadView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.get_anchor_point=function(t,e,r){var n,i,o,s;switch(i=Math.min(this.sleft[e],this.sright[e]),o=Math.max(this.sright[e],this.sleft[e]),s=Math.min(this.stop[e],this.sbottom[e]),n=Math.max(this.sbottom[e],this.stop[e]),t){case\"top_left\":return{x:i,y:s};case\"top_center\":return{x:(i+o)/2,y:s};case\"top_right\":return{x:o,y:s};case\"center_right\":return{x:o,y:(s+n)/2};case\"bottom_right\":return{x:o,y:n};case\"bottom_center\":return{x:(i+o)/2,y:n};case\"bottom_left\":return{x:i,y:n};case\"center_left\":return{x:i,y:(s+n)/2};case\"center\":return{x:(i+o)/2,y:(s+n)/2}}},e.prototype.scx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scy=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype._index_data=function(){return this._index_box(this._right.length)},e.prototype._lrtb=function(t){var e,r,n,i;return r=this._left[t],n=this._right[t],i=this._top[t],e=this._bottom[t],[r,n,i,e]},e}(o.BoxView),r.Quad=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.QuadView,e.prototype.type=\"Quad\",e.coords([[\"right\",\"bottom\"],[\"left\",\"top\"]]),e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(35),a=t(106);n=function(t,e,r){var n,i;return e===(t+r)/2?[t,r]:(i=(t-e)/(t-2*e+r),n=t*Math.pow(1-i,2)+2*e*(1-i)*i+r*Math.pow(i,2),[Math.min(t,r,n),Math.max(t,r,n)])},r.QuadraticView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._index_data=function(){var t,e,r,i,o,a,l,u,c,_;for(r=[],t=e=0,i=this._x0.length;0<=i?e<i:e>i;t=0<=i?++e:--e)isNaN(this._x0[t]+this._x1[t]+this._y0[t]+this._y1[t]+this._cx[t]+this._cy[t])||(o=n(this._x0[t],this._cx[t],this._x1[t]),l=o[0],u=o[1],a=n(this._y0[t],this._cy[t],this._y1[t]),c=a[0],_=a[1],r.push({minX:l,minY:c,maxX:u,maxY:_,i:t}));return new s.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;if(u=r.sx0,_=r.sy0,c=r.sx1,h=r.sy1,a=r.scx,l=r.scy,this.visuals.line.doit){for(s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(u[n]+_[n]+c[n]+h[n]+a[n]+l[n])||(t.beginPath(),t.moveTo(u[n],_[n]),t.quadraticCurveTo(a[n],l[n],c[n],h[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke()));return s}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(a.GlyphView),r.Quadratic=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.QuadraticView,e.prototype.type=\"Quadratic\",e.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx\",\"cy\"]]),e.mixins([\"line\"]),e}(a.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14);r.RayView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._map_data=function(){return this.slength=this.sdist(this.renderer.xscale,this._x,this._length)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f;if(p=r.sx,d=r.sy,h=r.slength,n=r._angle,this.visuals.line.doit){for(f=this.renderer.plot_view.frame._width.value,i=this.renderer.plot_view.frame._height.value,s=2*(f+i),o=a=0,c=h.length;0<=c?a<c:a>c;o=0<=c?++a:--a)0===h[o]&&(h[o]=s);\n",
       "      for(_=[],l=0,u=e.length;l<u;l++)o=e[l],isNaN(p[o]+d[o]+n[o]+h[o])||(t.translate(p[o],d[o]),t.rotate(n[o]),t.beginPath(),t.moveTo(0,0),t.lineTo(h[o],0),this.visuals.line.set_vectorize(t,o),t.stroke(),t.rotate(-n[o]),_.push(t.translate(-p[o],-d[o])));return _}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Ray=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.RayView,e.prototype.type=\"Ray\",e.mixins([\"line\"]),e.define({length:[s.DistanceSpec],angle:[s.AngleSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9),a=t(14),l=t(21);r.RectView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(){if(this.max_w2=0,\"data\"===this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.model.properties.height.units)return this.max_h2=this.max_height/2},e.prototype._map_data=function(){var t,e,r,n;return t=this.renderer.plot_view.canvas,\"data\"===this.model.properties.width.units?(r=this._map_dist_corner_for_data_side_length(this._x,this._width,this.renderer.xscale,t,0),this.sw=r[0],this.sx0=r[1]):(this.sw=this._width,this.sx0=function(){var t,r,n;for(n=[],e=t=0,r=this.sx.length;0<=r?t<r:t>r;e=0<=r?++t:--t)n.push(this.sx[e]-this.sw[e]/2);return n}.call(this)),\"data\"===this.model.properties.height.units?(n=this._map_dist_corner_for_data_side_length(this._y,this._height,this.renderer.yscale,t,1),this.sh=n[0],this.sy1=n[1]):(this.sh=this._height,this.sy1=function(){var t,r,n;for(n=[],e=t=0,r=this.sy.length;0<=r?t<r:t>r;e=0<=r?++t:--t)n.push(this.sy[e]-this.sh[e]/2);return n}.call(this)),this.ssemi_diag=function(){var t,r,n;for(n=[],e=t=0,r=this.sw.length;0<=r?t<r:t>r;e=0<=r?++t:--t)n.push(Math.sqrt(this.sw[e]/2*this.sw[e]/2+this.sh[e]/2*this.sh[e]/2));return n}.call(this)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d;if(_=r.sx,p=r.sy,h=r.sx0,d=r.sy1,c=r.sw,u=r.sh,n=r._angle,this.visuals.fill.doit)for(o=0,a=e.length;o<a;o++)i=e[o],isNaN(_[i]+p[i]+h[i]+d[i]+c[i]+u[i]+n[i])||(this.visuals.fill.set_vectorize(t,i),n[i]?(t.translate(_[i],p[i]),t.rotate(n[i]),t.fillRect(-c[i]/2,-u[i]/2,c[i],u[i]),t.rotate(-n[i]),t.translate(-_[i],-p[i])):t.fillRect(h[i],d[i],c[i],u[i]));if(this.visuals.line.doit){for(t.beginPath(),s=0,l=e.length;s<l;s++)i=e[s],isNaN(_[i]+p[i]+h[i]+d[i]+c[i]+u[i]+n[i])||0!==c[i]&&0!==u[i]&&(n[i]?(t.translate(_[i],p[i]),t.rotate(n[i]),t.rect(-c[i]/2,-u[i]/2,c[i],u[i]),t.rotate(-n[i]),t.translate(-_[i],-p[i])):t.rect(h[i],d[i],c[i],u[i]),this.visuals.line.set_vectorize(t,i),t.stroke(),t.beginPath());return t.stroke()}},e.prototype._hit_rect=function(t){var e,r,n,i,o,a,l,u;return r=this.renderer.xscale.v_invert([t.vx0,t.vx1]),o=r[0],a=r[1],n=this.renderer.yscale.v_invert([t.vy0,t.vy1]),l=n[0],u=n[1],e=s.validate_bbox_coords([o,a],[l,u]),i=s.create_hit_test_result(),i[\"1d\"].indices=this.index.indices(e),i},e.prototype._hit_point=function(t){var e,r,n,i,o,a,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j;for(f=[t.vx,t.vy],k=f[0],M=f[1],T=this.renderer.xscale.invert(k),A=this.renderer.yscale.invert(M),g=function(){var t,e,r;for(r=[],a=t=0,e=this.sx0.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(this.sx0[a]+this.sw[a]/2);return r}.call(this),b=function(){var t,e,r;for(r=[],a=t=0,e=this.sy1.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(this.sy1[a]+this.sh[a]/2);return r}.call(this),_=l.max(this._ddist(0,g,this.ssemi_diag)),h=l.max(this._ddist(1,b,this.ssemi_diag)),O=T-_,P=T+_,E=A-h,j=A+h,o=[],e=s.validate_bbox_coords([O,P],[E,j]),y=this.index.indices(e),u=0,c=y.length;u<c;u++)a=y[u],w=this.renderer.plot_view.canvas.vx_to_sx(k),x=this.renderer.plot_view.canvas.vy_to_sy(M),this._angle[a]?(n=Math.sqrt(Math.pow(w-this.sx[a],2)+Math.pow(x-this.sy[a],2)),v=Math.sin(-this._angle[a]),r=Math.cos(-this._angle[a]),p=r*(w-this.sx[a])-v*(x-this.sy[a])+this.sx[a],d=v*(w-this.sx[a])+r*(x-this.sy[a])+this.sy[a],w=p,x=d,S=Math.abs(this.sx[a]-w)<=this.sw[a]/2,i=Math.abs(this.sy[a]-x)<=this.sh[a]/2):(S=w-this.sx0[a]<=this.sw[a]&&w-this.sx0[a]>=0,i=x-this.sy1[a]<=this.sh[a]&&x-this.sy1[a]>=0),i&&S&&o.push(a);return m=s.create_hit_test_result(),m[\"1d\"].indices=o,m},e.prototype._map_dist_corner_for_data_side_length=function(t,e,r,n,i){var o,s,a,l,u,c,_,h;return null!=r.source_range.synthetic&&(t=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)h=t[e],i.push(r.source_range.synthetic(h));return i}()),s=function(){var r,n,i;for(i=[],o=r=0,n=t.length;0<=n?r<n:r>n;o=0<=n?++r:--r)i.push(Number(t[o])-e[o]/2);return i}(),a=function(){var r,n,i;for(i=[],o=r=0,n=t.length;0<=n?r<n:r>n;o=0<=n?++r:--r)i.push(Number(t[o])+e[o]/2);return i}(),u=r.v_compute(s),c=r.v_compute(a),l=this.sdist(r,s,e,\"edge\",this.model.dilate),0===i?(_=u[0]<c[0]?u:c,[l,n.v_vx_to_sx(_)]):1===i?(_=u[0]<c[0]?c:u,[l,n.v_vy_to_sy(_)]):void 0},e.prototype._ddist=function(t,e,r){var n,i,o,s,a,l,u;return 0===t?(u=this.renderer.plot_view.canvas.v_sx_to_vx(e),s=this.renderer.xscale):(u=this.renderer.plot_view.canvas.v_vy_to_sy(e),s=this.renderer.yscale),a=u,l=function(){var t,e,i;for(i=[],n=t=0,e=a.length;0<=e?t<e:t>e;n=0<=e?++t:--t)i.push(a[n]+r[n]);return i}(),i=s.v_invert(a),o=s.v_invert(l),function(){var t,e,r;for(r=[],n=t=0,e=i.length;0<=e?t<e:t>e;n=0<=e?++t:--t)r.push(Math.abs(o[n]-i[n]));return r}()},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e.prototype._bounds=function(t){return this.max_wh2_bounds(t)},e}(o.XYGlyphView),r.Rect=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.RectView,e.prototype.type=\"Rect\",e.mixins([\"line\",\"fill\"]),e.define({angle:[a.AngleSpec,0],width:[a.DistanceSpec],height:[a.DistanceSpec],dilate:[a.Bool,!1]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(9),s=t(35),a=t(106);r.SegmentView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._index_data=function(){var t,e,r,n;for(r=[],t=e=0,n=this._x0.length;0<=n?e<n:e>n;t=0<=n?++e:--e)isNaN(this._x0[t]+this._x1[t]+this._y0[t]+this._y1[t])||r.push({minX:Math.min(this._x0[t],this._x1[t]),minY:Math.min(this._y0[t],this._y1[t]),maxX:Math.max(this._x0[t],this._x1[t]),maxY:Math.max(this._y0[t],this._y1[t]),i:t});return new s.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;if(a=r.sx0,u=r.sy0,l=r.sx1,c=r.sy1,this.visuals.line.doit){for(s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(a[n]+u[n]+l[n]+c[n])||(t.beginPath(),t.moveTo(a[n],u[n]),t.lineTo(l[n],c[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke()));return s}},e.prototype._hit_point=function(t){var e,r,n,i,s,a,l,u,c,_,h,p,d,f,y,m,v;for(_=[t.vx,t.vy],f=_[0],y=_[1],m=this.renderer.xscale.invert(f,!0),v=this.renderer.yscale.invert(y,!0),c={x:this.renderer.plot_view.canvas.vx_to_sx(f),y:this.renderer.plot_view.canvas.vy_to_sy(y)},n=[],e=this.index.indices({minX:m,minY:v,maxX:m,maxY:v}),s=0,a=e.length;s<a;s++)i=e[s],d=Math.max(2,this.visuals.line.cache_select(\"line_width\",i)/2),h=[{x:this.sx0[i],y:this.sy0[i]},{x:this.sx1[i],y:this.sy1[i]}],l=h[0],u=h[1],r=o.dist_to_segment(c,l,u),r<d&&n.push(i);return p=o.create_hit_test_result(),p[\"1d\"].indices=n,p},e.prototype._hit_span=function(t){var e,r,n,i,s,a,l,u,c,_,h,p,d,f,y,m;for(n=this.renderer.plot_view.frame.h_range,f=this.renderer.plot_view.frame.v_range,l=[t.vx,t.vy],y=l[0],m=l[1],\"v\"===t.direction?(d=this.renderer.yscale.invert(m),u=[this._y0,this._y1],h=u[0],p=u[1]):(d=this.renderer.xscale.invert(y),c=[this._x0,this._x1],h=c[0],p=c[1]),r=[],e=this.index.indices({minX:this.renderer.xscale.invert(n.min),minY:this.renderer.yscale.invert(f.min),maxX:this.renderer.xscale.invert(n.max),maxY:this.renderer.yscale.invert(f.max)}),s=0,a=e.length;s<a;s++)i=e[s],(h[i]<=d&&d<=p[i]||p[i]<=d&&d<=h[i])&&r.push(i);return _=o.create_hit_test_result(),_[\"1d\"].indices=r,_},e.prototype.scx=function(t){return(this.sx0[t]+this.sx1[t])/2},e.prototype.scy=function(t){return(this.sy0[t]+this.sy1[t])/2},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(a.GlyphView),r.Segment=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.SegmentView,e.prototype.type=\"Segment\",e.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"]]),e.mixins([\"line\"]),e}(a.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14),a=t(39);r.TextView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){var n,i,o,s,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M;for(w=r.sx,x=r.sy,o=r._x_offset,s=r._y_offset,n=r._angle,i=r._text,b=[],p=0,f=e.length;p<f;p++)if(h=e[p],!isNaN(w[h]+x[h]+o[h]+s[h]+n[h])&&null!=i[h])if(this.visuals.text.doit){if(k=\"\"+i[h],t.save(),t.translate(w[h]+o[h],x[h]+s[h]),t.rotate(n[h]),this.visuals.text.set_vectorize(t,h),k.indexOf(\"\\n\")===-1)t.fillText(k,0,0);else{switch(g=k.split(\"\\n\"),c=this.visuals.text.cache_select(\"font\",h),_=a.get_text_height(c).height,v=this.visuals.text.text_line_height.value()*_,u=v*g.length,l=this.visuals.text.cache_select(\"text_baseline\",h)){case\"top\":M=0;break;case\"middle\":M=-u/2+v/2;break;case\"bottom\":M=-u+v;break;default:M=0,console.warn(\"'\"+l+\"' baseline not supported with multi line text\")}for(d=0,y=g.length;d<y;d++)m=g[d],t.fillText(m,0,M),M+=v}b.push(t.restore())}else b.push(void 0);return b},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return t.save(),this.text_props.set_value(t),t.font=this.text_props.font_value(),t.font=t.font.replace(/\\b[\\d\\.]+[\\w]+\\b/,\"10pt\"),t.textAlign=\"right\",t.textBaseline=\"middle\",t.fillText(\"text\",x2,(i+y2)/2),t.restore()},e}(o.XYGlyphView),r.Text=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.TextView,e.prototype.type=\"Text\",e.mixins([\"text\"]),e.define({text:[s.StringSpec,{field:\"text\"}],angle:[s.AngleSpec,0],x_offset:[s.NumberSpec,0],y_offset:[s.NumberSpec,0]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(103),s=t(14);r.VBarView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.scy=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype._index_data=function(){return this._index_box(this._x.length)},e.prototype._lrtb=function(t){var e,r,n,i;return r=this._x[t]-this._width[t]/2,n=this._x[t]+this._width[t]/2,i=Math.max(this._top[t],this._bottom[t]),e=Math.min(this._top[t],this._bottom[t]),[r,n,i,e]},e.prototype._map_data=function(){var t,e,r,n,i,o;for(o=this.renderer.xscale.v_compute(this._x),this.sx=this.renderer.plot_view.canvas.v_vx_to_sx(o),i=this.renderer.yscale.v_compute(this._top),this.stop=this.renderer.plot_view.canvas.v_vy_to_sy(i),n=this.renderer.yscale.v_compute(this._bottom),this.sbottom=this.renderer.plot_view.canvas.v_vy_to_sy(n),this.sleft=[],this.sright=[],this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"),t=e=0,r=this.sx.length;0<=r?e<r:e>r;t=0<=r?++e:--e)this.sleft.push(this.sx[t]-this.sw[t]/2),this.sright.push(this.sx[t]+this.sw[t]/2);return null},e}(o.BoxView),r.VBar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.VBarView,e.prototype.type=\"VBar\",e.coords([[\"x\",\"bottom\"]]),e.define({width:[s.DistanceSpec],top:[s.NumberSpec]}),e.override({bottom:0}),e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9),a=t(14),l=t(28);r.WedgeView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._map_data=function(){return\"data\"===this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius):this.sradius=this._radius},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;for(_=r.sx,h=r.sy,c=r.sradius,i=r._start_angle,n=r._end_angle,o=this.model.properties.direction.value(),u=[],a=0,l=e.length;a<l;a++)s=e[a],isNaN(_[s]+h[s]+c[s]+i[s]+n[s])||(t.beginPath(),t.arc(_[s],h[s],c[s],i[s],n[s],o),t.lineTo(_[s],h[s]),t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,s),t.fill()),this.visuals.line.doit?(this.visuals.line.set_vectorize(t,s),u.push(t.stroke())):u.push(void 0));return u},e.prototype._hit_point=function(t){var e,r,n,i,o,a,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F,I;for(f=[t.vx,t.vy],T=f[0],A=f[1],z=this.renderer.xscale.invert(T),D=this.renderer.yscale.invert(A),\"data\"===this.model.properties.radius.units?(C=z-this.max_radius,N=z+this.max_radius,F=D-this.max_radius,I=D+this.max_radius):(O=T-this.max_radius,P=T+this.max_radius,y=this.renderer.xscale.v_invert([O,P]),C=y[0],N=y[1],E=A-this.max_radius,j=A+this.max_radius,m=this.renderer.yscale.v_invert([E,j]),F=m[0],I=m[1]),n=[],r=s.validate_bbox_coords([C,N],[F,I]),v=this.index.indices(r),c=0,h=v.length;c<h;c++)u=v[c],d=Math.pow(this.sradius[u],2),w=this.renderer.xscale.compute(z),x=this.renderer.xscale.compute(this._x[u]),M=this.renderer.yscale.compute(D),S=this.renderer.yscale.compute(this._y[u]),o=Math.pow(w-x,2)+Math.pow(M-S,2),o<=d&&n.push([u,o]);for(i=this.model.properties.direction.value(),a=[],_=0,p=n.length;_<p;_++)g=n[_],u=g[0],o=g[1],b=this.renderer.plot_view.canvas.vx_to_sx(T),k=this.renderer.plot_view.canvas.vy_to_sy(A),e=Math.atan2(k-this.sy[u],b-this.sx[u]),l.angle_between(-e,-this._start_angle[u],-this._end_angle[u],i)&&a.push([u,o]);return s.create_1d_hit_test_result(a)},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Wedge=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.WedgeView,e.prototype.type=\"Wedge\",e.mixins([\"line\",\"fill\"]),e.define({direction:[a.Direction,\"anticlock\"],radius:[a.DistanceSpec],start_angle:[a.AngleSpec],end_angle:[a.AngleSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(35),s=t(106);r.XYGlyphView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._index_data=function(){var t,e,r,n,i,s;for(r=[],t=e=0,n=this._x.length;0<=n?e<n:e>n;t=0<=n?++e:--e)i=this._x[t],s=this._y[t],!isNaN(i+s)&&isFinite(i+s)&&r.push({minX:i,minY:s,maxX:i,maxY:s,i:t});return new o.RBush(r)},e}(s.GlyphView),r.XYGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"XYGlyph\",e.prototype.default_view=r.XYGlyphView,e.coords([[\"x\",\"y\"]]),e}(s.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(49),s=t(21),a=t(9);r.GraphHitTestPolicy=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.do_selection=function(t,e,r,n){return!1},e.prototype.do_inspection=function(t,e,r,n){return!1},e}(o.Model),r.NodesOnly=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"NodesOnly\",e.prototype._do=function(t,e,r,n){var i,o;return o=e.node_view,i=o.glyph.hit_test(t),null!==i&&(this._node_selector.update(i,r,n),!this._node_selector.indices.is_empty())},e.prototype.do_selection=function(t,e,r,n){var i;return this._node_selector=e.node_view.model.data_source.selection_manager.selector,i=this._do(t,e,r,n),e.node_view.model.data_source.selected=this._node_selector.indices,e.node_view.model.data_source.select.emit(),i},e.prototype.do_inspection=function(t,e,r,n){var i;return this._node_selector=e.model.get_selection_manager().get_or_create_inspector(e.node_view.model),i=this._do(t,e,r,n),e.node_view.model.data_source.setv({inspected:this._node_selector.indices},{silent:!0}),e.node_view.model.data_source.inspect.emit([e.node_view,{geometry:t}]),i},e}(r.GraphHitTestPolicy),r.NodesAndLinkedEdges=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"NodesAndLinkedEdges\",e.prototype._do=function(t,e,r,n){var i,o,l,u,c,_,h,p,d,f,y,m,v;if(m=[e.node_view,e.edge_view],y=m[0],l=m[1],u=y.glyph.hit_test(t),null===u)return!1;for(this._node_selector.update(u,r,n),f=function(){var t,e,r,n;for(r=u[\"1d\"].indices,n=[],t=0,e=r.length;t<e;t++)c=r[t],n.push(y.model.data_source.data.index[c]);return n}(),o=l.model.data_source,i=[],c=_=0,v=o.data.start.length;0<=v?_<v:_>v;c=0<=v?++_:--_)(s.contains(f,o.data.start[c])||s.contains(f,o.data.end[c]))&&i.push(c);for(d=a.create_hit_test_result(),h=0,p=i.length;h<p;h++)c=i[h],d[\"2d\"].indices[c]=[0];return this._edge_selector.update(d,r,n),!this._node_selector.indices.is_empty()},e.prototype.do_selection=function(t,e,r,n){var i;return this._node_selector=e.node_view.model.data_source.selection_manager.selector,this._edge_selector=e.edge_view.model.data_source.selection_manager.selector,i=this._do(t,e,r,n),e.node_view.model.data_source.selected=this._node_selector.indices,e.edge_view.model.data_source.selected=this._edge_selector.indices,e.node_view.model.data_source.select.emit(),i},e.prototype.do_inspection=function(t,e,r,n){var i;return this._node_selector=e.node_view.model.data_source.selection_manager.get_or_create_inspector(e.node_view.model),this._edge_selector=e.edge_view.model.data_source.selection_manager.get_or_create_inspector(e.edge_view.model),i=this._do(t,e,r,n),e.node_view.model.data_source.setv({inspected:this._node_selector.indices},{silent:!0}),e.edge_view.model.data_source.setv({inspected:this._edge_selector.indices},{silent:!0}),e.node_view.model.data_source.inspect.emit([e.node_view,{geometry:t}]),i},e}(r.GraphHitTestPolicy),r.EdgesAndLinkedNodes=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"EdgesAndLinkedNodes\",e.prototype._do=function(t,e,r,n){var i,o,l,u,c,_,h,p,d,f,y;if(y=[e.node_view,e.edge_view],d=y[0],o=y[1],l=o.glyph.hit_test(t),null===l)return!1;for(this._edge_selector.update(l,r,n),i=function(){var t,e,r,n;for(r=Object.keys(l[\"2d\"].indices),n=[],t=0,e=r.length;t<e;t++)u=r[t],n.push(parseInt(u));return n}(),f=[],c=0,_=i.length;c<_;c++)u=i[c],f.push(o.model.data_source.data.start[u]),f.push(o.model.data_source.data.end[u]);return p=function(){var t,e,r,n;for(r=s.uniq(f),n=[],t=0,e=r.length;t<e;t++)u=r[t],n.push(d.model.data_source.data.index.indexOf(u));return n}(),h=a.create_hit_test_result(),h[\"1d\"].indices=p,this._node_selector.update(h,r,n),!this._edge_selector.indices.is_empty()},e.prototype.do_selection=function(t,e,r,n){var i;return this._edge_selector=e.edge_view.model.data_source.selection_manager.selector,this._node_selector=e.node_view.model.data_source.selection_manager.selector,i=this._do(t,e,r,n),e.edge_view.model.data_source.selected=this._edge_selector.indices,e.node_view.model.data_source.selected=this._node_selector.indices,e.edge_view.model.data_source.select.emit(),i},e.prototype.do_inspection=function(t,e,r,n){var i;return this._edge_selector=e.edge_view.model.data_source.selection_manager.get_or_create_inspector(e.edge_view.model),this._node_selector=e.node_view.model.data_source.selection_manager.get_or_create_inspector(e.node_view.model),i=this._do(t,e,r,n),e.edge_view.model.data_source.setv({inspected:this._edge_selector.indices},{silent:!0}),e.node_view.model.data_source.setv({inspected:this._node_selector.indices},{silent:!0}),e.edge_view.model.data_source.inspect.emit([e.edge_view,{geometry:t}]),i},e}(r.GraphHitTestPolicy)},function(t,e,r){\"use 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e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"StaticLayoutProvider\",e.prototype.get_node_coordinates=function(t){var e,r,n,i,o,s,a,l,u;for(i=[[],[]],a=i[0],u=i[1],o=t.data.index,r=0,n=o.length;r<n;r++)e=o[r],s=null!=this.graph_layout[e]?this.graph_layout[e][0]:NaN,l=null!=this.graph_layout[e]?this.graph_layout[e][1]:NaN,a.push(s),u.push(l);return[a,u]},e.prototype.get_edge_coordinates=function(t){var e,r,n,i,o,s,a,l,u,c,_,h,p,d;for(a=[[],[]],p=a[0],d=a[1],h=t.data.start,r=t.data.end,n=null!=t.data.xs&&null!=t.data.ys,i=s=0,l=h.length;0<=l?s<l:s>l;i=0<=l?++s:--s)o=null!=this.graph_layout[h[i]]&&null!=this.graph_layout[r[i]],n&&o?(p.push(t.data.xs[i]),d.push(t.data.ys[i])):(o?(u=[this.graph_layout[h[i]],this.graph_layout[r[i]]],_=u[0],e=u[1]):(c=[[NaN,NaN],[NaN,NaN]],_=c[0],e=c[1]),p.push([_[0],e[0]]),d.push([_[1],e[1]]));return[p,d]},e.define({graph_layout:[s.Any,{}]}),e}(o.LayoutProvider)},function(t,e,r){\"use 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e,r,n,i,o,s,a,l,u,c,_,h;if(this.visuals.band_fill.doit)for(n=this.model.grid_coords(\"major\",!1),_=n[0],h=n[1],this.visuals.band_fill.set_value(t),e=r=0,i=_.length-1;0<=i?r<i:r>i;e=0<=i?++r:--r)e%2===1&&(o=this.plot_view.map_to_screen(_[e],h[e],this._x_range_name,this._y_range_name),a=o[0],u=o[1],s=this.plot_view.map_to_screen(_[e+1],h[e+1],this._x_range_name,this._y_range_name),l=s[0],c=s[1],t.fillRect(a[0],u[0],l[1]-a[0],c[1]-u[0]),t.fill())},e.prototype._draw_grids=function(t){var e,r,n;if(this.visuals.grid_line.doit)return e=this.model.grid_coords(\"major\"),r=e[0],n=e[1],this._draw_grid_helper(t,this.visuals.grid_line,r,n)},e.prototype._draw_minor_grids=function(t){var e,r,n;if(this.visuals.minor_grid_line.doit)return e=this.model.grid_coords(\"minor\"),r=e[0],n=e[1],this._draw_grid_helper(t,this.visuals.minor_grid_line,r,n)},e.prototype._draw_grid_helper=function(t,e,r,n){var i,o,s,a,l,u,c,_;for(e.set_value(t),i=o=0,a=r.length;0<=a?o<a:o>a;i=0<=a?++o:--o){for(l=this.plot_view.map_to_screen(r[i],n[i],this._x_range_name,this._y_range_name),c=l[0],_=l[1],t.beginPath(),t.moveTo(Math.round(c[0]),Math.round(_[0])),i=s=1,u=c.length;1<=u?s<u:s>u;i=1<=u?++s:--s)t.lineTo(Math.round(c[i]),Math.round(_[i]));t.stroke()}},e}(s.RendererView),r.Grid=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.GridView,e.prototype.type=\"Grid\",e.mixins([\"line:grid_\",\"line:minor_grid_\",\"fill:band_\"]),e.define({bounds:[a.Any,\"auto\"],dimension:[a.Number,0],ticker:[a.Instance],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),e.override({level:\"underlay\",band_fill_color:null,band_fill_alpha:0,grid_line_color:\"#e5e5e5\",minor_grid_line_color:null}),e.prototype.ranges=function(){var t,e,r,n;return e=this.dimension,r=(e+1)%2,t=this.plot.plot_canvas.frame,n=[t.x_ranges[this.x_range_name],t.y_ranges[this.y_range_name]],[n[e],n[r]]},e.prototype.computed_bounds=function(){var t,e,r,n,i,o,s;return i=this.ranges(),r=i[0],t=i[1],s=this.bounds,n=[r.min,r.max],l.isArray(s)?(o=Math.min(s[0],s[1]),e=Math.max(s[0],s[1]),o<n[0]?o=n[0]:o>n[1]&&(o=null),e>n[1]?e=n[1]:e<n[0]&&(e=null)):(o=n[0],e=n[1]),[o,e]},e.prototype.grid_coords=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T;for(null==e&&(e=!0),c=this.dimension,h=(c+1)%2,b=this.ranges(),g=b[0],s=b[1],w=this.computed_bounds(),M=w[0],u=w[1],T=Math.min(M,u),u=Math.max(M,u),M=T,S=this.ticker.get_ticks(M,u,g,s.min,{})[t],m=g.min,y=g.max,i=s.min,n=s.max,o=[[],[]],_=p=0,x=S.length;0<=x?p<x:p>x;_=0<=x?++p:--p)if(S[_]!==m&&S[_]!==y||!e){for(a=[],l=[],r=2,v=d=0,k=r;0<=k?d<k:d>k;v=0<=k?++d:--d)f=i+(n-i)/(r-1)*v,a.push(S[_]),l.push(f);o[c].push(a),o[h].push(l)}return o},e}(o.GuideRenderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(130);r.Grid=n.Grid},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(361);n.__exportStar(t(56),r),n.__exportStar(t(71),r),n.__exportStar(t(75),r),n.__exportStar(t(79),r),n.__exportStar(t(81),r),n.__exportStar(t(87),r),n.__exportStar(t(93),r),n.__exportStar(t(111),r),n.__exportStar(t(127),r),n.__exportStar(t(131),r),n.__exportStar(t(135),r),n.__exportStar(t(142),r),n.__exportStar(t(235),r),n.__exportStar(t(145),r),n.__exportStar(t(149),r),n.__exportStar(t(155),r),n.__exportStar(t(161),r),n.__exportStar(t(164),r),n.__exportStar(t(174),r),n.__exportStar(t(184),r),n.__exportStar(t(196),r),n.__exportStar(t(223),r)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(12),a=t(14),l=t(21),u=t(29),c=t(136);r.BoxView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-grid\",e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.children.change,function(t){return function(){return t.rebuild_child_views()}}(this))},e.prototype.get_height=function(){var t,e,r;return e=this.model.get_layoutable_children(),t=e.map(function(t){return t._height.value}),r=this.model._horizontal?l.max(t):l.sum(t)},e.prototype.get_width=function(){var t,e,r;return e=this.model.get_layoutable_children(),t=e.map(function(t){return t._width.value}),r=this.model._horizontal?l.sum(t):l.max(t)},e}(c.LayoutDOMView),r.Box=function(t){function e(t,r){e.__super__.constructor.call(this,t,r),this._child_equal_size_width=new s.Variable(this.toString()+\".child_equal_size_width\"),this._child_equal_size_height=new s.Variable(this.toString()+\".child_equal_size_height\"),this._box_equal_size_top=new s.Variable(this.toString()+\".box_equal_size_top\"),this._box_equal_size_bottom=new s.Variable(this.toString()+\".box_equal_size_bottom\"),this._box_equal_size_left=new s.Variable(this.toString()+\".box_equal_size_left\"),this._box_equal_size_right=new s.Variable(this.toString()+\".box_equal_size_right\"),this._box_cell_align_top=new s.Variable(this.toString()+\".box_cell_align_top\"),this._box_cell_align_bottom=new s.Variable(this.toString()+\".box_cell_align_bottom\"),this._box_cell_align_left=new s.Variable(this.toString()+\".box_cell_align_left\"),this._box_cell_align_right=new s.Variable(this.toString()+\".box_cell_align_right\")}return n(e,t),e.prototype.default_view=r.BoxView,e.define({children:[a.Array,[]]}),e.internal({spacing:[a.Number,6]}),e.prototype.get_layoutable_children=function(){return this.children},e.prototype.get_constrained_variables=function(){return u.extend({},e.__super__.get_constrained_variables.call(this),{box_equal_size_top:this._box_equal_size_top,box_equal_size_bottom:this._box_equal_size_bottom,box_equal_size_left:this._box_equal_size_left,box_equal_size_right:this._box_equal_size_right,box_cell_align_top:this._box_cell_align_top,box_cell_align_bottom:this._box_cell_align_bottom,box_cell_align_left:this._box_cell_align_left,box_cell_align_right:this._box_cell_align_right})},e.prototype.get_constraints=function(){var t,e,r,n,i,o,a,l,u,c,_,h;if(r=[],e=this.get_layoutable_children(),0===e.length)return r;for(i=0,l=e.length;i<l;i++)t=e[i],h=t.get_constrained_variables(),c=this._child_rect(h),this._horizontal?null!=h.height&&r.push(s.EQ(c.height,[-1,this._height])):null!=h.width&&r.push(s.EQ(c.width,[-1,this._width])),this._horizontal?null!=h.box_equal_size_left&&null!=h.box_equal_size_right&&null!=h.width&&r.push(s.EQ([-1,h.box_equal_size_left],[-1,h.box_equal_size_right],h.width,this._child_equal_size_width)):null!=h.box_equal_size_top&&null!=h.box_equal_size_bottom&&null!=h.height&&r.push(s.EQ([-1,h.box_equal_size_top],[-1,h.box_equal_size_bottom],h.height,this._child_equal_size_height));for(a=this._info(e[0].get_constrained_variables()),r.push(s.EQ(a.span.start,0)),n=o=1,_=e.length;1<=_?o<_:o>_;n=1<=_?++o:--o)u=this._info(e[n].get_constrained_variables()),a.span.size&&r.push(s.EQ(a.span.start,a.span.size,[-1,u.span.start])),r.push(s.WEAK_EQ(a.whitespace.after,u.whitespace.before,0-this.spacing)),r.push(s.GE(a.whitespace.after,u.whitespace.before,0-this.spacing)),a=u;return this._horizontal?null!=h.width&&r.push(s.EQ(a.span.start,a.span.size,[-1,this._width])):null!=h.height&&r.push(s.EQ(a.span.start,a.span.size,[-1,this._height])),r=r.concat(this._align_outer_edges_constraints(!0),this._align_outer_edges_constraints(!1),this._align_inner_cell_edges_constraints(),this._box_equal_size_bounds(!0),this._box_equal_size_bounds(!1),this._box_cell_align_bounds(!0),this._box_cell_align_bounds(!1),this._box_whitespace(!0),this._box_whitespace(!1))},e.prototype._child_rect=function(t){return{x:t.origin_x,y:t.origin_y,width:t.width,height:t.height}},e.prototype._span=function(t){return this._horizontal?{start:t.x,size:t.width}:{start:t.y,size:t.height}},e.prototype._info=function(t){var e,r;return r=this._horizontal?{\n",
       "      before:t.whitespace_left,after:t.whitespace_right}:{before:t.whitespace_top,after:t.whitespace_bottom},e=this._span(this._child_rect(t)),{span:e,whitespace:r}},e.prototype._flatten_cell_edge_variables=function(t){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x;for(w=t?e._top_bottom_inner_cell_edge_variables:e._left_right_inner_cell_edge_variables,r=t!==this._horizontal,l=this.get_layoutable_children(),i=l.length,c={},o=0,_=0,f=l.length;_<f;_++){for(a=l[_],s=a instanceof e?a._flatten_cell_edge_variables(t):{},n=a.get_constrained_variables(),h=0,y=w.length;h<y;h++)m=w[h],m in n&&(s[m]=[n[m]]);for(p in s)x=s[p],r?(g=p.split(\" \"),d=g[0],b=g.length>1?g[1]:\"\",u=this._horizontal?\"row\":\"col\",v=d+\" \"+u+\"-\"+i+\"-\"+o+\"-\"+b):v=p,v in c?c[v]=c[v].concat(x):c[v]=x;o+=1}return c},e.prototype._align_inner_cell_edges_constraints=function(){var t,e,r,n,i,a,l,u;if(t=[],null!=this.document&&o.call(this.document.roots(),this)>=0){e=this._flatten_cell_edge_variables(this._horizontal);for(i in e)if(u=e[i],u.length>1)for(a=u[0],r=n=1,l=u.length;1<=l?n<l:n>l;r=1<=l?++n:--n)t.push(s.EQ(u[r],[-1,a]))}return t},e.prototype._find_edge_leaves=function(t){var r,n,i,o,s,a,l,u;if(i=this.get_layoutable_children(),a=[[],[]],i.length>0)if(this._horizontal===t)u=i[0],o=i[i.length-1],u instanceof e?a[0]=a[0].concat(u._find_edge_leaves(t)[0]):a[0].push(u),o instanceof e?a[1]=a[1].concat(o._find_edge_leaves(t)[1]):a[1].push(o);else for(s=0,l=i.length;s<l;s++)r=i[s],r instanceof e?(n=r._find_edge_leaves(t),a[0]=a[0].concat(n[0]),a[1]=a[1].concat(n[1])):(a[0].push(r),a[1].push(r));return a},e.prototype._align_outer_edges_constraints=function(t){var e,r,n,i,o,a,l,u,c,_;return a=this._find_edge_leaves(t),c=a[0],i=a[1],t?(_=\"on_edge_align_left\",o=\"on_edge_align_right\"):(_=\"on_edge_align_top\",o=\"on_edge_align_bottom\"),r=function(t,e){var r,n,i,o,s;for(r=[],n=0,o=t.length;n<o;n++)i=t[n],s=i.get_constrained_variables(),e in s&&r.push(s[e]);return r},u=r(c,_),n=r(i,o),l=[],e=function(t){var e,r,n,i,o;if(t.length>1){for(r=t[0],n=i=1,o=t.length;1<=o?i<o:i>o;n=1<=o?++i:--i)e=t[n],l.push(s.EQ([-1,r],e));return null}},e(u),e(n),l},e.prototype._box_insets_from_child_insets=function(t,e,r,n){var i,o,a,l,u,c,_,h,p;return c=this._find_edge_leaves(t),h=c[0],o=c[1],t?(p=e+\"_left\",a=e+\"_right\",u=this[r+\"_left\"],l=this[r+\"_right\"]):(p=e+\"_top\",a=e+\"_bottom\",u=this[r+\"_top\"],l=this[r+\"_bottom\"]),_=[],i=function(t,e,r){var i,o,a,l,u;for(i=[],o=0,l=e.length;o<l;o++)a=e[o],u=a.get_constrained_variables(),r in u&&(n?_.push(s.GE([-1,t],u[r])):_.push(s.EQ([-1,t],u[r])));return null},i(u,h,p),i(l,o,a),_},e.prototype._box_equal_size_bounds=function(t){return this._box_insets_from_child_insets(t,\"box_equal_size\",\"_box_equal_size\",!1)},e.prototype._box_cell_align_bounds=function(t){return this._box_insets_from_child_insets(t,\"box_cell_align\",\"_box_cell_align\",!1)},e.prototype._box_whitespace=function(t){return this._box_insets_from_child_insets(t,\"whitespace\",\"_whitespace\",!0)},e._left_right_inner_cell_edge_variables=[\"box_cell_align_left\",\"box_cell_align_right\"],e._top_bottom_inner_cell_edge_variables=[\"box_cell_align_top\",\"box_cell_align_bottom\"],e}(c.LayoutDOM)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(133);r.ColumnView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-grid-column\",e}(o.BoxView),r.Column=function(t){function e(t,r){e.__super__.constructor.call(this,t,r),this._horizontal=!1}return n(e,t),e.prototype.type=\"Column\",e.prototype.default_view=r.ColumnView,e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(133);r.Box=n.Box;var i=t(134);r.Column=i.Column;var o=t(136);r.LayoutDOM=o.LayoutDOM;var s=t(137);r.Row=s.Row;var a=t(138);r.Spacer=a.Spacer;var l=t(139);r.WidgetBox=l.WidgetBox},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(49),s=t(5),a=t(14),l=t(10),u=t(12),c=t(4),_=t(6),h=t(13);r.LayoutDOMView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.is_root&&(this._solver=new u.Solver),this.child_views={},this.build_child_views(),this.connect_signals()},e.prototype.remove=function(){var t,r,n;r=this.child_views;for(t in r)n=r[t],n.remove();return this.child_views={},e.__super__.remove.call(this)},e.prototype.has_finished=function(){var t,r,n;if(!e.__super__.has_finished.call(this))return!1;n=this.child_views;for(t in n)if(r=n[t],!r.has_finished())return!1;return!0},e.prototype.notify_finished=function(){return this.is_root?!this._idle_notified&&this.has_finished()&&null!=this.model.document?(this._idle_notified=!0,this.model.document.notify_idle(this.model)):void 0:e.__super__.notify_finished.call(this)},e.prototype._calc_width_height=function(){var t,e,r,n;for(e=this.el;;){if(e=e.parentNode,null==e){h.logger.warn(\"detached element\"),n=t=null;break}if(r=e.getBoundingClientRect(),n=r.width,t=r.height,0!==t)break}return[n,t]},e.prototype._init_solver=function(){var t,e,r,n,i,o,s,a,l;for(this._root_width=new u.Variable(this.toString()+\".root_width\"),this._root_height=new u.Variable(this.toString()+\".root_height\"),this._solver.add_edit_variable(this._root_width),this._solver.add_edit_variable(this._root_height),n=this.model.get_all_editables(),i=0,s=n.length;i<s;i++)r=n[i],this._solver.add_edit_variable(r,u.Strength.strong);for(e=this.model.get_all_constraints(),o=0,a=e.length;o<a;o++)t=e[o],this._solver.add_constraint(t);return l=this.model.get_constrained_variables(),null!=l.width&&this._solver.add_constraint(u.EQ(l.width,this._root_width)),null!=l.height&&this._solver.add_constraint(u.EQ(l.height,this._root_height)),this._solver.update_variables()},e.prototype._suggest_dims=function(t,e){var r,n;if(n=this.model.get_constrained_variables(),null!=n.width||null!=n.height)return null!==t&&null!==e||(r=this._calc_width_height(),t=r[0],e=r[1]),null!=n.width&&null!=t&&this._solver.suggest_value(this._root_width,t),null!=n.height&&null!=e&&this._solver.suggest_value(this._root_height,e),this._solver.update_variables()},e.prototype.resize=function(t,e){return null==t&&(t=null),null==e&&(e=null),this.is_root?this._do_layout(!1,t,e):this.root.resize(t,e)},e.prototype.layout=function(t){return null==t&&(t=!0),this.is_root?this._do_layout(t):this.root.layout(t)},e.prototype._do_layout=function(t,e,r){return null==e&&(e=null),null==r&&(r=null),t&&(this._solver.clear(),this._init_solver()),this._suggest_dims(e,r),this._layout(),this._layout(),this._layout(!0),this.notify_finished()},e.prototype._layout=function(t){var e,r,n,i,o;for(null==t&&(t=!1),o=this.model.get_layoutable_children(),n=0,i=o.length;n<i;n++)e=o[n],r=this.child_views[e.id],null!=r._layout&&r._layout(t);if(this.render(),t)return this._has_finished=!0},e.prototype.rebuild_child_views=function(){return this.solver.clear(),this.build_child_views(),this.layout()},e.prototype.build_child_views=function(){var t,e,r,n,i,o;for(r=this.model.get_layoutable_children(),c.build_views(this.child_views,r,{parent:this}),s.empty(this.el),o=[],n=0,i=r.length;n<i;n++)t=r[n],e=this.child_views[t.id],o.push(this.el.appendChild(e.el));return o},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.is_root&&window.addEventListener(\"resize\",function(t){return function(){return t.resize()}}(this)),this.connect(this.model.properties.sizing_mode.change,function(t){return function(){return t.layout()}}(this))},e.prototype._render_classes=function(){var t,e,r,n,i;if(this.el.className=\"\",null!=this.className&&this.el.classList.add(this.className),null!=this.model.sizing_mode&&this.el.classList.add(\"bk-layout-\"+this.model.sizing_mode),null!=this.model.css_classes){for(n=this.model.css_classes,i=[],e=0,r=n.length;e<r;e++)t=n[e],i.push(this.el.classList.add(t));return i}},e.prototype.render=function(){var t,e;switch(this._render_classes(),this.model.sizing_mode){case\"fixed\":return null!=this.model.width?e=this.model.width:(e=this.get_width(),this.model.setv({width:e},{silent:!0})),null!=this.model.height?t=this.model.height:(t=this.get_height(),this.model.setv({height:t},{silent:!0})),this.solver.suggest_value(this.model._width,e),this.solver.suggest_value(this.model._height,t),this.solver.update_variables(),this.el.style.position=\"relative\",this.el.style.left=\"\",this.el.style.top=\"\",this.el.style.width=e+\"px\",this.el.style.height=t+\"px\";case\"scale_width\":return t=this.get_height(),this.solver.suggest_value(this.model._height,t),this.solver.update_variables(),this.el.style.position=\"relative\",this.el.style.left=\"\",this.el.style.top=\"\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\";case\"scale_height\":return e=this.get_width(),this.solver.suggest_value(this.model._width,e),this.solver.update_variables(),this.el.style.position=\"relative\",this.el.style.left=\"\",this.el.style.top=\"\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\";case\"stretch_both\":return this.el.style.position=\"absolute\",this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"}},e.prototype.get_height=function(){return null},e.prototype.get_width=function(){return null},e}(_.DOMView),r.LayoutDOM=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"LayoutDOM\",e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this._width=new u.Variable(this.toString()+\".width\"),this._height=new u.Variable(this.toString()+\".height\"),this._left=new u.Variable(this.toString()+\".left\"),this._right=new u.Variable(this.toString()+\".right\"),this._top=new u.Variable(this.toString()+\".top\"),this._bottom=new u.Variable(this.toString()+\".bottom\"),this._dom_top=new u.Variable(this.toString()+\".dom_top\"),this._dom_left=new u.Variable(this.toString()+\".dom_left\"),this._width_minus_right=new u.Variable(this.toString()+\".width_minus_right\"),this._height_minus_bottom=new u.Variable(this.toString()+\".height_minus_bottom\"),this._whitespace_top=new u.Variable(this.toString()+\".whitespace_top\"),this._whitespace_bottom=new u.Variable(this.toString()+\".whitespace_bottom\"),this._whitespace_left=new u.Variable(this.toString()+\".whitespace_left\"),this._whitespace_right=new u.Variable(this.toString()+\".whitespace_right\")},e.getters({layout_bbox:function(){return{top:this._top.value,left:this._left.value,width:this._width.value,height:this._height.value,right:this._right.value,bottom:this._bottom.value,dom_top:this._dom_top.value,dom_left:this._dom_left.value}}}),e.prototype.dump_layout=function(){var t,r,n;for(t={},n=[this];n.length>0;)r=n.shift(),r instanceof e&&n.push.apply(n,r.get_layoutable_children()),t[r.toString()]=r.layout_bbox;return console.table(t)},e.prototype.get_all_constraints=function(){var t,e,r,n,i;for(e=this.get_constraints(),i=this.get_layoutable_children(),r=0,n=i.length;r<n;r++)t=i[r],e=t instanceof l.LayoutCanvas?e.concat(t.get_constraints()):e.concat(t.get_all_constraints());return e},e.prototype.get_all_editables=function(){var t,e,r,n,i;for(e=this.get_editables(),i=this.get_layoutable_children(),r=0,n=i.length;r<n;r++)t=i[r],e=t instanceof l.LayoutCanvas?e.concat(t.get_editables()):e.concat(t.get_all_editables());return e},e.prototype.get_constraints=function(){return[u.GE(this._dom_left),u.GE(this._dom_top),u.GE(this._left),u.GE(this._width,[-1,this._right]),u.GE(this._top),u.GE(this._height,[-1,this._bottom]),u.EQ(this._width_minus_right,[-1,this._width],this._right),u.EQ(this._height_minus_bottom,[-1,this._height],this._bottom)]},e.prototype.get_layoutable_children=function(){return[]},e.prototype.get_editables=function(){switch(this.sizing_mode){case\"fixed\":return[this._height,this._width];case\"scale_width\":return[this._height];case\"scale_height\":return[this._width];default:return[]}},e.prototype.get_constrained_variables=function(){var t;switch(t={origin_x:this._dom_left,origin_y:this._dom_top,whitespace_top:this._whitespace_top,whitespace_bottom:this._whitespace_bottom,whitespace_left:this._whitespace_left,whitespace_right:this._whitespace_right},this.sizing_mode){case\"stretch_both\":t.width=this._width,t.height=this._height;break;case\"scale_width\":t.width=this._width;break;case\"scale_height\":t.height=this._height}return t},e.define({height:[a.Number],width:[a.Number],disabled:[a.Bool,!1],sizing_mode:[a.SizingMode,\"fixed\"],css_classes:[a.Array]}),e}(o.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(133);r.RowView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-grid-row\",e}(o.BoxView),r.Row=function(t){function e(t,r){e.__super__.constructor.call(this,t,r),this._horizontal=!0}return n(e,t),e.prototype.type=\"Row\",e.prototype.default_view=r.RowView,e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(136),s=t(29);r.SpacerView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-spacer-box\",e.prototype.render=function(){if(e.__super__.render.call(this),\"fixed\"===this.sizing_mode)return this.el.style.width=this.model.width+\"px\",this.el.style.height=this.model.height+\"px\"},e.prototype.get_height=function(){return 1},e}(o.LayoutDOMView),r.Spacer=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"Spacer\",e.prototype.default_view=r.SpacerView,e.prototype.get_constrained_variables=function(){return s.extend({},e.__super__.get_constrained_variables.call(this),{on_edge_align_top:this._top,on_edge_align_bottom:this._height_minus_bottom,on_edge_align_left:this._left,on_edge_align_right:this._width_minus_right,box_cell_align_top:this._top,box_cell_align_bottom:this._height_minus_bottom,box_cell_align_left:this._left,box_cell_align_right:this._width_minus_right,box_equal_size_top:this._top,box_equal_size_bottom:this._height_minus_bottom,box_equal_size_left:this._left,box_equal_size_right:this._width_minus_right})},e}(o.LayoutDOM)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(13),s=t(14),a=t(29),l=t(136);r.WidgetBoxView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-widget-box\",e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.children.change,function(t){return function(){return t.rebuild_child_views()}}(this))},e.prototype.render=function(){var t,e,r;return this._render_classes(),\"fixed\"!==this.model.sizing_mode&&\"scale_height\"!==this.model.sizing_mode||(r=this.get_width(),this.model._width.value!==r&&this.solver.suggest_value(this.model._width,r)),\"fixed\"!==this.model.sizing_mode&&\"scale_width\"!==this.model.sizing_mode||(e=this.get_height(),this.model._height.value!==e&&this.solver.suggest_value(this.model._height,e)),this.solver.update_variables(),\"stretch_both\"===this.model.sizing_mode?(this.el.style.position=\"absolute\",this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"):(t=this.model._width.value-20>0?this.model._width.value-20+\"px\":\"100%\",this.el.style.width=t)},e.prototype.get_height=function(){var t,e,r,n;e=0,n=this.child_views;for(r in n)i.call(n,r)&&(t=n[r],e+=t.el.scrollHeight);return e+20},e.prototype.get_width=function(){var t,e,r,n,o;if(null!=this.model.width)return this.model.width;o=this.el.scrollWidth+20,n=this.child_views;for(r in n)i.call(n,r)&&(t=n[r],e=t.el.scrollWidth,e>o&&(o=e));return o},e}(l.LayoutDOMView),r.WidgetBox=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"WidgetBox\",e.prototype.default_view=r.WidgetBoxView,e.prototype.initialize=function(t){if(e.__super__.initialize.call(this,t),\"fixed\"===this.sizing_mode&&null===this.width&&(this.width=300,o.logger.info(\"WidgetBox mode is fixed, but no width specified. Using default of 300.\")),\"scale_height\"===this.sizing_mode)return o.logger.warn(\"sizing_mode `scale_height` is not experimental for WidgetBox. Please report your results to the bokeh dev team so we can improve.\")},e.prototype.get_constrained_variables=function(){var t;return t=a.extend({},e.__super__.get_constrained_variables.call(this),{on_edge_align_top:this._top,on_edge_align_bottom:this._height_minus_bottom,on_edge_align_left:this._left,on_edge_align_right:this._width_minus_right,box_cell_align_top:this._top,box_cell_align_bottom:this._height_minus_bottom,box_cell_align_left:this._left,box_cell_align_right:this._width_minus_right,box_equal_size_top:this._top,box_equal_size_bottom:this._height_minus_bottom}),\"fixed\"!==this.sizing_mode&&(t.box_equal_size_left=this._left,t.box_equal_size_right=this._width_minus_right),t},e.prototype.get_layoutable_children=function(){return this.children},e.define({children:[s.Array,[]]}),e}(l.LayoutDOM)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return 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u=[t.vx,t.vy],d=u[0],m=u[1],c=this.bounds(),o=c.minX,a=c.minY,n=c.maxX,i=c.maxY,p=s.create_hit_test_result(),\"h\"===t.direction?(x=a,k=i,l=this.max_size/2,f=d-l,y=d+l,_=this.renderer.xscale.v_invert([f,y]),b=_[0],w=_[1]):(b=o,w=n,l=this.max_size/2,v=m-l,g=m+l,h=this.renderer.yscale.v_invert([v,g]),x=h[0],k=h[1]),e=s.validate_bbox_coords([b,w],[x,k]),r=this.index.indices(e),p[\"1d\"].indices=r,p},e.prototype._hit_rect=function(t){var e,r,n,i,o,a,l,u;return r=this.renderer.xscale.v_invert([t.vx0,t.vx1]),o=r[0],a=r[1],n=this.renderer.yscale.v_invert([t.vy0,t.vy1]),l=n[0],u=n[1],e=s.validate_bbox_coords([o,a],[l,u]),i=s.create_hit_test_result(),i[\"1d\"].indices=this.index.indices(e),i},e.prototype._hit_poly=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d;for(a=[t.vx,t.vy],p=a[0],d=a[1],_=this.renderer.plot_view.canvas.v_vx_to_sx(p),h=this.renderer.plot_view.canvas.v_vy_to_sy(d),e=function(){c=[];for(var t=0,e=this.sx.length;0<=e?t<e:t>e;0<=e?t++:t--)c.push(t);return 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if(null!=t.sdx||null!=t.sdy)this.map.panBy(t.sdx,t.sdy),e.__super__.update_range.call(this,t);else if(null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,this.pause(),e.__super__.update_range.call(this,t),c=t.factor<0?-1:1,i=this.map.getZoom(),n=i+c,n>=2&&(this.map.setZoom(n),u=this._get_projected_bounds(),s=u[0],o=u[1],l=u[2],a=u[3],o-s<0&&this.map.setZoom(i)),this.unpause()}return this._set_bokeh_ranges()},e.prototype._build_map=function(){var t,e,r;return e=window.google.maps,this.map_types={satellite:e.MapTypeId.SATELLITE,terrain:e.MapTypeId.TERRAIN,roadmap:e.MapTypeId.ROADMAP,hybrid:e.MapTypeId.HYBRID},r=this.model.plot.map_options,t={center:new e.LatLng(r.lat,r.lng),zoom:r.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[r.map_type],scaleControl:r.scale_control},null!=r.styles&&(t.styles=JSON.parse(r.styles)),this.map=new e.Map(this.canvas_view.map_el,t),e.event.addListener(this.map,\"idle\",function(t){return function(){return t._set_bokeh_ranges()}}(this)),e.event.addListener(this.map,\"bounds_changed\",function(t){return function(){return t._set_bokeh_ranges()}}(this)),e.event.addListenerOnce(this.map,\"tilesloaded\",function(t){return function(){return t._render_finished()}}(this)),this.connect(this.model.plot.properties.map_options.change,function(t){return function(){return t._update_options()}}(this)),this.connect(this.model.plot.map_options.properties.styles.change,function(t){return function(){return t._update_styles()}}(this)),this.connect(this.model.plot.map_options.properties.lat.change,function(t){return function(){return t._update_center(\"lat\")}}(this)),this.connect(this.model.plot.map_options.properties.lng.change,function(t){return function(){return t._update_center(\"lng\")}}(this)),this.connect(this.model.plot.map_options.properties.zoom.change,function(t){return function(){return t._update_zoom()}}(this)),this.connect(this.model.plot.map_options.properties.map_type.change,function(t){return function(){return t._update_map_type()}}(this)),this.connect(this.model.plot.map_options.properties.scale_control.change,function(t){return function(){return t._update_scale_control()}}(this))},e.prototype._render_finished=function(){return this._tiles_loaded=!0,this.notify_finished()},e.prototype.has_finished=function(){return e.__super__.has_finished.call(this)&&this._tiles_loaded===!0},e.prototype._get_latlon_bounds=function(){var t,e,r,n,i,o,s;return e=this.map.getBounds(),r=e.getNorthEast(),t=e.getSouthWest(),i=t.lng(),n=r.lng(),s=t.lat(),o=r.lat(),[i,n,s,o]},e.prototype._get_projected_bounds=function(){var t,e,r,n,i,o,s,a,u,c,_;return i=this._get_latlon_bounds(),u=i[0],a=i[1],_=i[2],c=i[3],o=l.proj4(l.mercator,[u,_]),e=o[0],n=o[1],s=l.proj4(l.mercator,[a,c]),t=s[0],r=s[1],[e,t,n,r]},e.prototype._set_bokeh_ranges=function(){var t,e,r,n,i;return i=this._get_projected_bounds(),e=i[0],t=i[1],n=i[2],r=i[3],this.frame.x_range.setv({start:e,end:t}),this.frame.y_range.setv({start:n,end:r})},e.prototype._update_center=function(t){var e;return e=this.map.getCenter().toJSON(),e[t]=this.model.plot.map_options[t],this.map.setCenter(e),this._set_bokeh_ranges()},e.prototype._update_map_type=function(){var t;return t=window.google.maps,this.map.setOptions({mapTypeId:this.map_types[this.model.plot.map_options.map_type]})},e.prototype._update_scale_control=function(){var t;return t=window.google.maps,this.map.setOptions({scaleControl:this.model.plot.map_options.scale_control})},e.prototype._update_options=function(){return this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()},e.prototype._update_styles=function(){return this.map.setOptions({styles:JSON.parse(this.model.plot.map_options.styles)})},e.prototype._update_zoom=function(){return this.map.setOptions({zoom:this.model.plot.map_options.zoom}),this._set_bokeh_ranges()},e.prototype._map_hook=function(t,e){var r,n,i,o,s;if(n=e[0],o=e[1],s=e[2],r=e[3],this.canvas_view.map_el.style.top=o+\"px\",this.canvas_view.map_el.style.left=n+\"px\",this.canvas_view.map_el.style.width=s+\"px\",this.canvas_view.map_el.style.height=r+\"px\",null==this.map&&null!=(null!=(i=window.google)?i.maps:void 0))return this._build_map()},e.prototype._paint_empty=function(t,e){var r,n,i,o,s,a;return s=this.canvas._width.value,o=this.canvas._height.value,i=e[0],a=e[1],n=e[2],r=e[3],t.clearRect(0,0,s,o),t.beginPath(),t.moveTo(0,0),t.lineTo(0,o),t.lineTo(s,o),t.lineTo(s,0),t.lineTo(0,0),t.moveTo(i,a),t.lineTo(i+n,a),t.lineTo(i+n,a+r),t.lineTo(i,a+r),t.lineTo(i,a),t.closePath(),t.fillStyle=this.model.plot.border_fill_color,t.fill()},e}(u.PlotCanvasView),r.GMapPlotCanvas=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.type=\"GMapPlotCanvas\",e.prototype.default_view=r.GMapPlotCanvasView,e.prototype.initialize=function(t,r){return this.use_map=!0,e.__super__.initialize.call(this,t,r)},e}(u.PlotCanvas)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(147);r.MapOptions=n.MapOptions;var i=t(147);r.GMapOptions=i.GMapOptions;var o=t(147);r.GMapPlot=o.GMapPlot;var s=t(148);r.GMapPlotCanvas=s.GMapPlotCanvas;var a=t(150);r.Plot=a.Plot;var l=t(151);r.PlotCanvas=l.PlotCanvas},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].slice,s=t(12),a=t(13),l=t(14),u=t(29),c=t(41),_=t(136),h=t(64),p=t(165),d=t(230),f=t(151),y=t(170),m=t(158),v=t(3);r.PlotView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-plot-layout\",e.prototype.connect_signals=function(){var t;return e.__super__.connect_signals.call(this),t=\"Title object cannot be replaced. Try changing properties on title to update it after initialization.\",this.connect(this.model.properties.title.change,function(e){return function(){return a.logger.warn(t)}}(this))},e.prototype.render=function(){var t,r,n;if(e.__super__.render.call(this),\"scale_both\"===this.model.sizing_mode)return r=this.get_width_height(),n=r[0],t=r[1],this.solver.suggest_value(this.model._width,n),this.solver.suggest_value(this.model._height,t),this.solver.update_variables(),this.el.style.position=\"absolute\",this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"},e.prototype.get_width_height=function(){var t,e,r,n,i,o,s,a,l;return s=this.el.parentNode.clientHeight,a=this.el.parentNode.clientWidth,t=this.model.get_aspect_ratio(),i=a,r=a/t,o=s*t,n=s,i<o?(l=i,e=r):(l=o,e=n),[l,e]},e.prototype.get_height=function(){return this.model._width.value/this.model.get_aspect_ratio()},e.prototype.get_width=function(){return this.model._height.value*this.model.get_aspect_ratio()},e.prototype.save=function(t){return this.plot_canvas_view.save(t)},e.getters({plot_canvas_view:function(){var t;return function(){var e,r,n,i;for(n=u.values(this.child_views),i=[],e=0,r=n.length;e<r;e++)t=n[e],t instanceof f.PlotCanvasView&&i.push(t);return i}.call(this)[0]}}),e}(_.LayoutDOMView),r.Plot=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"Plot\",e.prototype.default_view=r.PlotView,e.prototype.initialize=function(t){var r,n,i,o,s,a,l,_,p,d,f,y,m,v,g,b,w,x,k,M;for(e.__super__.initialize.call(this,t),y=u.values(this.extra_x_ranges).concat(this.x_range),n=0,l=y.length;n<l;n++)k=y[n],f=k.plots,c.isArray(f)&&(f=f.concat(this),k.setv(\"plots\",f,{silent:!0}));for(m=u.values(this.extra_y_ranges).concat(this.y_range),i=0,_=m.length;i<_;i++)M=m[i],f=M.plots,c.isArray(f)&&(f=f.concat(this),M.setv(\"plots\",f,{silent:!0}));for(this._horizontal=\"left\"===(v=this.toolbar_location)||\"right\"===v,null!=this.min_border&&(null==this.min_border_top&&(this.min_border_top=this.min_border),null==this.min_border_bottom&&(this.min_border_bottom=this.min_border),null==this.min_border_left&&(this.min_border_left=this.min_border),null==this.min_border_right&&(this.min_border_right=this.min_border)),null!=this.title&&(x=c.isString(this.title)?new h.Title({text:this.title}):this.title,this.add_layout(x,this.title_location)),this._plot_canvas=this._init_plot_canvas(),this.toolbar.toolbar_location=this.toolbar_location,this.toolbar.toolbar_sticky=this.toolbar_sticky,this.plot_canvas.toolbar=this.toolbar,null==this.width&&(this.width=this.plot_width),null==this.height&&(this.height=this.plot_height),g=[\"above\",\"below\",\"left\",\"right\"],o=0,p=g.length;o<p;o++)for(w=g[o],a=this.getv(w),s=0,d=a.length;s<d;s++)b=a[s],b.add_panel(w);return r=function(t){return function(e){return e._sizeable=t._horizontal?e._width:e._height}}(this),r(this),r(this.plot_canvas)},e.prototype._init_plot_canvas=function(){return new f.PlotCanvas({plot:this})},e.getters({plot_canvas:function(){return this._plot_canvas}}),e.prototype._doc_attached=function(){return this.plot_canvas.attach_document(this.document),e.__super__._doc_attached.call(this)},e.prototype.add_renderers=function(){var t,e;return t=1<=arguments.length?o.call(arguments,0):[],e=this.renderers,e=e.concat(t),this.renderers=e},e.prototype.add_layout=function(t,e){var r;return null==e&&(e=\"center\"),null!=t.props.plot&&(t.plot=this),\"center\"!==e&&(r=this.getv(e),r.push(t),t.add_panel(e)),this.add_renderers(t)},e.prototype.add_glyph=function(t,e,r){var n;return null==r&&(r={}),null==e&&(e=new y.ColumnDataSource),r=u.extend({},r,{data_source:e,glyph:t}),n=new m.GlyphRenderer(r),this.add_renderers(n),n},e.prototype.add_tools=function(){var t,e,r,n;for(n=1<=arguments.length?o.call(arguments,0):[],t=0,e=n.length;t<e;t++)r=n[t],null!=r.overlay&&this.add_renderers(r.overlay);return this.toolbar.tools=this.toolbar.tools.concat(n)},e.prototype.get_aspect_ratio=function(){return this.width/this.height},e.prototype.get_layoutable_children=function(){var t;return t=[this.plot_canvas],null!=this.toolbar_location&&(t=[this.toolbar,this.plot_canvas]),t},e.prototype.get_editables=function(){var t;return t=e.__super__.get_editables.call(this),\"scale_both\"===this.sizing_mode&&(t=t.concat([this._width,this._height])),t},e.prototype.get_constraints=function(){var t,r,n,i;return t=e.__super__.get_constraints.call(this),null!=this.toolbar_location&&(this.toolbar_sticky?t.push(s.EQ(this._sizeable,[-1,this.plot_canvas._sizeable])):t.push(s.EQ(this._sizeable,[-1,this.plot_canvas._sizeable],[-1,this.toolbar._sizeable])),this._horizontal?t.push(s.EQ(this._height,[-1,this.plot_canvas._height])):t.push(s.EQ(this._width,[-1,this.plot_canvas._width])),\"above\"===this.toolbar_location&&(i=this.toolbar_sticky?this.plot_canvas._top:this.plot_canvas._dom_top,t.push(s.EQ(i,[-1,this.toolbar._dom_top],[-1,this.toolbar._height]))),\"below\"===this.toolbar_location&&(this.toolbar_sticky?(t.push(s.GE(this.plot_canvas.below_panel._height,[-1,this.toolbar._height])),t.push(s.WEAK_EQ(this.toolbar._dom_top,[-1,this.plot_canvas._height],this.plot_canvas.below_panel._height))):t.push(s.EQ(this.toolbar._dom_top,[-1,this.plot_canvas._height],this.toolbar._bottom,[-1,this.toolbar._height]))),\"left\"===this.toolbar_location&&(i=this.toolbar_sticky?this.plot_canvas._left:this.plot_canvas._dom_left,t.push(s.EQ(i,[-1,this.toolbar._dom_left],[-1,this.toolbar._width]))),\"right\"===this.toolbar_location&&(this.toolbar_sticky?(t.push(s.GE(this.plot_canvas.right_panel._width,[-1,this.toolbar._width])),t.push(s.WEAK_EQ(this.toolbar._dom_left,[-1,this.plot_canvas._width],this.plot_canvas.right_panel._width))):t.push(s.EQ(this.toolbar._dom_left,[-1,this.plot_canvas._width],this.toolbar._right,[-1,this.toolbar._width]))),\"above\"!==(r=this.toolbar_location)&&\"below\"!==r||t.push(s.EQ(this._width,[-1,this.toolbar._width],[-1,this.plot_canvas._width_minus_right])),\"left\"!==(n=this.toolbar_location)&&\"right\"!==n||(t.push(s.EQ(this._height,[-1,this.toolbar._height],[-1,this.plot_canvas.above_panel._height])),t.push(s.EQ(this.toolbar._dom_top,[-1,this.plot_canvas.above_panel._height])))),null==this.toolbar_location&&(t.push(s.EQ(this._width,[-1,this.plot_canvas._width])),t.push(s.EQ(this._height,[-1,this.plot_canvas._height]))),t},e.prototype.get_constrained_variables=function(){var t;return t=u.extend({},e.__super__.get_constrained_variables.call(this),{on_edge_align_top:this.plot_canvas._top,on_edge_align_bottom:this.plot_canvas._height_minus_bottom,on_edge_align_left:this.plot_canvas._left,on_edge_align_right:this.plot_canvas._width_minus_right,box_cell_align_top:this.plot_canvas._top,box_cell_align_bottom:this.plot_canvas._height_minus_bottom,box_cell_align_left:this.plot_canvas._left,box_cell_align_right:this.plot_canvas._width_minus_right,box_equal_size_top:this.plot_canvas._top,box_equal_size_bottom:this.plot_canvas._height_minus_bottom}),\"fixed\"!==this.sizing_mode&&(t.box_equal_size_left=this.plot_canvas._left,t.box_equal_size_right=this.plot_canvas._width_minus_right),t},e.mixins([\"line:outline_\",\"fill:background_\",\"fill:border_\"]),e.define({toolbar:[l.Instance,function(){return new d.Toolbar}],toolbar_location:[l.Location,\"right\"],toolbar_sticky:[l.Bool,!0],plot_width:[l.Number,600],plot_height:[l.Number,600],title:[l.Any,function(){return new h.Title({text:\"\"})}],title_location:[l.Location,\"above\"],h_symmetry:[l.Bool,!0],v_symmetry:[l.Bool,!1],above:[l.Array,[]],below:[l.Array,[]],left:[l.Array,[]],right:[l.Array,[]],renderers:[l.Array,[]],x_range:[l.Instance],extra_x_ranges:[l.Any,{}],y_range:[l.Instance],extra_y_ranges:[l.Any,{}],x_scale:[l.Instance,function(){return new p.LinearScale}],y_scale:[l.Instance,function(){return new p.LinearScale}],lod_factor:[l.Number,10],lod_interval:[l.Number,300],lod_threshold:[l.Number,2e3],lod_timeout:[l.Number,500],hidpi:[l.Bool,!0],output_backend:[l.OutputBackend,\"canvas\"],min_border:[l.Number,5],min_border_top:[l.Number,null],min_border_left:[l.Number,null],min_border_bottom:[l.Number,null],min_border_right:[l.Number,null],inner_width:[l.Number],inner_height:[l.Number],layout_width:[l.Number],layout_height:[l.Number],match_aspect:[l.Bool,!1],aspect_scale:[l.Number,1]}),e.override({outline_line_color:\"#e5e5e5\",border_fill_color:\"#ffffff\",background_fill_color:\"#ffffff\"}),e.getters({all_renderers:function(){var t,e,r,n,i;for(n=this.renderers,r=this.toolbar.tools,t=0,e=r.length;t<e;t++)i=r[t],n=n.concat(i.synthetic_renderers);return n},x_mapper_type:function(){return log.warning(\"x_mapper_type attr is deprecated, use x_scale\"),this.x_scale},y_mapper_type:function(){return log.warning(\"y_mapper_type attr is deprecated, use y_scale\"),this.y_scale},webgl:function(){return log.warning(\"webgl attr is deprecated, use output_backend\"),\"webgl\"===this.output_backend},tool_events:function(){return log.warning(\"tool_events attr is deprecated, use SelectionGeometry Event\"),null}}),e}(_.LayoutDOM),v.register_with_event(v.UIEvent,r.Plot)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i,o,s,a,l=function(t,e){function r(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},u={}.hasOwnProperty,c=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},_=[].slice,h=t(77),p=t(78),d=t(153),f=t(158),y=t(136),m=t(19),v=t(4),g=t(20),b=t(3),w=t(10),x=t(45),k=t(6),M=t(12),S=t(13),T=t(7),O=t(14),P=t(40),A=t(41),E=t(21),j=t(29),z=t(11);a=null,r.PlotCanvasView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.className=\"bk-plot-wrapper\",e.prototype.state={history:[],index:-1},e.prototype.view_options=function(){return j.extend({plot_view:this,parent:this},this.options)},e.prototype.pause=function(){return null==this._is_paused?this._is_paused=1:this._is_paused+=1},e.prototype.unpause=function(t){if(null==t&&(t=!1),this._is_paused-=1,0===this._is_paused&&!t)return this.request_render()},e.prototype.request_render=function(){return this.request_paint()},e.prototype.request_paint=function(){this.is_paused||this.throttled_paint()},e.prototype.remove=function(){return v.remove_views(this.renderer_views),v.remove_views(this.tool_views),this.canvas_view.remove(),this.canvas_view=null,e.__super__.remove.call(this)},e.prototype.initialize=function(t){var r,n,i,o;for(this.pause(),e.__super__.initialize.call(this,t),this.force_paint=new m.Signal(this,\"force_paint\"),this.state_changed=new m.Signal(this,\"state_changed\"),this.lod_started=!1,this.visuals=new x.Visuals(this.model.plot),this._initial_state_info={range:null,selection:{},dimensions:{width:this.model.canvas._width.value,height:this.model.canvas._height.value}},this.frame=this.model.frame,this.canvas=this.model.canvas,this.canvas_view=new this.canvas.default_view({model:this.canvas,parent:this}),this.el.appendChild(this.canvas_view.el),this.canvas_view.render(),\"webgl\"===this.model.plot.output_backend&&this.init_webgl(),this.throttled_paint=P.throttle(function(t){return function(){return t.force_paint.emit()}}(this),15),this.ui_event_bus=new g.UIEvents(this,this.model.toolbar,this.canvas_view.el,this.model.plot),this.levels={},o=T.RenderLevel,r=0,n=o.length;r<n;r++)i=o[r],this.levels[i]={};return this.renderer_views={},this.tool_views={},this.build_levels(),this.build_tools(),this.connect_signals(),this.update_dataranges(),this.unpause(!0),S.logger.debug(\"PlotView initialized\"),this},e.prototype.set_cursor=function(t){return null==t&&(t=\"default\"),this.canvas_view.el.style.cursor=t},e.getters({canvas_overlays:function(){return this.canvas_view.overlays_el},is_paused:function(){return null!=this._is_paused&&0!==this._is_paused}}),e.prototype.init_webgl=function(){var t,e,r;return t=this.canvas_view.ctx,e=a,null==e&&(a=e=document.createElement(\"canvas\"),r={premultipliedAlpha:!0},e.gl=e.getContext(\"webgl\",r)||e.getContext(\"experimental-webgl\",r)),null!=e.gl?t.glcanvas=e:S.logger.warn(\"WebGL is not supported, falling back to 2D canvas.\")},e.prototype.prepare_webgl=function(t,e){var r,n,i,o;if(n=this.canvas_view.ctx,r=this.canvas_view.get_canvas_element(),n.glcanvas)return n.glcanvas.width=r.width,n.glcanvas.height=r.height,o=n.glcanvas.gl,o.viewport(0,0,n.glcanvas.width,n.glcanvas.height),o.clearColor(0,0,0,0),o.clear(o.COLOR_BUFFER_BIT||o.DEPTH_BUFFER_BIT),o.enable(o.SCISSOR_TEST),i=n.glcanvas.height-t*(e[1]+e[3]),o.scissor(t*e[0],i,t*e[2],t*e[3]),o.enable(o.BLEND),o.blendFuncSeparate(o.SRC_ALPHA,o.ONE_MINUS_SRC_ALPHA,o.ONE_MINUS_DST_ALPHA,o.ONE)},e.prototype.blit_webgl=function(t){var e;if(e=this.canvas_view.ctx,e.glcanvas)return S.logger.debug(\"drawing with WebGL\"),e.restore(),e.drawImage(e.glcanvas,0,0),e.save(),e.scale(t,t),e.translate(.5,.5)},e.prototype.update_dataranges=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,f,y,m,v,g,b,w,x,k,M,T,O,P,A,E,z,C,N,D,F,I,B;for(o=this.model.frame,e={},v={},n=!1,k=j.values(o.x_ranges).concat(j.values(o.y_ranges)),l=0,_=k.length;l<_;l++)x=k[l],x instanceof d.DataRange1d&&\"log\"===x.scale_hint&&(n=!0);M=this.renderer_views;for(u in M)C=M[u],t=null!=(T=C.glyph)&&\"function\"==typeof T.bounds?T.bounds():void 0,null!=t&&(e[u]=t),n&&(m=null!=(O=C.glyph)&&\"function\"==typeof O.log_bounds?O.log_bounds():void 0,null!=m&&(v[u]=m));if(i=!1,s=!1,this.model.plot.match_aspect!==!1&&0!==this.frame._width.value&&0!==this.frame._height.value){x=1/this.model.plot.aspect_scale*(this.frame._width.value/this.frame._height.value);for(u in e)C=e[u],isFinite(C.maxX)&&isFinite(C.minX)&&isFinite(C.maxY)&&isFinite(C.minY)&&(N=C.maxX-C.minX,N<=0&&(N=1),a=C.maxY-C.minY,a<=0&&(a=1),D=.5*(C.maxX+C.minX),I=.5*(C.maxY+C.minY),N<x*a?N=x*a:a=N/x,e[u].maxX=D+.5*N,e[u].minX=D-.5*N,e[u].maxY=I+.5*a,e[u].minY=I-.5*a)}for(P=j.values(o.x_ranges),c=0,h=P.length;c<h;c++)F=P[c],F instanceof d.DataRange1d&&(r=\"log\"===F.scale_hint?v:e,F.update(r,0,this.model.id),F.follow&&(i=!0)),null!=F.bounds&&(s=!0);for(A=j.values(o.y_ranges),g=0,p=A.length;g<p;g++)B=A[g],B instanceof d.DataRange1d&&(r=\"log\"===B.scale_hint?v:e,B.update(r,1,this.model.id),B.follow&&(i=!0)),null!=B.bounds&&(s=!0);if(i&&s){for(S.logger.warn(\"Follow enabled so bounds are unset.\"),E=j.values(o.x_ranges),b=0,f=E.length;b<f;b++)F=E[b],F.bounds=null;for(z=j.values(o.y_ranges),w=0,y=z.length;w<y;w++)B=z[w],B.bounds=null}return this.range_update_timestamp=Date.now()},e.prototype.map_to_screen=function(t,e,r,n){return null==r&&(r=\"default\"),null==n&&(n=\"default\"),this.frame.map_to_screen(t,e,this.canvas,r,n)},e.prototype.push_state=function(t,e){var r,n;return r=(null!=(n=this.state.history[this.state.index])?n.info:void 0)||{},e=j.extend({},this._initial_state_info,r,e),this.state.history.slice(0,this.state.index+1),this.state.history.push({type:t,info:e}),this.state.index=this.state.history.length-1,this.state_changed.emit()},e.prototype.clear_state=function(){return this.state={history:[],index:-1},this.state_changed.emit()},e.prototype.can_undo=function(){return this.state.index>=0},e.prototype.can_redo=function(){return this.state.index<this.state.history.length-1},e.prototype.undo=function(){if(this.can_undo())return this.state.index-=1,this._do_state_change(this.state.index),this.state_changed.emit()},e.prototype.redo=function(){if(this.can_redo())return this.state.index+=1,this._do_state_change(this.state.index),this.state_changed.emit()},e.prototype._do_state_change=function(t){var e,r;if(e=(null!=(r=this.state.history[t])?r.info:void 0)||this._initial_state_info,null!=e.range&&this.update_range(e.range),null!=e.selection)return this.update_selection(e.selection)},e.prototype.get_selection=function(){var t,e,r,n,i,o;for(o=[],r=this.model.plot.renderers,t=0,e=r.length;t<e;t++)n=r[t],n instanceof f.GlyphRenderer&&(i=n.data_source.selected,o[n.id]=i);return o},e.prototype.update_selection=function(t){var e,r,n,i,o,s,a;for(i=this.model.plot.renderers,a=[],r=0,n=i.length;r<n;r++)s=i[r],s instanceof f.GlyphRenderer&&(e=s.data_source,null!=t?(o=s.id,c.call(t,o)>=0?a.push(e.selected=t[s.id]):a.push(void 0)):a.push(e.selection_manager.clear()));return a},e.prototype.reset_selection=function(){return this.update_selection(null)},e.prototype._update_ranges_together=function(t){var e,r,n,i,o,s,a,l,u,c;for(c=1,e=0,n=t.length;e<n;e++)s=t[e],u=s[0],o=s[1],c=Math.min(c,this._get_weight_to_constrain_interval(u,o));if(c<1){for(l=[],r=0,i=t.length;r<i;r++)a=t[r],u=a[0],o=a[1],o.start=c*o.start+(1-c)*u.start,l.push(o.end=c*o.end+(1-c)*u.end);return l}},e.prototype._update_ranges_individually=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m;for(n=!1,i=0,s=t.length;i<s;i++)h=t[i],y=h[0],_=h[1],f=y.start>y.end,r||(m=this._get_weight_to_constrain_interval(y,_),m<1&&(_.start=m*_.start+(1-m)*y.start,_.end=m*_.end+(1-m)*y.end)),null!=y.bounds&&(u=y.bounds[0],l=y.bounds[1],c=Math.abs(_.end-_.start),f?(null!=u&&u>=_.end&&(n=!0,_.end=u,null==e&&null==r||(_.start=u+c)),null!=l&&l<=_.start&&(n=!0,_.start=l,null==e&&null==r||(_.end=l-c))):(null!=u&&u>=_.start&&(n=!0,_.start=u,null==e&&null==r||(_.end=u+c)),null!=l&&l<=_.end&&(n=!0,_.end=l,null==e&&null==r||(_.start=l-c))));if(!r||!n){for(d=[],o=0,a=t.length;o<a;o++)p=t[o],y=p[0],_=p[1],y.have_updated_interactively=!0,y.start!==_.start||y.end!==_.end?d.push(y.setv(_)):d.push(void 0);return d}},e.prototype._get_weight_to_constrain_interval=function(t,e){var r,n,i,o,s,a,l,u,c;return s=t.min_interval,n=t.max_interval,c=1,null!=t.bounds&&(u=t.bounds,o=u[0],r=u[1],null!=o&&null!=r&&(i=Math.abs(r-o),n=null!=n?Math.min(n,i):i)),null==s&&null==n||(l=Math.abs(t.end-t.start),a=Math.abs(e.end-e.start),s>0&&a<s&&(c=(l-s)/(l-a)),n>0&&a>n&&(c=(n-l)/(a-l)),c=Math.max(0,Math.min(1,c))),c},e.prototype.update_range=function(t,e,r){var n,i,o,s,a,l,u;if(this.pause(),null==t){o=this.frame.x_ranges;for(n in o)u=o[n],u.reset();s=this.frame.y_ranges;for(n in s)u=s[n],u.reset();this.update_dataranges()}else{i=[],a=this.frame.x_ranges;for(n in a)u=a[n],i.push([u,t.xrs[n]]);l=this.frame.y_ranges;for(n in l)u=l[n],i.push([u,t.yrs[n]]);r&&this._update_ranges_together(i),this._update_ranges_individually(i,e,r)}return this.unpause()},e.prototype.reset_range=function(){return this.update_range(null)},e.prototype.build_levels=function(){var t,e,r,n,i,o,s,a,l,u,c;for(l=this.model.plot.all_renderers,a=Object.keys(this.renderer_views),s=v.build_views(this.renderer_views,l,this.view_options()),u=E.difference(a,function(){var t,e,r;for(r=[],t=0,e=l.length;t<e;t++)o=l[t],r.push(o.id);return r}()),e=0,n=u.length;e<n;e++)t=u[e],delete this.levels.glyph[t];for(r=0,i=s.length;r<i;r++)c=s[r],this.levels[c.model.level][c.model.id]=c,c.connect_signals();return this},e.prototype.get_renderer_views=function(){var t,e,r,n,i;for(n=this.model.plot.renderers,i=[],t=0,e=n.length;t<e;t++)r=n[t],i.push(this.levels[r.level][r.id]);return i},e.prototype.build_tools=function(){var t,e,r,n,i,o;for(i=this.model.plot.toolbar.tools,r=v.build_views(this.tool_views,i,this.view_options()),n=[],t=0,e=r.length;t<e;t++)o=r[t],o.connect_signals(),n.push(this.ui_event_bus.register_tool(o));return n},e.prototype.connect_signals=function(){var t,r,n,i;e.__super__.connect_signals.call(this),this.connect(this.force_paint,function(t){return function(){return t.paint()}}(this)),r=this.model.frame.x_ranges;for(t in r)i=r[t],this.connect(i.change,function(){return this.request_render()});n=this.model.frame.y_ranges;for(t in n)i=n[t],this.connect(i.change,function(){return this.request_render()});return this.connect(this.model.plot.properties.renderers.change,function(t){return function(){return t.build_levels()}}(this)),this.connect(this.model.plot.toolbar.properties.tools.change,function(t){return function(){return t.build_levels(),t.build_tools()}}(this)),this.connect(this.model.plot.change,function(){return this.request_render()})},e.prototype.set_initial_range=function(){var t,e,r,n,i,o,s;t=!0,o={},r=this.frame.x_ranges;for(e in r){if(i=r[e],null==i.start||null==i.end||A.isStrictNaN(i.start+i.end)){t=!1;break}o[e]={start:i.start,end:i.end}}if(t){s={},n=this.frame.y_ranges;for(e in n){if(i=n[e],null==i.start||null==i.end||A.isStrictNaN(i.start+i.end)){t=!1;break}s[e]={start:i.start,end:i.end}}}return t?(this._initial_state_info.range=this.initial_range_info={xrs:o,yrs:s},S.logger.debug(\"initial ranges set\")):S.logger.warn(\"could not set initial ranges\")},e.prototype.update_constraints=function(){var t,e,r;this.solver.suggest_value(this.frame._width,this.canvas._width.value),this.solver.suggest_value(this.frame._height,this.canvas._height.value),e=this.renderer_views;for(t in e)r=e[t],null!=r.model.panel&&z.update_panel_constraints(r);return this.solver.update_variables()},e.prototype._layout=function(t){if(null==t&&(t=!1),this.render(),t)return this.model.plot.setv({inner_width:Math.round(this.frame._width.value),inner_height:Math.round(this.frame._height.value),layout_width:Math.round(this.canvas._width.value),layout_height:Math.round(this.canvas._height.value)},{no_change:!0}),this.request_paint()},e.prototype.has_finished=function(){var t,r,n,i;if(!e.__super__.has_finished.call(this))return!1;r=this.levels;for(t in r){n=r[t];for(t in n)if(i=n[t],!i.has_finished())return!1}return!0},e.prototype.render=function(){var t,e;return e=this.model._width.value,t=this.model._height.value,this.canvas_view.set_dims([e,t]),this.update_constraints(),this.model.plot.match_aspect!==!1&&0!==this.frame._width.value&&0!==this.frame._height.value&&this.update_dataranges(),this.el.style.position=\"absolute\",this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"},e.prototype.paint=function(){var t,e,r,n,i,o,s,a,l,u,c;if(!this.is_paused){S.logger.trace(\"PlotCanvas.render() for \"+this.model.id),this.canvas_view.prepare_canvas(),Date.now()-this.interactive_timestamp<this.model.plot.lod_interval?(this.lod_started||(this.model.plot.trigger_event(new b.LODStart({})),this.lod_started=!0),this.interactive=!0,i=this.model.plot.lod_timeout,setTimeout(function(t){return function(){return t.interactive&&Date.now()-t.interactive_timestamp>i&&(t.interactive=!1),t.request_render()}}(this),i)):(this.interactive=!1,this.lod_started&&(this.model.plot.trigger_event(new b.LODEnd({})),this.lod_started=!1)),s=this.renderer_views;for(n in s)if(a=s[n],null==this.range_update_timestamp||a.set_data_timestamp>this.range_update_timestamp){this.update_dataranges();break}return this.model.frame._update_scales(),t=this.canvas_view.ctx,t.pixel_ratio=o=this.canvas.pixel_ratio,t.save(),t.scale(o,o),t.translate(.5,.5),e=[this.canvas.vx_to_sx(this.frame._left.value),this.canvas.vy_to_sy(this.frame._top.value),this.frame._width.value,this.frame._height.value],this._map_hook(t,e),this._paint_empty(t,e),this.prepare_webgl(o,e),t.save(),this.visuals.outline_line.doit&&(this.visuals.outline_line.set_value(t),u=e[0],c=e[1],l=e[2],r=e[3],u+l===this.canvas._width.value&&(l-=1),c+r===this.canvas._height.value&&(r-=1),t.strokeRect(u,c,l,r)),t.restore(),this._paint_levels(t,[\"image\",\"underlay\",\"glyph\"],e),this.blit_webgl(o),this._paint_levels(t,[\"annotation\"],e),this._paint_levels(t,[\"overlay\"]),null==this.initial_range_info&&this.set_initial_range(),t.restore(),this._has_finished?void 0:(this._has_finished=!0,this.notify_finished())}},e.prototype._paint_levels=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y;for(t.save(),null!=r&&\"canvas\"===this.model.plot.output_backend&&(t.beginPath(),t.rect.apply(t,r),t.clip()),i={},h=this.model.plot.renderers,n=o=0,a=h.length;o<a;n=++o)p=h[n],i[p.id]=n;for(y=function(t){return i[t.model.id]},s=0,l=e.length;s<l;s++)for(c=e[s],f=E.sortBy(j.values(this.levels[c]),y),_=0,u=f.length;_<u;_++)d=f[_],d.render();return t.restore()},e.prototype._map_hook=function(t,e){},e.prototype._paint_empty=function(t,e){if(t.clearRect(0,0,this.canvas_view.model._width.value,this.canvas_view.model._height.value),this.visuals.border_fill.doit&&(this.visuals.border_fill.set_value(t),t.fillRect(0,0,this.canvas_view.model._width.value,this.canvas_view.model._height.value),\n",
       "      t.clearRect.apply(t,e)),this.visuals.background_fill.doit)return this.visuals.background_fill.set_value(t),t.fillRect.apply(t,e)},e.prototype.save=function(t){var e,r,n,i,o,s,a;return\"canvas\"===(o=this.model.plot.output_backend)||\"webgl\"===o?(r=this.canvas_view.get_canvas_element(),null!=r.msToBlob?(e=r.msToBlob(),window.navigator.msSaveBlob(e,t)):(i=document.createElement(\"a\"),i.href=r.toDataURL(\"image/png\"),i.download=t+\".png\",i.target=\"_blank\",i.dispatchEvent(new MouseEvent(\"click\")))):\"svg\"===this.model.plot.output_backend?(s=this.canvas_view.ctx.getSerializedSvg(!0),a=new Blob([s],{type:\"text/plain\"}),n=document.createElement(\"a\"),n.download=t+\".svg\",n.innerHTML=\"Download svg\",n.href=window.URL.createObjectURL(a),n.onclick=function(t){return document.body.removeChild(t.target)},n.style.display=\"none\",document.body.appendChild(n),n.click()):void 0},e}(k.DOMView),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"AbovePanel\",e}(w.LayoutCanvas),i=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"BelowPanel\",e}(w.LayoutCanvas),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"LeftPanel\",e}(w.LayoutCanvas),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"RightPanel\",e}(w.LayoutCanvas),r.PlotCanvas=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"PlotCanvas\",e.prototype.default_view=r.PlotCanvasView,e.prototype.initialize=function(t,r){var a;return e.__super__.initialize.call(this,t,r),this.canvas=new h.Canvas({map:null!=(a=this.use_map)&&a,initial_width:this.plot.plot_width,initial_height:this.plot.plot_height,use_hidpi:this.plot.hidpi,output_backend:this.plot.output_backend}),this.frame=new p.CartesianFrame({x_range:this.plot.x_range,extra_x_ranges:this.plot.extra_x_ranges,x_scale:this.plot.x_scale,y_range:this.plot.y_range,extra_y_ranges:this.plot.extra_y_ranges,y_scale:this.plot.y_scale}),this.above_panel=new n,this.below_panel=new i,this.left_panel=new o,this.right_panel=new s,S.logger.debug(\"PlotCanvas initialized\")},e.prototype._doc_attached=function(){return this.canvas.attach_document(this.document),this.frame.attach_document(this.document),this.above_panel.attach_document(this.document),this.below_panel.attach_document(this.document),this.left_panel.attach_document(this.document),this.right_panel.attach_document(this.document),e.__super__._doc_attached.call(this),S.logger.debug(\"PlotCanvas attached to document\")},e.override({sizing_mode:\"stretch_both\"}),e.internal({plot:[O.Instance],toolbar:[O.Instance],canvas:[O.Instance],frame:[O.Instance]}),e.prototype.get_layoutable_children=function(){var t,e;return t=[this.above_panel,this.below_panel,this.left_panel,this.right_panel,this.canvas,this.frame],e=function(e){var r,n,i,o;for(o=[],r=0,n=e.length;r<n;r++)i=e[r],null!=i.panel?o.push(t.push(i.panel)):o.push(void 0);return o},e(this.plot.above),e(this.plot.below),e(this.plot.left),e(this.plot.right),t},e.prototype.get_constraints=function(){return e.__super__.get_constraints.call(this).concat(this._get_constant_constraints(),this._get_side_constraints())},e.prototype._get_constant_constraints=function(){return[M.GE(this.above_panel._height,-this.plot.min_border_top),M.GE(this.below_panel._height,-this.plot.min_border_bottom),M.GE(this.left_panel._width,-this.plot.min_border_left),M.GE(this.right_panel._width,-this.plot.min_border_right),M.EQ(this.above_panel._top,[-1,this.canvas._top]),M.EQ(this.above_panel._bottom,[-1,this.frame._top]),M.EQ(this.above_panel._left,[-1,this.left_panel._right]),M.EQ(this.above_panel._right,[-1,this.right_panel._left]),M.EQ(this.below_panel._top,[-1,this.frame._bottom]),M.EQ(this.below_panel._bottom,[-1,this.canvas._bottom]),M.EQ(this.below_panel._left,[-1,this.left_panel._right]),M.EQ(this.below_panel._right,[-1,this.right_panel._left]),M.EQ(this.left_panel._top,[-1,this.above_panel._bottom]),M.EQ(this.left_panel._bottom,[-1,this.below_panel._top]),M.EQ(this.left_panel._left,[-1,this.canvas._left]),M.EQ(this.left_panel._right,[-1,this.frame._left]),M.EQ(this.right_panel._top,[-1,this.above_panel._bottom]),M.EQ(this.right_panel._bottom,[-1,this.below_panel._top]),M.EQ(this.right_panel._left,[-1,this.frame._right]),M.EQ(this.right_panel._right,[-1,this.canvas._right]),M.EQ(this._top,[-1,this.above_panel._height]),M.EQ(this._left,[-1,this.left_panel._width]),M.EQ(this._height,[-1,this._bottom],[-1,this.below_panel._height]),M.EQ(this._width,[-1,this._right],[-1,this.right_panel._width])]},e.prototype._get_side_constraints=function(){var t,e,r,n,i,o,s,a,l,u,c,h,p,d,f,y,m;if(n=[],e=function(){var t;return t=1<=arguments.length?_.call(arguments,0):[],n.push.apply(n,t)},t=this.plot.above,r=this.plot.below,a=this.plot.left,y=this.plot.right,i=function(t){return t[0]},m=function(t){return t[t.length-1]},t.length>0)for(e(M.EQ(i(t).panel._bottom,[-1,this.above_panel._bottom])),e(M.LE(m(t).panel._top,[-1,this.above_panel._top])),e.apply(null,E.pairwise(t,function(t,e){return M.EQ(t.panel._top,[-1,e.panel._bottom])})),o=0,l=t.length;o<l;o++)f=t[o],e(M.EQ(f.panel._left,[-1,this.above_panel._left])),e(M.EQ(f.panel._right,[-1,this.above_panel._right]));if(r.length>0)for(e(M.EQ(i(r).panel._top,[-1,this.below_panel._top])),e(M.GE(m(r).panel._bottom,[-1,this.below_panel._bottom])),e.apply(null,E.pairwise(r,function(t,e){return M.EQ(t.panel._bottom,[-1,e.panel._top])})),s=0,u=r.length;s<u;s++)f=r[s],e(M.EQ(f.panel._left,[-1,this.below_panel._left])),e(M.EQ(f.panel._right,[-1,this.below_panel._right]));if(a.length>0)for(e(M.EQ(i(a).panel._right,[-1,this.left_panel._right])),e(M.GE(m(a).panel._left,[-1,this.left_panel._left])),e.apply(null,E.pairwise(a,function(t,e){return M.EQ(t.panel._left,[-1,e.panel._right])})),p=0,c=a.length;p<c;p++)f=a[p],e(M.EQ(f.panel._top,[-1,this.left_panel._top])),e(M.EQ(f.panel._bottom,[-1,this.left_panel._bottom]));if(y.length>0)for(e(M.EQ(i(y).panel._left,[-1,this.right_panel._left])),e(M.LE(m(y).panel._right,[-1,this.right_panel._right])),e.apply(null,E.pairwise(y,function(t,e){return M.EQ(t.panel._right,[-1,e.panel._left])})),d=0,h=y.length;d<h;d++)f=y[d],e(M.EQ(f.panel._top,[-1,this.right_panel._top])),e(M.EQ(f.panel._bottom,[-1,this.right_panel._bottom]));return n},e}(y.LayoutDOM)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(156),s=t(14);r.DataRange=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"DataRange\",e.define({names:[s.Array,[]],renderers:[s.Array,[]]}),e}(o.Range)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(152),s=t(158),a=t(13),l=t(14),u=t(22);r.DataRange1d=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"DataRange1d\",e.define({start:[l.Number],end:[l.Number],range_padding:[l.Number,.1],range_padding_units:[l.PaddingUnits,\"percent\"],flipped:[l.Bool,!1],follow:[l.StartEnd],follow_interval:[l.Number],default_span:[l.Number,2],bounds:[l.Any],min_interval:[l.Any],max_interval:[l.Any]}),e.internal({scale_hint:[l.String,\"auto\"]}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.plot_bounds={},this.have_updated_interactively=!1,this._initial_start=this.start,this._initial_end=this.end,this._initial_range_padding=this.range_padding,this._initial_range_padding_units=this.range_padding_units,this._initial_follow=this.follow,this._initial_follow_interval=this.follow_interval,this._initial_default_span=this.default_span},e.getters({min:function(){return Math.min(this.start,this.end)},max:function(){return Math.max(this.start,this.end)}}),e.prototype.computed_renderers=function(){var t,e,r,n,i,o,l,u,c,_,h;if(o=this.names,_=this.renderers,0===_.length)for(c=this.plots,e=0,n=c.length;e<n;e++)l=c[e],t=l.renderers,h=function(){var e,r,n;for(n=[],e=0,r=t.length;e<r;e++)u=t[e],u instanceof s.GlyphRenderer&&n.push(u);return n}(),_=_.concat(h);for(o.length>0&&(_=function(){var t,e,r;for(r=[],t=0,e=_.length;t<e;t++)u=_[t],o.indexOf(u.name)>=0&&r.push(u);return r}()),a.logger.debug(\"computed \"+_.length+\" renderers for DataRange1d \"+this.id),r=0,i=_.length;r<i;r++)u=_[r],a.logger.trace(\" - \"+u.type+\" \"+u.id);return _},e.prototype._compute_plot_bounds=function(t,e){var r,n,i,o;for(o=u.empty(),r=0,n=t.length;r<n;r++)i=t[r],null!=e[i.id]&&(o=u.union(o,e[i.id]));return o},e.prototype._compute_min_max=function(t,e){var r,n,i,o,s,a,l;o=u.empty();for(r in t)l=t[r],o=u.union(o,l);return 0===e?(s=[o.minX,o.maxX],i=s[0],n=s[1]):(a=[o.minY,o.maxY],i=a[0],n=a[1]),[i,n]},e.prototype._compute_range=function(t,e){var r,n,i,o,s,l,u,c,_,h,p,d,f;return u=null!=(c=this.range_padding)?c:0,\"log\"===this.scale_hint?((isNaN(t)||!isFinite(t)||t<=0)&&(t=isNaN(e)||!isFinite(e)||e<=0?.1:e/100,a.logger.warn(\"could not determine minimum data value for log axis, DataRange1d using value \"+t)),(isNaN(e)||!isFinite(e)||e<=0)&&(e=isNaN(t)||!isFinite(t)||t<=0?10:100*t,a.logger.warn(\"could not determine maximum data value for log axis, DataRange1d using value \"+e)),e===t?(d=this.default_span+.001,r=Math.log(t)/Math.log(10)):(\"percent\"===this.range_padding_units?(l=Math.log(t)/Math.log(10),s=Math.log(e)/Math.log(10),d=(s-l)*(1+u)):(l=Math.log(t-u)/Math.log(10),s=Math.log(e+u)/Math.log(10),d=s-l),r=(l+s)/2),_=[Math.pow(10,r-d/2),Math.pow(10,r+d/2)],f=_[0],n=_[1]):(d=e===t?this.default_span:\"percent\"===this.range_padding_units?(e-t)*(1+u):e-t+2*u,r=(e+t)/2,h=[r-d/2,r+d/2],f=h[0],n=h[1]),o=1,this.flipped&&(p=[n,f],f=p[0],n=p[1],o=-1),i=this.follow_interval,null!=i&&Math.abs(f-n)>i&&(\"start\"===this.follow?n=f+o*i:\"end\"===this.follow&&(f=n-o*i)),[f,n]},e.prototype.update=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p;if(!this.have_updated_interactively)return h=this.computed_renderers(),this.plot_bounds[r]=this._compute_plot_bounds(h,t),u=this._compute_min_max(this.plot_bounds,e),a=u[0],s=u[1],c=this._compute_range(a,s),p=c[0],o=c[1],null!=this._initial_start&&(\"log\"===this.scale_hint?this._initial_start>0&&(p=this._initial_start):p=this._initial_start),null!=this._initial_end&&(\"log\"===this.scale_hint?this._initial_end>0&&(o=this._initial_end):o=this._initial_end),_=[this.start,this.end],i=_[0],n=_[1],p===i&&o===n||(l={},p!==i&&(l.start=p),o!==n&&(l.end=o),this.setv(l)),\"auto\"===this.bounds&&this.setv({bounds:[p,o]},{silent:!0}),this.change.emit()},e.prototype.reset=function(){return this.have_updated_interactively=!1,this.setv({range_padding:this._initial_range_padding,range_padding_units:this._initial_range_padding_units,follow:this._initial_follow,follow_interval:this._initial_follow_interval,default_span:this._initial_default_span},{silent:!0}),this.change.emit()},e}(o.DataRange)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(156),s=t(14),a=t(21),l=t(41);r.map_one_level=function(t,e,r){var n,i,o,s,a;for(null==r&&(r=0),a={},i=o=0,s=t.length;o<s;i=++o){if(n=t[i],n in a)throw new Error(\"duplicate factor or subfactor \"+n);a[n]={value:.5+i*(1+e)+r}}return[a,(t.length-1)*e]},r.map_two_levels=function(t,e,n,i){var o,s,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x;for(null==i&&(i=0),h={},b={},w=[],l=0,c=t.length;l<c;l++)d=t[l],o=d[0],s=d[1],o in b||(b[o]=[],w.push(o)),b[o].push(s);for(m=i,x=0,u=0,_=w.length;u<_;u++)o=w[u],p=b[o].length,f=r.map_one_level(b[o],n,m),y=f[0],v=f[1],x+=v,g=a.sum(function(){var t,e,r,n;for(r=b[o],n=[],t=0,e=r.length;t<e;t++)s=r[t],n.push(y[s].value);return n}()),h[o]={value:g/p,mapping:y},m+=p+e+v;return[h,w,(w.length-1)*e+x]},r.map_three_levels=function(t,e,n,i,o){var s,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;for(null==o&&(o=0),y={},T={},O=[],c=0,p=t.length;c<p;c++)g=t[c],s=g[0],l=g[1],u=g[2],s in T||(T[s]=[],O.push(s)),T[s].push([l,u]);for(m=[],k=o,P=0,_=0,d=O.length;_<d;_++){for(s=O[_],v=T[s].length,b=r.map_two_levels(T[s],n,i,k),w=b[0],x=b[1],M=b[2],h=0,f=x.length;h<f;h++)l=x[h],m.push([s,l]);P+=M,S=a.sum(function(){var t,e,r,n,i;for(r=T[s],i=[],e=0,t=r.length;e<t;e++)n=r[e],l=n[0],u=n[1],i.push(w[l].value);return i}()),y[s]={value:S/v,mapping:w},k+=v+e+M}return[y,O,m,(O.length-1)*e+P]},r.FactorRange=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"FactorRange\",e.define({factors:[s.Array,[]],factor_padding:[s.Number,0],subgroup_padding:[s.Number,.8],group_padding:[s.Number,1.4],range_padding:[s.Number,0],range_padding_units:[s.PaddingUnits,\"percent\"],start:[s.Number],end:[s.Number],bounds:[s.Any],min_interval:[s.Any],max_interval:[s.Any]}),e.getters({min:function(){return this.start},max:function(){return this.end}}),e.internal({levels:[s.Number],mids:[s.Array],tops:[s.Array],tops_groups:[s.Array]}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this._init(),this.connect(this.properties.factors.change,function(){return this._init()}),this.connect(this.properties.factor_padding.change,function(){return this._init()}),this.connect(this.properties.group_padding.change,function(){return this._init()}),this.connect(this.properties.subgroup_padding.change,function(){return this._init()}),this.connect(this.properties.range_padding.change,function(){return this._init()}),this.connect(this.properties.range_padding_units.change,function(){return this._init()})},e.prototype.reset=function(){return this._init(),this.change.emit()},e.prototype.synthetic=function(t){var e;return l.isNumber(t)?t:l.isString(t)?this._lookup([t]):(e=0,l.isNumber(t[t.length-1])&&(e=t[t.length-1],t=t.slice(0,-1)),this._lookup(t)+e)},e.prototype.v_synthetic=function(t){var e,r;return e=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)r=t[e],i.push(this.synthetic(r));return i}.call(this)},e.prototype._init=function(){var t,e,n,i,o,s,u,c;if(a.all(this.factors,l.isString))i=1,o=r.map_one_level(this.factors,this.factor_padding),this._mapping=o[0],n=o[1];else if(a.all(this.factors,function(t){return l.isArray(t)&&2===t.length&&l.isString(t[0])&&l.isString(t[1])}))i=2,s=r.map_two_levels(this.factors,this.group_padding,this.factor_padding),this._mapping=s[0],this.tops=s[1],n=s[2];else{if(!a.all(this.factors,function(t){return l.isArray(t)&&3===t.length&&l.isString(t[0])&&l.isString(t[1])&&l.isString(t[2])}))throw new Error(\"\");i=3,u=r.map_three_levels(this.factors,this.group_padding,this.subgroup_padding,this.factor_padding),this._mapping=u[0],this.tops=u[1],this.mids=u[2],n=u[3]}if(c=0,t=this.factors.length+n,\"percent\"===this.range_padding_units?(e=(t-c)*this.range_padding/2,c-=e,t+=e):(c-=this.range_padding,t+=this.range_padding),this.setv({start:c,end:t,levels:i},{silent:!0}),\"auto\"===this.bounds)return this.setv({bounds:[c,t]},{silent:!0})},e.prototype._lookup=function(t){return 1===t.length?this._mapping[t[0]].value:2===t.length?this._mapping[t[0]].mapping[t[1]].value:3===t.length?this._mapping[t[0]].mapping[t[1]].mapping[t[2]].value:void 0},e}(o.Range)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(152);r.DataRange=n.DataRange;var i=t(153);r.DataRange1d=i.DataRange1d;var o=t(154);r.FactorRange=o.FactorRange;var s=t(156);r.Range=s.Range;var a=t(157);r.Range1d=a.Range1d},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(49),s=t(14);r.Range=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"Range\",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.change,function(){var t;return null!=(t=this.callback)?t.execute(this):void 0})},e.define({callback:[s.Instance]}),e.internal({plots:[s.Array,[]]}),e.prototype.reset=function(){return this.change.emit()},e}(o.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new 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this._set_auto_bounds(),this.start!==this._initial_start||this.end!==this._initial_end?this.setv({start:this._initial_start,end:this._initial_end}):this.change.emit()},e}(o.Range)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(162),a=t(112),l=t(175),u=t(169),c=t(13),_=t(14),h=t(21),p=t(29);r.GlyphRendererView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){var r,n,i,s,a,u,c,_,h,d;if(e.__super__.initialize.call(this,t),r=this.model.glyph,s=o.call(r.mixins,\"fill\")>=0,a=o.call(r.mixins,\"line\")>=0,i=p.clone(r.attributes),delete i.id,c=function(t){var e;return e=p.clone(i),s&&p.extend(e,t.fill),a&&p.extend(e,t.line),new r.constructor(e)},this.glyph=this.build_glyph_view(r),d=this.model.selection_glyph,null==d?d=c({fill:{},line:{}}):\"auto\"===d&&(d=c(this.model.selection_defaults)),this.selection_glyph=this.build_glyph_view(d),h=this.model.nonselection_glyph,null==h?h=c({fill:{},line:{}}):\"auto\"===h&&(h=c(this.model.nonselection_defaults)),this.nonselection_glyph=this.build_glyph_view(h),u=this.model.hover_glyph,null!=u&&(this.hover_glyph=this.build_glyph_view(u)),_=this.model.muted_glyph,null!=_&&(this.muted_glyph=this.build_glyph_view(_)),n=c(this.model.decimated_defaults),this.decimated_glyph=this.build_glyph_view(n),this.xscale=this.plot_view.frame.xscales[this.model.x_range_name],this.yscale=this.plot_view.frame.yscales[this.model.y_range_name],this.set_data(!1),this.model.data_source instanceof l.RemoteDataSource)return this.model.data_source.setup()},e.getters({xmapper:function(){return log.warning(\"xmapper attr is deprecated, use xscale\"),this.xscale},ymapper:function(){return log.warning(\"ymapper attr is deprecated, use yscale\"),this.yscale}}),e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,renderer:this,plot_view:this.plot_view,parent:this})},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(){return this.request_render()}),this.connect(this.model.glyph.change,function(){return this.set_data()}),this.connect(this.model.data_source.change,function(){return this.set_data()}),this.connect(this.model.data_source.streaming,function(){return this.set_data()}),this.connect(this.model.data_source.patching,function(t){return this.set_data(!0,t)}),this.connect(this.model.data_source.select,function(){return this.request_render()}),null!=this.hover_glyph&&this.connect(this.model.data_source.inspect,function(){return this.request_render()}),this.connect(this.model.properties.view.change,function(){return this.set_data()}),this.connect(this.model.view.change,function(){return this.set_data()}),this.connect(this.model.glyph.transformchange,function(){return this.set_data()})},e.prototype.have_selection_glyphs=function(){return null!=this.selection_glyph&&null!=this.nonselection_glyph},e.prototype.set_data=function(t,e){var 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t,e,r,n,i,s,l,u,_,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A;if(this.model.visible){if(S=Date.now(),l=this.glyph.glglyph,T=Date.now(),this.glyph.map_data(),e=Date.now()-S,O=Date.now(),p=this.glyph.mask_data(this.all_indices),r=Date.now()-O,t=this.plot_view.canvas_view.ctx,t.save(),x=this.model.data_source.selected,x=x&&0!==x.length?x[\"0d\"].glyph?this.glyph instanceof a.LineView?p:this.model.view.convert_indices_from_subset(p):x[\"1d\"].indices.length>0?x[\"1d\"].indices:function(){var t,e,r,n;for(r=Object.keys(x[\"2d\"].indices),n=[],t=0,e=r.length;t<e;t++)_=r[t],n.push(parseInt(_));return n}():[],d=this.model.data_source.inspected,d=d&&0!==d.length?d[\"0d\"].glyph?this.glyph instanceof a.LineView?p:this.model.view.convert_indices_from_subset(p):d[\"1d\"].indices.length>0?d[\"1d\"].indices:function(){var t,e,r,n;for(r=Object.keys(d[\"2d\"].indices),n=[],t=0,e=r.length;t<e;t++)_=r[t],n.push(parseInt(_));return n}():[],d=function(){var 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r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(162),a=t(13),l=t(14);r.DynamicImageView=function(t){function e(){return this._on_image_error=n(this._on_image_error,this),this._on_image_load=n(this._on_image_load,this),e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(){return this.request_render()})},e.prototype.get_extent=function(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]},e.prototype._set_data=function(){return this.map_plot=this.plot_view.model.plot,this.map_canvas=this.plot_view.canvas_view.ctx,this.map_frame=this.plot_view.frame,this.x_range=this.map_plot.x_range,this.y_range=this.map_plot.y_range,this.lastImage=void 0,this.extent=this.get_extent()},e.prototype._map_data=function(){return this.initial_extent=this.get_extent()},e.prototype._on_image_load=function(t){var e;if(e=t.target.image_data,e.img=t.target,e.loaded=!0,this.lastImage=e,this.get_extent().join(\":\")===e.cache_key)return this.request_render()},e.prototype._on_image_error=function(t){var e;return a.logger.error(\"Error loading image: \"+t.target.src),e=t.target.image_data,this.model.image_source.remove_image(e)},e.prototype._create_image=function(t){var e;return e=new Image,e.onload=this._on_image_load,e.onerror=this._on_image_error,e.alt=\"\",e.image_data={bounds:t,loaded:!1,cache_key:t.join(\":\")},this.model.image_source.add_image(e.image_data),e.src=this.model.image_source.get_image_url(t[0],t[1],t[2],t[3],Math.ceil(this.map_frame._height.value),Math.ceil(this.map_frame._width.value)),e},e.prototype.render=function(t,e,r){var n,i;return null==this.map_initialized&&(this._set_data(),this._map_data(),this.map_initialized=!0),n=this.get_extent(),this.render_timer&&clearTimeout(this.render_timer),i=this.model.image_source.images[n.join(\":\")],null!=i&&i.loaded?void this._draw_image(n.join(\":\")):(null!=this.lastImage&&this._draw_image(this.lastImage.cache_key),null==i?this.render_timer=setTimeout(function(t){return function(){return t._create_image(n)}}(this),125):void 0)},e.prototype._draw_image=function(t){var e,r,n,i,o,s,a,l,u,c,_;if(e=this.model.image_source.images[t],null!=e)return this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha,r=this.plot_view.frame.map_to_screen([e.bounds[0]],[e.bounds[3]],this.plot_view.canvas),l=r[0],_=r[1],n=this.plot_view.frame.map_to_screen([e.bounds[2]],[e.bounds[1]],this.plot_view.canvas),a=n[0],c=n[1],l=l[0],_=_[0],a=a[0],c=c[0],o=a-l,i=c-_,s=l,u=_,this.map_canvas.drawImage(e.img,s,u,o,i),this.map_canvas.restore()},e.prototype._set_rect=function(){var t,e,r,n,i;return r=this.plot_model.plot.properties.outline_line_width.value(),e=this.plot_view.canvas.vx_to_sx(this.map_frame._left.value)+r/2,n=this.plot_view.canvas.vy_to_sy(this.map_frame._top.value)+r/2,i=this.map_frame._width.value-r,t=this.map_frame._height.value-r,this.map_canvas.rect(e,n,i,t),this.map_canvas.clip()},e}(s.RendererView),r.DynamicImageRenderer=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.DynamicImageView,e.prototype.type=\"DynamicImageRenderer\",e.define({alpha:[l.Number,1],image_source:[l.Instance],render_parents:[l.Bool,!0]}),e.override({level:\"underlay\"}),e}(s.Renderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0}),r.ImagePool=function(){function t(){this.images=[]}return t.prototype.pop=function(){var t;return t=this.images.pop(),null!=t?t:new Image},t.prototype.push=function(t){if(!(this.images.length>50))return t.constructor===Array?Array.prototype.push.apply(this.images,t):this.images.push(t)},t}()},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(49);r.ImageSource=function(t){function e(t){null==t&&(t={}),e.__super__.constructor.apply(this,arguments),this.images={},this.normalize_case()}return n(e,t),e.prototype.type=\"ImageSource\",e.define({url:[o.String,\"\"],extra_url_vars:[o.Any,{}]}),e.prototype.normalize_case=function(){\"Note: should probably be refactored into subclasses.\";var t;return t=this.url,t=t.replace(\"{xmin}\",\"{XMIN}\"),t=t.replace(\"{ymin}\",\"{YMIN}\"),t=t.replace(\"{xmax}\",\"{XMAX}\"),t=t.replace(\"{ymax}\",\"{YMAX}\"),t=t.replace(\"{height}\",\"{HEIGHT}\"),t=t.replace(\"{width}\",\"{WIDTH}\"),this.url=t},e.prototype.string_lookup_replace=function(t,e){var r,n,i;n=t;for(r in e)i=e[r],n=n.replace(\"{\"+r+\"}\",i.toString());return n},e.prototype.add_image=function(t){return this.images[t.cache_key]=t},e.prototype.remove_image=function(t){return delete this.images[t.cache_key]},e.prototype.get_image_url=function(t,e,r,n,i,o){var s;return s=this.string_lookup_replace(this.url,this.extra_url_vars),s.replace(\"{XMIN}\",t).replace(\"{YMIN}\",e).replace(\"{XMAX}\",r).replace(\"{YMAX}\",n).replace(\"{WIDTH}\",o).replace(\"{HEIGHT}\",i)},e}(s.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(192);r.BBoxTileSource=n.BBoxTileSource;var i=t(193);r.DynamicImageRenderer=i.DynamicImageRenderer;var o=t(195);r.ImageSource=o.ImageSource;var s=t(197);r.MercatorTileSource=s.MercatorTileSource;var a=t(198);r.QUADKEYTileSource=a.QUADKEYTileSource;var l=t(199);r.TileRenderer=l.TileRenderer;var u=t(200);r.TileSource=u.TileSource;var c=t(202);r.TMSTileSource=c.TMSTileSource;var _=t(203);r.WMTSTileSource=_.WMTSTileSource},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(200),a=t(14);r.MercatorTileSource=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"MercatorTileSource\",e.define({wrap_around:[a.Bool,!0]}),e.override({x_origin_offset:20037508.34,y_origin_offset:20037508.34,initial_resolution:156543.03392804097}),e.prototype.initialize=function(t){var r;return e.__super__.initialize.call(this,t),this._resolutions=function(){var t,e,n,i;for(i=[],r=t=e=this.min_zoom,n=this.max_zoom;e<=n?t<=n:t>=n;r=e<=n?++t:--t)i.push(this.get_resolution(r));return i}.call(this)},e.prototype._computed_initial_resolution=function(){return null!=this.initial_resolution?this.initial_resolution:2*Math.PI*6378137/this.tile_size},e.prototype.is_valid_tile=function(t,e,r){return!(!this.wrap_around&&(t<0||t>=Math.pow(2,r)))&&!(e<0||e>=Math.pow(2,r))},e.prototype.retain_children=function(t){var e,r,n,i,o,s,a;i=t.quadkey,n=i.length,r=n+3,o=this.tiles,s=[];for(e in o)a=o[e],0===a.quadkey.indexOf(i)&&a.quadkey.length>n&&a.quadkey.length<=r?s.push(a.retain=!0):s.push(void 0);return s},e.prototype.retain_neighbors=function(t){var e,r,n,i,s,a,l,u,c,_,h,p,d,f,y;r=4,s=t.tile_coords,h=s[0],p=s[1],d=s[2],n=function(){var t,e,n,i;for(i=[],f=t=e=h-r,n=h+r;e<=n?t<=n:t>=n;f=e<=n?++t:--t)i.push(f);return i}(),i=function(){var t,e,n,i;for(i=[],y=t=e=p-r,n=p+r;e<=n?t<=n:t>=n;y=e<=n?++t:--t)i.push(y);return i}(),a=this.tiles,c=[];for(e in a)_=a[e],_.tile_coords[2]===d&&(l=_.tile_coords[0],o.call(n,l)>=0)&&(u=_.tile_coords[1],o.call(i,u)>=0)?c.push(_.retain=!0):c.push(void 0);return c},e.prototype.retain_parents=function(t){var e,r,n,i,o;r=t.quadkey,n=this.tiles,i=[];for(e in n)o=n[e],i.push(o.retain=0===r.indexOf(o.quadkey));return i},e.prototype.children_by_tile_xyz=function(t,e,r){var n,i,o,s,a,l,u,c,_;for(_=this.calculate_world_x_by_tile_xyz(t,e,r),0!==_&&(l=this.normalize_xyz(t,e,r),t=l[0],e=l[1],r=l[2]),a=this.tile_xyz_to_quadkey(t,e,r),i=[],o=s=0;s<=3;o=s+=1)u=this.quadkey_to_tile_xyz(a+o.toString()),t=u[0],e=u[1],r=u[2],0!==_&&(c=this.denormalize_xyz(t,e,r,_),t=c[0],e=c[1],r=c[2]),n=this.get_tile_meter_bounds(t,e,r),null!=n&&i.push([t,e,r,n]);return i},e.prototype.parent_by_tile_xyz=function(t,e,r){var n,i;return i=this.tile_xyz_to_quadkey(t,e,r),n=i.substring(0,i.length-1),this.quadkey_to_tile_xyz(n)},e.prototype.get_resolution=function(t){return this._computed_initial_resolution()/Math.pow(2,t)},e.prototype.get_resolution_by_extent=function(t,e,r){var n,i;return n=(t[2]-t[0])/r,i=(t[3]-t[1])/e,[n,i]},e.prototype.get_level_by_extent=function(t,e,r){var n,i,o,s,a,l,u,c;for(u=(t[2]-t[0])/r,c=(t[3]-t[1])/e,l=Math.max(u,c),n=0,a=this._resolutions,i=0,o=a.length;i<o;i++){if(s=a[i],l>s){if(0===n)return 0;if(n>0)return n-1}n+=1}},e.prototype.get_closest_level_by_extent=function(t,e,r){var n,i,o,s,a;return s=(t[2]-t[0])/r,a=(t[3]-t[1])/e,i=Math.max(s,a),o=this._resolutions,n=this._resolutions.reduce(function(t,e){return Math.abs(e-i)<Math.abs(t-i)?e:t}),this._resolutions.indexOf(n)},e.prototype.snap_to_zoom=function(t,e,r,n){var i,o,s,a,l,u,c,_,h;return i=this._resolutions[n],o=r*i,s=e*i,u=t[0],h=t[1],l=t[2],_=t[3],a=(o-(l-u))/2,c=(s-(_-h))/2,[u-a,h-c,l+a,_+c]},e.prototype.tms_to_wmts=function(t,e,r){\"Note this works both ways\";return[t,Math.pow(2,r)-1-e,r]},e.prototype.wmts_to_tms=function(t,e,r){\"Note this works both ways\";return[t,Math.pow(2,r)-1-e,r]},e.prototype.pixels_to_meters=function(t,e,r){var n,i,o;return o=this.get_resolution(r),n=t*o-this.x_origin_offset,i=e*o-this.y_origin_offset,[n,i]},e.prototype.meters_to_pixels=function(t,e,r){var n,i,o;return o=this.get_resolution(r),n=(t+this.x_origin_offset)/o,i=(e+this.y_origin_offset)/o,[n,i]},e.prototype.pixels_to_tile=function(t,e){var r,n;return r=Math.ceil(t/parseFloat(this.tile_size)),r=0===r?r:r-1,n=Math.max(Math.ceil(e/parseFloat(this.tile_size))-1,0),[r,n]},e.prototype.pixels_to_raster=function(t,e,r){var n;return n=this.tile_size<<r,[t,n-e]},e.prototype.meters_to_tile=function(t,e,r){var n,i,o;return o=this.meters_to_pixels(t,e,r),n=o[0],i=o[1],this.pixels_to_tile(n,i)},e.prototype.get_tile_meter_bounds=function(t,e,r){var n,i,o,s,a,l;return n=this.pixels_to_meters(t*this.tile_size,e*this.tile_size,r),s=n[0],l=n[1],i=this.pixels_to_meters((t+1)*this.tile_size,(e+1)*this.tile_size,r),o=i[0],a=i[1],null!=s&&null!=l&&null!=o&&null!=a?[s,l,o,a]:void 0},e.prototype.get_tile_geographic_bounds=function(t,e,r){var n,i,o,s,a,l;return n=this.get_tile_meter_bounds(t,e,r),l=this.utils.meters_extent_to_geographic(n),a=l[0],s=l[1],o=l[2],i=l[3],[a,s,o,i]},e.prototype.get_tiles_by_extent=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w;for(null==r&&(r=1),g=t[0],w=t[1],v=t[2],b=t[3],o=this.meters_to_tile(g,w,e),d=o[0],m=o[1],s=this.meters_to_tile(v,b,e),p=s[0],y=s[1],d-=r,m-=r,p+=r,y+=r,_=[],f=n=a=y,l=m;n>=l;f=n+=-1)for(h=i=u=d,c=p;i<=c;h=i+=1)this.is_valid_tile(h,f,e)&&_.push([h,f,e,this.get_tile_meter_bounds(h,f,e)]);return _=this.sort_tiles_from_center(_,[d,m,p,y])},e.prototype.quadkey_to_tile_xyz=function(t){\"Computes tile x, y and z values based on quadKey.\";var e,r,n,i,o,s,a,l;for(o=0,s=0,a=t.length,e=r=i=a;r>0;e=r+=-1)switch(l=t.charAt(a-e),n=1<<e-1,l){case\"0\":continue;case\"1\":o|=n;break;case\"2\":s|=n;break;case\"3\":o|=n,s|=n;break;default:throw new TypeError(\"Invalid Quadkey: \"+t)}return[o,s,a]},e.prototype.tile_xyz_to_quadkey=function(t,e,r){\"Computes quadkey value based on tile x, y and z values.\";var n,i,o,s,a,l;for(a=\"\",i=o=l=r;o>0;i=o+=-1)n=0,s=1<<i-1,0!==(t&s)&&(n+=1),0!==(e&s)&&(n+=2),a+=n.toString();return a},e.prototype.children_by_tile_xyz=function(t,e,r){var n,i,o,s,a,l;for(a=this.tile_xyz_to_quadkey(t,e,r),i=[],o=s=0;s<=3;o=s+=1)l=this.quadkey_to_tile_xyz(a+o.toString()),t=l[0],e=l[1],r=l[2],n=this.get_tile_meter_bounds(t,e,r),null!=n&&i.push([t,e,r,n]);return i},e.prototype.parent_by_tile_xyz=function(t,e,r){var n,i;return i=this.tile_xyz_to_quadkey(t,e,r),n=i.substring(0,i.length-1),this.quadkey_to_tile_xyz(n)},e.prototype.get_closest_parent_by_tile_xyz=function(t,e,r){var n,i,o,s,a;for(a=this.calculate_world_x_by_tile_xyz(t,e,r),i=this.normalize_xyz(t,e,r),t=i[0],e=i[1],r=i[2],n=this.tile_xyz_to_quadkey(t,e,r);n.length>0;)if(n=n.substring(0,n.length-1),o=this.quadkey_to_tile_xyz(n),t=o[0],e=o[1],r=o[2],s=this.denormalize_xyz(t,e,r,a),t=s[0],e=s[1],r=s[2],this.tile_xyz_to_key(t,e,r)in this.tiles)return[t,e,r];return[0,0,0]},e.prototype.normalize_xyz=function(t,e,r){var n;return this.wrap_around?(n=Math.pow(2,r),[(t%n+n)%n,e,r]):[t,e,r]},e.prototype.denormalize_xyz=function(t,e,r,n){return[t+n*Math.pow(2,r),e,r]},e.prototype.denormalize_meters=function(t,e,r,n){return[t+2*n*Math.PI*6378137,e]},e.prototype.calculate_world_x_by_tile_xyz=function(t,e,r){return Math.floor(t/Math.pow(2,r))},e}(s.TileSource)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(197);r.QUADKEYTileSource=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"QUADKEYTileSource\",e.prototype.get_image_url=function(t,e,r){var n,i,o;return n=this.string_lookup_replace(this.url,this.extra_url_vars),o=this.tms_to_wmts(t,e,r),t=o[0],e=o[1],r=o[2],i=this.tile_xyz_to_quadkey(t,e,r),n.replace(\"{Q}\",i)},e}(o.MercatorTileSource)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){return function(){return t.apply(e,arguments)}},i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},a=t(194),l=t(203),u=t(162),c=t(5),_=t(14),h=t(41);r.TileRendererView=function(t){function e(){return this._update=n(this._update,this),this._prefetch_tiles=n(this._prefetch_tiles,this),this._on_tile_error=n(this._on_tile_error,this),this._on_tile_cache_load=n(this._on_tile_cache_load,this),this._on_tile_load=n(this._on_tile_load,this),this._add_attribution=n(this._add_attribution,this),e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return this.attributionEl=null,this._tiles=[],e.__super__.initialize.apply(this,arguments)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(){return this.request_render()})},e.prototype.get_extent=function(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]},e.prototype._set_data=function(){return this.pool=new a.ImagePool,this.map_plot=this.plot_model.plot,this.map_canvas=this.plot_view.canvas_view.ctx,this.map_frame=this.plot_model.frame,this.x_range=this.map_plot.x_range,this.y_range=this.map_plot.y_range,this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0},e.prototype._add_attribution=function(){var t,e,r,n,i;if(t=this.model.tile_source.attribution,h.isString(t)&&t.length>0)return null==this.attributionEl&&(i=this.plot_model.canvas._right.value-this.plot_model.frame._right.value,e=this.plot_model.frame._bottom.value,r=this.map_frame._width.value,this.attributionEl=c.div({\"class\":\"bk-tile-attribution\",style:{position:\"absolute\",bottom:e+\"px\",right:i+\"px\",\"max-width\":r+\"px\",padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.8)\",\"font-size\":\"9pt\",\"font-family\":\"sans-serif\"}}),n=this.plot_view.canvas_view.events_el,n.appendChild(this.attributionEl)),this.attributionEl.innerHTML=t},e.prototype._map_data=function(){var t,e;return this.initial_extent=this.get_extent(),e=this.model.tile_source.get_level_by_extent(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value),t=this.model.tile_source.snap_to_zoom(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value,e),this.x_range.start=t[0],this.y_range.start=t[1],this.x_range.end=t[2],this.y_range.end=t[3],this._add_attribution()},e.prototype._on_tile_load=function(t){var e;return e=t.target.tile_data,e.img=t.target,e.current=!0,e.loaded=!0,this.request_render()},e.prototype._on_tile_cache_load=function(t){var e;return e=t.target.tile_data,e.img=t.target,e.loaded=!0,e.finished=!0,this.notify_finished()},e.prototype._on_tile_error=function(t){var e;return e=t.target.tile_data,e.finished=!0},e.prototype._create_tile=function(t,e,r,n,i){var o,s,a;return null==i&&(i=!1),o=this.model.tile_source.normalize_xyz(t,e,r),a=this.pool.pop(),i?a.onload=this._on_tile_cache_load:a.onload=this._on_tile_load,a.onerror=this._on_tile_error,a.alt=\"\",a.tile_data={tile_coords:[t,e,r],normalized_coords:o,quadkey:this.model.tile_source.tile_xyz_to_quadkey(t,e,r),cache_key:this.model.tile_source.tile_xyz_to_key(t,e,r),bounds:n,loaded:!1,finished:!1,x_coord:n[0],y_coord:n[3]},this.model.tile_source.tiles[a.tile_data.cache_key]=a.tile_data,a.src=(s=this.model.tile_source).get_image_url.apply(s,o),this._tiles.push(a),a},e.prototype._enforce_aspect_ratio=function(){var t,e,r;return(this._last_height!==this.map_frame._height.value||this._last_width!==this.map_frame._width.value)&&(t=this.get_extent(),r=this.model.tile_source.get_level_by_extent(t,this.map_frame._height.value,this.map_frame._width.value),e=this.model.tile_source.snap_to_zoom(t,this.map_frame._height.value,this.map_frame._width.value,r),this.x_range.setv({start:e[0],end:e[2]}),this.y_range.setv({start:e[1],end:e[3]}),this.extent=e,this._last_height=this.map_frame._height.value,this._last_width=this.map_frame._width.value,!0)},e.prototype.has_finished=function(){var t,r,n,i;if(!e.__super__.has_finished.call(this))return!1;if(0===this._tiles.length)return!1;for(n=this._tiles,t=0,r=n.length;t<r;t++)if(i=n[t],!i.tile_data.finished)return!1;return!0},e.prototype.render=function(t,e,r){if(null==this.map_initialized&&(this._set_data(),this._map_data(),this.map_initialized=!0),!this._enforce_aspect_ratio())return this._update(),null!=this.prefetch_timer&&clearTimeout(this.prefetch_timer),this.prefetch_timer=setTimeout(this._prefetch_tiles,500),this.has_finished()?this.notify_finished():void 0},e.prototype._draw_tile=function(t){var e,r,n,i,o,s,a,l,u,c,_;if(_=this.model.tile_source.tiles[t],null!=_)return e=this.plot_view.frame.map_to_screen([_.bounds[0]],[_.bounds[3]],this.plot_view.canvas),a=e[0],c=e[1],r=this.plot_view.frame.map_to_screen([_.bounds[2]],[_.bounds[1]],this.plot_view.canvas),s=r[0],u=r[1],a=a[0],c=c[0],s=s[0],u=u[0],i=s-a,n=u-c,o=a,l=c,this.map_canvas.drawImage(_.img,o,l,i,n)},e.prototype._set_rect=function(){var t,e,r,n,i;return r=this.plot_model.plot.properties.outline_line_width.value(),e=this.plot_view.canvas.vx_to_sx(this.map_frame._left.value)+r/2,n=this.plot_view.canvas.vy_to_sy(this.map_frame._top.value)+r/2,i=this.map_frame._width.value-r,t=this.map_frame._height.value-r,this.map_canvas.rect(e,n,i,t),this.map_canvas.clip()},e.prototype._render_tiles=function(t){var e,r,n;for(this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha,e=0,r=t.length;e<r;e++)n=t[e],this._draw_tile(n);return this.map_canvas.restore()},e.prototype._prefetch_tiles=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g;for(p=this.model.tile_source,a=this.get_extent(),l=this.map_frame._height.value,f=this.map_frame._width.value,g=this.model.tile_source.get_level_by_extent(a,l,f),d=this.model.tile_source.get_tiles_by_extent(a,g),_=[],h=u=0,c=Math.min(10,d.length);u<=c;h=u+=1)y=h[0],m=h[1],v=h[2],t=h[3],n=this.model.tile_source.children_by_tile_xyz(y,m,v),_.push(function(){var t,a,l;for(l=[],t=0,a=n.length;t<a;t++)e=n[t],i=e[0],o=e[1],s=e[2],r=e[3],p.tile_xyz_to_key(i,o,s)in p.tiles||l.push(this._create_tile(i,o,s,r,!0));return l}.call(this));return _},e.prototype._fetch_tiles=function(t){var e,r,n,i,o,s,a,l;for(i=[],r=0,n=t.length;r<n;r++)o=t[r],s=o[0],a=o[1],l=o[2],e=o[3],i.push(this._create_tile(s,a,l,e));return i},e.prototype._update=function(){var t,e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F,I,B,R;for(z=this.model.tile_source,b=z.min_zoom,g=z.max_zoom,z.update(),c=this.get_extent(),R=this.extent[2]-this.extent[0]<c[2]-c[0],_=this.map_frame._height.value,N=this.map_frame._width.value,B=z.get_level_by_extent(c,_,N),A=!1,B<b?(c=this.extent,B=b,A=!0):B>g&&(c=this.extent,B=g,A=!0),A&&(this.x_range.setv({x_range:{start:c[0],end:c[2]}}),this.y_range.setv({start:c[1],end:c[3]}),this.extent=c),this.extent=c,C=z.get_tiles_by_extent(c,B),M=[],w=[],r=[],o=[],h=0,y=C.length;h<y;h++){if(E=C[h],D=E[0],F=E[1],I=E[2],t=E[3],f=z.tile_xyz_to_key(D,F,I),j=z.tiles[f],null!=j&&j.loaded===!0)r.push(f);else if(this.model.render_parents&&(P=z.get_closest_parent_by_tile_xyz(D,F,I),S=P[0],T=P[1],O=P[2],x=z.tile_xyz_to_key(S,T,O),k=z.tiles[x],null!=k&&k.loaded&&s.call(M,x)<0&&M.push(x),R))for(o=z.children_by_tile_xyz(D,F,I),p=0,m=o.length;p<m;p++)e=o[p],a=e[0],l=e[1],u=e[2],n=e[3],i=z.tile_xyz_to_key(a,l,u),i in z.tiles&&o.push(i);null==j&&w.push(E)}for(this._render_tiles(M),this._render_tiles(o),this._render_tiles(r),d=0,v=r.length;d<v;d++)E=r[d],z.tiles[E].current=!0;return null!=this.render_timer&&clearTimeout(this.render_timer),this.render_timer=setTimeout(function(t){return function(){return t._fetch_tiles(w)}}(this),65)},e}(u.RendererView),r.TileRenderer=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.TileRendererView,e.prototype.type=\"TileRenderer\",e.define({alpha:[_.Number,1],x_range_name:[_.String,\"default\"],y_range_name:[_.String,\"default\"],tile_source:[_.Instance,function(){return new l.WMTSTileSource}],render_parents:[_.Bool,!0]}),e.override({level:\"underlay\"}),e}(u.Renderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(194),s=t(201),a=t(13),l=t(14),u=t(49);r.TileSource=function(t){function e(t){null==t&&(t={}),e.__super__.constructor.apply(this,arguments),this.utils=new s.ProjectionUtils,this.pool=new o.ImagePool,this.tiles={},this.normalize_case()}return n(e,t),e.prototype.type=\"TileSource\",e.define({url:[l.String,\"\"],tile_size:[l.Number,256],max_zoom:[l.Number,30],min_zoom:[l.Number,0],extra_url_vars:[l.Any,{}],attribution:[l.String,\"\"],x_origin_offset:[l.Number],y_origin_offset:[l.Number],initial_resolution:[l.Number]}),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.normalize_case()},e.prototype.string_lookup_replace=function(t,e){var r,n,i;n=t;for(r in e)i=e[r],n=n.replace(\"{\"+r+\"}\",i.toString());return n},e.prototype.normalize_case=function(){\"Note: should probably be refactored into subclasses.\";var t;return t=this.url,t=t.replace(\"{x}\",\"{X}\"),t=t.replace(\"{y}\",\"{Y}\"),t=t.replace(\"{z}\",\"{Z}\"),t=t.replace(\"{q}\",\"{Q}\"),t=t.replace(\"{xmin}\",\"{XMIN}\"),t=t.replace(\"{ymin}\",\"{YMIN}\"),t=t.replace(\"{xmax}\",\"{XMAX}\"),t=t.replace(\"{ymax}\",\"{YMAX}\"),this.url=t},e.prototype.update=function(){var t,e,r,n;a.logger.debug(\"TileSource: tile cache count: \"+Object.keys(this.tiles).length),e=this.tiles,r=[];for(t in e)n=e[t],n.current=!1,r.push(n.retain=!1);return r},e.prototype.tile_xyz_to_key=function(t,e,r){var n;return n=t+\":\"+e+\":\"+r},e.prototype.key_to_tile_xyz=function(t){var e;return function(){var r,n,i,o;for(i=t.split(\":\"),o=[],r=0,n=i.length;r<n;r++)e=i[r],o.push(parseInt(e));return o}()},e.prototype.sort_tiles_from_center=function(t,e){var r,n,i,o,s,a;return o=e[0],a=e[1],i=e[2],s=e[3],r=(i-o)/2+o,n=(s-a)/2+a,t.sort(function(t,e){var i,o;return i=Math.sqrt(Math.pow(r-t[0],2)+Math.pow(n-t[1],2)),o=Math.sqrt(Math.pow(r-e[0],2)+Math.pow(n-e[1],2)),i-o}),t},e.prototype.prune_tiles=function(){var t,e,r,n,i;e=this.tiles;for(t in e)i=e[t],i.retain=i.current||i.tile_coords[2]<3,i.current&&(this.retain_neighbors(i),this.retain_children(i),this.retain_parents(i));r=this.tiles,n=[];for(t in r)i=r[t],i.retain?n.push(void 0):n.push(this.remove_tile(t));return n},e.prototype.remove_tile=function(t){var e;if(e=this.tiles[t],null!=e)return this.pool.push(e.img),delete this.tiles[t]},e.prototype.get_image_url=function(t,e,r){var n;return n=this.string_lookup_replace(this.url,this.extra_url_vars),n.replace(\"{X}\",t).replace(\"{Y}\",e).replace(\"{Z}\",r)},e.prototype.retain_neighbors=function(t){throw new Error(\"Not Implemented\")},e.prototype.retain_parents=function(t){throw new Error(\"Not Implemented\")},e.prototype.retain_children=function(t){throw new Error(\"Not Implemented\")},e.prototype.tile_xyz_to_quadkey=function(t,e,r){throw new Error(\"Not Implemented\")},e.prototype.quadkey_to_tile_xyz=function(t){throw new Error(\"Not Implemented\")},e}(u.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(30);r.ProjectionUtils=function(){function t(){this.origin_shift=2*Math.PI*6378137/2}return t.prototype.geographic_to_meters=function(t,e){return n.proj4(n.wgs84,n.mercator,[t,e])},t.prototype.meters_to_geographic=function(t,e){return n.proj4(n.mercator,n.wgs84,[t,e])},t.prototype.geographic_extent_to_meters=function(t){var e,r,n,i,o,s;return i=t[0],s=t[1],n=t[2],o=t[3],e=this.geographic_to_meters(i,s),i=e[0],s=e[1],r=this.geographic_to_meters(n,o),n=r[0],o=r[1],[i,s,n,o]},t.prototype.meters_extent_to_geographic=function(t){var e,r,n,i,o,s;return i=t[0],s=t[1],n=t[2],o=t[3],e=this.meters_to_geographic(i,s),i=e[0],s=e[1],r=this.meters_to_geographic(n,o),n=r[0],o=r[1],[i,s,n,o]},t}()},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(197);r.TMSTileSource=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"TMSTileSource\",e.prototype.get_image_url=function(t,e,r){var n;return n=this.string_lookup_replace(this.url,this.extra_url_vars),n.replace(\"{X}\",t).replace(\"{Y}\",e).replace(\"{Z}\",r)},e}(o.MercatorTileSource)},function(t,e,r){\"use 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       "      t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(212),s=t(19);r.ActionToolButtonView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._clicked=function(){return this.model[\"do\"].emit()},e}(o.ButtonToolButtonView),r.ActionToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model[\"do\"],function(){return this.doit()})},e}(o.ButtonToolView),r.ActionTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this[\"do\"]=new s.Signal(this,\"do\")},e}(o.ButtonTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in 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r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(204),s=t(43),a=t(14);r.ZoomOutToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.doit=function(){var t,e,r,n,i;return e=this.plot_model.frame,t=this.model.dimensions,r=\"width\"===t||\"both\"===t,n=\"height\"===t||\"both\"===t,i=s.scale_range(e,-this.model.factor,r,n),this.plot_view.push_state(\"zoom_out\",{range:i}),this.plot_view.update_range(i,!1,!0),this.plot_view.interactive_timestamp=Date.now(),null},e}(o.ActionToolView),r.ZoomOutTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.ZoomOutToolView,e.prototype.type=\"ZoomOutTool\",e.prototype.tool_name=\"Zoom Out\",e.prototype.icon=\"bk-tool-icon-zoom-out\",e.getters({tooltip:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}),e.define({factor:[a.Percent,.1],dimensions:[a.Dimensions,\"both\"]}),e}(o.ActionTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(6),s=t(228),a=t(5),l=t(14);r.ButtonToolButtonView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-toolbar-button\",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.change,function(t){return function(){return t.render()}}(this)),this.el.addEventListener(\"click\",function(t){return function(e){return t._clicked(e)}}(this)),this.render()},e.prototype.render=function(){var t,e;return a.empty(this.el),this.el.disabled=this.model.disabled,t=a.div({\"class\":[\"bk-btn-icon\",this.model.icon]}),e=a.span({\"class\":\"bk-tip\"},this.model.tooltip),this.el.appendChild(t),this.el.appendChild(e)},e.prototype._clicked=function(t){},e}(o.DOMView),r.ButtonToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e}(s.ToolView),r.ButtonTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.icon=null,e.getters({tooltip:function(){return this.tool_name}}),e.internal({disabled:[l.Boolean,!1]}),e}(s.Tool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(219),a=t(54),l=t(14);r.BoxSelectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this._baseboint=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],null},e.prototype._pan=function(t){var e,r,n,i,o,s,a,l,u;return r=this.plot_view.canvas,n=[r.sx_to_vx(t.bokeh.sx),r.sy_to_vy(t.bokeh.sy)],o=this.plot_model.frame,i=this.model.dimensions,s=this.model._get_dim_limits(this._baseboint,n,o,i),l=s[0],u=s[1],this.model.overlay.update({left:l[0],right:l[1],top:u[1],bottom:u[0]}),this.model.select_every_mousemove&&(e=null!=(a=t.srcEvent.shiftKey)&&a,this._do_select(l,u,!1,e)),null},e.prototype._pan_end=function(t){var e,r,n,i,o,s,a,l,u;return r=this.plot_view.canvas,n=[r.sx_to_vx(t.bokeh.sx),r.sy_to_vy(t.bokeh.sy)],o=this.plot_model.frame,i=this.model.dimensions,s=this.model._get_dim_limits(this._baseboint,n,o,i),l=s[0],u=s[1],e=null!=(a=t.srcEvent.shiftKey)&&a,this._do_select(l,u,!0,e),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._baseboint=null,this.plot_view.push_state(\"box_select\",{selection:this.plot_view.get_selection()}),null},e.prototype._do_select=function(t,e,r,n){var i,o,s,a,l;return o=t[0],s=t[1],a=e[0],l=e[1],null==n&&(n=!1),i={type:\"rect\",vx0:o,vx1:s,vy0:a,vy1:l},this._select(i,r,n)},e.prototype._emit_callback=function(t){var e,r,n,i,o;n=this.computed_renderers[0],e=this.plot_model.canvas,r=this.plot_model.frame,t.sx0=e.vx_to_sx(t.vx0),t.sx1=e.vx_to_sx(t.vx1),t.sy0=e.vy_to_sy(t.vy0),t.sy1=e.vy_to_sy(t.vy1),i=r.xscales[n.x_range_name],o=r.yscales[n.y_range_name],t.x0=i.invert(t.vx0),t.x1=i.invert(t.vx1),t.y0=o.invert(t.vy0),t.y1=o.invert(t.vy1),this.model.callback.execute(this.model,{geometry:t})},e}(s.SelectToolView),n=function(){return new a.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},r.BoxSelectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.BoxSelectToolView,e.prototype.type=\"BoxSelectTool\",e.prototype.tool_name=\"Box Select\",e.prototype.icon=\"bk-tool-icon-box-select\",e.prototype.event_type=\"pan\",e.prototype.default_order=30,e.define({dimensions:[l.Dimensions,\"both\"],select_every_mousemove:[l.Bool,!1],callback:[l.Instance],overlay:[l.Instance,n]}),e.getters({tooltip:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}),e}(s.SelectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(215),a=t(54),l=t(14);r.BoxZoomToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._match_aspect=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b;return s=r.h_range.end,a=r.h_range.start,d=r.v_range.end,y=r.v_range.start,v=s-a,o=d-y,n=v/o,m=Math.abs(t[0]-e[0]),f=Math.abs(t[1]-e[1]),p=0===f?0:m/f,p>=n?(u=[1,p/n],g=u[0],b=u[1]):(c=[n/p,1],g=c[0],b=c[1]),t[0]<=e[0]?(l=t[0],_=t[0]+m*g,_>s&&(_=s)):(_=t[0],l=t[0]-m*g,l<a&&(l=a)),m=Math.abs(_-l),t[1]<=e[1]?(i=t[1],h=t[1]+m/n,h>d&&(h=d)):(h=t[1],i=t[1]-m/n,i<y&&(i=y)),f=Math.abs(h-i),t[0]<=e[0]?_=t[0]+n*f:l=t[0]-n*f,[[l,_],[i,h]]},e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this._baseboint=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],null},e.prototype._pan=function(t){var e,r,n,i,o,s,a,l;return e=this.plot_view.canvas,r=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],i=this.plot_model.frame,n=this.model.dimensions,this.model.match_aspect&&\"both\"===n?(o=this._match_aspect(this._baseboint,r,i),a=o[0],l=o[1]):(s=this.model._get_dim_limits(this._baseboint,r,i,n),a=s[0],l=s[1]),this.model.overlay.update({left:a[0],right:a[1],top:l[1],bottom:l[0]}),null},e.prototype._pan_end=function(t){var e,r,n,i,o,s,a,l;return e=this.plot_view.canvas,r=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],i=this.plot_model.frame,n=this.model.dimensions,this.model.match_aspect&&\"both\"===n?(o=this._match_aspect(this._baseboint,r,i),a=o[0],l=o[1]):(s=this.model._get_dim_limits(this._baseboint,r,i,n),a=s[0],l=s[1]),this._update(a,l),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._baseboint=null,null},e.prototype._update=function(t,e){var r,n,i,o,s,a,l,u,c,_,h;if(!(Math.abs(t[1]-t[0])<=5||Math.abs(e[1]-e[0])<=5)){c={},i=this.plot_view.frame.xscales;for(n in i)l=i[n],o=l.v_invert(t),u=o[0],r=o[1],c[n]={start:u,end:r};_={},s=this.plot_view.frame.yscales;for(n in s)l=s[n],a=l.v_invert(e),u=a[0],r=a[1],_[n]={start:u,end:r};return h={xrs:c,yrs:_},this.plot_view.push_state(\"box_zoom\",{range:h}),this.plot_view.update_range(h)}},e}(s.GestureToolView),n=function(){return new a.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},r.BoxZoomTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.BoxZoomToolView,e.prototype.type=\"BoxZoomTool\",e.prototype.tool_name=\"Box Zoom\",e.prototype.icon=\"bk-tool-icon-box-zoom\",e.prototype.event_type=\"pan\",e.prototype.default_order=20,e.getters({tooltip:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}),e.define({dimensions:[l.Dimensions,\"both\"],overlay:[l.Instance,n],match_aspect:[l.Bool,!1]}),e}(s.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(212);r.GestureToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e}(o.ButtonToolView),r.GestureTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.event_type=null,e.prototype.default_order=null,e}(o.ButtonTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(219),a=t(61),l=t(14);r.LassoSelectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.properties.active.change,function(){return this._active_change()}),this.data=null},e.prototype._active_change=function(){if(!this.model.active)return this._clear_overlay()},e.prototype._keyup=function(t){if(13===t.keyCode)return this._clear_overlay()},e.prototype._pan_start=function(t){var e,r,n;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data={vx:[r],vy:[n]},null},e.prototype._pan=function(t){var e,r,n,i,o,s,a,l;if(r=this.plot_view.canvas,a=r.sx_to_vx(t.bokeh.sx),l=r.sy_to_vy(t.bokeh.sy),n=this.plot_model.frame.h_range,s=this.plot_model.frame.v_range,a>n.end&&(a=n.end),a<n.start&&(a=n.start),l>s.end&&(l=s.end),l<s.start&&(l=s.start),this.data.vx.push(a),this.data.vy.push(l),i=this.model.overlay,i.update({xs:this.data.vx,ys:this.data.vy}),this.model.select_every_mousemove)return e=null!=(o=t.srcEvent.shiftKey)&&o,this._do_select(this.data.vx,this.data.vy,!1,e)},e.prototype._pan_end=function(t){var e,r;return this._clear_overlay(),e=null!=(r=t.srcEvent.shiftKey)&&r,this._do_select(this.data.vx,this.data.vy,!0,e),this.plot_view.push_state(\"lasso_select\",{selection:this.plot_view.get_selection()})},e.prototype._clear_overlay=function(){return this.model.overlay.update({xs:[],ys:[]})},e.prototype._do_select=function(t,e,r,n){var i;return i={type:\"poly\",vx:t,vy:e},this._select(i,r,n)},e.prototype._emit_callback=function(t){var e,r,n,i,o;n=this.computed_renderers[0],e=this.plot_model.canvas,r=this.plot_model.frame,t.sx=e.v_vx_to_sx(t.vx),t.sy=e.v_vy_to_sy(t.vy),i=r.xscales[n.x_range_name],o=r.yscales[n.y_range_name],t.x=i.v_invert(t.vx),t.y=o.v_invert(t.vy),this.model.callback.execute(this.model,{geometry:t})},e}(s.SelectToolView),n=function(){return new a.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},r.LassoSelectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.LassoSelectToolView,e.prototype.type=\"LassoSelectTool\",e.prototype.tool_name=\"Lasso Select\",e.prototype.icon=\"bk-tool-icon-lasso-select\",e.prototype.event_type=\"pan\",e.prototype.default_order=12,e.define({select_every_mousemove:[l.Bool,!0],callback:[l.Instance],overlay:[l.Instance,n]}),e}(s.SelectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(215),s=t(14);r.PanToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._pan_start=function(t){var e,r,n,i,o,s;return this.last_dx=0,this.last_dy=0,e=this.plot_view.canvas,r=this.plot_view.frame,o=e.sx_to_vx(t.bokeh.sx),s=e.sy_to_vy(t.bokeh.sy),r.contains(o,s)||(n=r.h_range,i=r.v_range,(o<n.start||o>n.end)&&(this.v_axis_only=!0),(s<i.start||s>i.end)&&(this.h_axis_only=!0)),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan=function(t){return this._update(t.deltaX,-t.deltaY),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan_end=function(t){if(this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info)return this.plot_view.push_state(\"pan\",{range:this.pan_info})},e.prototype._update=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;i=this.plot_view.frame,l=t-this.last_dx,u=e-this.last_dy,o=i.h_range,w=o.start-l,b=o.end-l,T=i.v_range,S=T.start-u,M=T.end-u,r=this.model.dimensions,\"width\"!==r&&\"both\"!==r||this.v_axis_only?(v=o.start,g=o.end,f=0):(v=w,g=b,f=-l),\"height\"!==r&&\"both\"!==r||this.h_axis_only?(x=T.start,k=T.end,y=0):(x=S,k=M,y=u),this.last_dx=t,this.last_dy=e,O={},c=i.xscales;for(a in c)d=c[a],_=d.v_invert([v,g]),m=_[0],n=_[1],O[a]={start:m,end:n};P={},h=i.yscales;for(a in h)d=h[a],p=d.v_invert([x,k]),m=p[0],n=p[1],P[a]={start:m,end:n};return this.pan_info={xrs:O,yrs:P,sdx:f,sdy:y},this.plot_view.update_range(this.pan_info,s=!0),null},e}(o.GestureToolView),r.PanTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PanToolView,e.prototype.type=\"PanTool\",e.prototype.tool_name=\"Pan\",e.prototype.event_type=\"pan\",e.prototype.default_order=10,e.define({dimensions:[s.Dimensions,\"both\"]}),e.getters({tooltip:function(){return this._get_dim_tooltip(\"Pan\",this.dimensions)},icon:function(){var t;return t=function(){switch(this.dimensions){case\"both\":return\"pan\";case\"width\":return\"xpan\";case\"height\":return\"ypan\"}}.call(this),\"bk-tool-icon-\"+t}}),e}(o.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(219),a=t(61),l=t(14),u=t(21);r.PolySelectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.properties.active.change,function(){return this._active_change()}),this.data={vx:[],vy:[]}},e.prototype._active_change=function(){if(!this.model.active)return this._clear_data()},e.prototype._keyup=function(t){if(13===t.keyCode)return this._clear_data()},e.prototype._doubletap=function(t){var e,r;return e=null!=(r=t.srcEvent.shiftKey)&&r,this._do_select(this.data.vx,this.data.vy,!0,e),this.plot_view.push_state(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()},e.prototype._clear_data=function(){return this.data={vx:[],vy:[]},this.model.overlay.update({xs:[],ys:[]})},e.prototype._tap=function(t){var e,r,n;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data.vx.push(r),this.data.vy.push(n),this.model.overlay.update({xs:u.copy(this.data.vx),ys:u.copy(this.data.vy)})},e.prototype._do_select=function(t,e,r,n){var i;return i={type:\"poly\",vx:t,vy:e},this._select(i,r,n)},e.prototype._emit_callback=function(t){var e,r,n,i,o;n=this.computed_renderers[0],e=this.plot_model.canvas,r=this.plot_model.frame,t.sx=e.v_vx_to_sx(t.vx),t.sy=e.v_vx_to_sx(t.vy),i=r.xscales[n.x_range_name],o=r.yscales[n.y_range_name],t.x=i.v_invert(t.vx),t.y=i.v_invert(t.vy),this.model.callback.execute(this.model,{geometry:t})},e}(s.SelectToolView),n=function(){return new a.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},r.PolySelectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.PolySelectToolView,e.prototype.type=\"PolySelectTool\",e.prototype.tool_name=\"Poly Select\",e.prototype.icon=\"bk-tool-icon-polygon-select\",e.prototype.event_type=\"tap\",e.prototype.default_order=11,e.define({callback:[l.Instance],overlay:[l.Instance,n]}),e}(s.SelectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(215),s=t(158),a=t(159),l=t(13),u=t(14),c=t(29),_=t(3);r.SelectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.getters({computed_renderers:function(){var t,e,r,n;return n=this.model.renderers,e=this.model.names,0===n.length&&(t=this.plot_model.plot.renderers,n=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)r=t[e],(r instanceof s.GlyphRenderer||r instanceof a.GraphRenderer)&&i.push(r);return i}()),e.length>0&&(n=function(){var t,i,o;for(o=[],t=0,i=n.length;t<i;t++)r=n[t],e.indexOf(r.name)>=0&&o.push(r);return o}()),n}}),e.prototype._computed_renderers_by_data_source=function(){var t,e,r,n,i,o;for(i={},n=this.computed_renderers,t=0,e=n.length;t<e;t++)r=n[t],r instanceof a.GraphRenderer?o=r.node_renderer.data_source.id:r instanceof s.GlyphRenderer&&(o=r.data_source.id),o in i?i[o]=i[o].concat([r]):i[o]=[r];return i},e.prototype._keyup=function(t){var e,r,n,i,o,s,a;if(27===t.keyCode){for(o=this.computed_renderers,s=[],r=0,n=o.length;r<n;r++)i=o[r],e=i.data_source,a=e.selection_manager,s.push(a.clear());return s}},e.prototype._select=function(t,e,r){var n,i,o,s,a,l;a=this._computed_renderers_by_data_source();for(n in a)s=a[n],l=s[0].get_selection_manager(),o=function(){var t,e,r;for(r=[],t=0,e=s.length;t<e;t++)i=s[t],r.push(this.plot_view.renderer_views[i.id]);return r}.call(this),l.select(o,t,e,r);return null!=this.model.callback&&this._emit_callback(t),this._emit_selection_event(t,e),null},e.prototype._emit_selection_event=function(t,e){var r,n,i,o,s,a;switch(null==e&&(e=!0),r=c.clone(t),s=this.plot_view.frame.xscales[\"default\"],a=this.plot_view.frame.yscales[\"default\"],r.type){case\"point\":r.x=s.invert(r.vx),r.y=a.invert(r.vy);break;case\"rect\":r.x0=s.invert(r.vx0),r.y0=a.invert(r.vy0),r.x1=s.invert(r.vx1),r.y1=a.invert(r.vy1);break;case\"poly\":for(r.x=new Array(r.vx.length),r.y=new Array(r.vy.length),n=i=0,o=r.vx.length;0<=o?i<o:i>o;n=0<=o?++i:--i)r.x[n]=s.invert(r.vx[n]),r.y[n]=a.invert(r.vy[n]);break;default:l.logger.debug(\"Unrecognized selection geometry type: '\"+r.type+\"'\")}return this.plot_model.plot.trigger_event(new _.SelectionGeometry({geometry:r,\"final\":e}))},e}(o.GestureToolView),r.SelectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.define({renderers:[u.Array,[]],names:[u.Array,[]]}),e.internal({multi_select_modifier:[u.String,\"shift\"]}),e}(o.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(219),s=t(14),a=t(41);r.TapToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._tap=function(t){var e,r,n,i,o;return r=this.plot_view.canvas,i=r.sx_to_vx(t.bokeh.sx),o=r.sy_to_vy(t.bokeh.sy),e=null!=(n=t.srcEvent.shiftKey)&&n,this._select(i,o,!0,e)},e.prototype._select=function(t,e,r,n){var i,o,s,l,u,c,_,h,p,d,f,y,m;if(u={type:\"point\",vx:t,vy:e},o=this.model.callback,s={geometries:u},\"select\"===this.model.behavior){y=this._computed_renderers_by_data_source();for(i in y)f=y[i],m=f[0].get_selection_manager(),p=function(){var t,e,r;for(r=[],t=0,e=f.length;t<e;t++)h=f[t],r.push(this.plot_view.renderer_views[h.id]);return r}.call(this),l=m.select(p,u,r,n),l&&null!=o&&(s.source=m.source,a.isFunction(o)?o(this,s):o.execute(this,s));this._emit_selection_event(u),this.plot_view.push_state(\"tap\",{selection:this.plot_view.get_selection()})}else for(d=this.computed_renderers,c=0,_=d.length;c<_;c++)h=d[c],m=h.get_selection_manager(),l=m.inspect(this.plot_view.renderer_views[h.id],u),l&&null!=o&&(s.source=m.source,a.isFunction(o)?o(this,s):o.execute(this,s));return null},e}(o.SelectToolView),r.TapTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.TapToolView,e.prototype.type=\"TapTool\",e.prototype.tool_name=\"Tap\",e.prototype.icon=\"bk-tool-icon-tap-select\",e.prototype.event_type=\"tap\",e.prototype.default_order=10,e.define({behavior:[s.String,\"select\"],callback:[s.Any]}),e}(o.SelectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(215),s=t(14);r.WheelPanToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._scroll=function(t){var e;return e=this.model.speed*t.bokeh.delta,e>.9?e=.9:e<-.9&&(e=-.9),this._update_ranges(e)},e.prototype._update_ranges=function(t){var e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T;switch(r=this.plot_model.frame,n=r.h_range,v=r.v_range,s=[n.start,n.end],b=s[0],g=s[1],a=[v.start,v.end],k=a[0],x=a[1],this.model.dimension){case\"height\":M=Math.abs(x-k),d=b,f=g,y=k+M*t,m=x+M*t;break;case\"width\":w=Math.abs(g-b),d=b-w*t,f=g-w*t,y=k,m=x}S={},l=r.xscales;for(i in l)h=l[i],u=h.v_invert([d,f]),p=u[0],e=u[1],S[i]={start:p,end:e};T={},c=r.yscales;for(i in c)h=c[i],_=h.v_invert([y,m]),p=_[0],e=_[1],T[i]={start:p,end:e};return o={xrs:S,yrs:T,factor:t},this.plot_view.push_state(\"wheel_pan\",{range:o}),this.plot_view.update_range(o,!1,!0),this.plot_view.interactive_timestamp=Date.now(),null},e}(o.GestureToolView),r.WheelPanTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"WheelPanTool\",e.prototype.default_view=r.WheelPanToolView,e.prototype.tool_name=\"Wheel Pan\",e.prototype.icon=\"bk-tool-icon-wheel-pan\",e.prototype.event_type=\"scroll\",e.prototype.default_order=12,e.getters({tooltip:function(){return this._get_dim_tooltip(this.tool_name,this.dimension)}}),e.define({dimension:[s.Dimension,\"width\"]}),e.internal({speed:[s.Number,.001]}),e}(o.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(215),a=t(43),l=t(14);\"undefined\"!=typeof n&&null!==n||(n={}),r.WheelZoomToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._pinch=function(t){var e;return e=t.scale>=1?20*(t.scale-1):-20/t.scale,t.bokeh.delta=e,this._scroll(t)},e.prototype._scroll=function(t){var e,r,n,i,o,s,l,u,c,_;return n=this.plot_model.frame,o=n.h_range,l=n.v_range,u=this.plot_view.canvas.sx_to_vx(t.bokeh.sx),c=this.plot_view.canvas.sy_to_vy(t.bokeh.sy),e=this.model.dimensions,i=(\"width\"===e||\"both\"===e)&&o.min<u&&u<o.max,s=(\"height\"===e||\"both\"===e)&&l.min<c&&c<l.max,r=this.model.speed*t.bokeh.delta,_=a.scale_range(n,r,i,s,{x:u,y:c}),this.plot_view.push_state(\"wheel_zoom\",{range:_}),this.plot_view.update_range(_,!1,!0),this.plot_view.interactive_timestamp=Date.now(),null},e}(s.GestureToolView),r.WheelZoomTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.WheelZoomToolView,e.prototype.type=\"WheelZoomTool\",e.prototype.tool_name=\"Wheel Zoom\",e.prototype.icon=\"bk-tool-icon-wheel-zoom\",e.prototype.event_type=\"ontouchstart\"in window||navigator.maxTouchPoints>0?\"pinch\":\"scroll\",e.prototype.default_order=10,e.getters({tooltip:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}),e.define({dimensions:[l.Dimensions,\"both\"]}),e.internal({speed:[l.Number,1/600]}),e}(s.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(204);r.ActionTool=n.ActionTool;var i=t(205);r.HelpTool=i.HelpTool;var o=t(206);r.RedoTool=o.RedoTool;var s=t(207);r.ResetTool=s.ResetTool;var a=t(208);r.SaveTool=a.SaveTool;var l=t(209);r.UndoTool=l.UndoTool;var u=t(210);r.ZoomInTool=u.ZoomInTool;var c=t(211);r.ZoomOutTool=c.ZoomOutTool;var _=t(212);r.ButtonTool=_.ButtonTool;var h=t(213);r.BoxSelectTool=h.BoxSelectTool;var p=t(214);r.BoxZoomTool=p.BoxZoomTool;var d=t(215);r.GestureTool=d.GestureTool;var f=t(216);r.LassoSelectTool=f.LassoSelectTool;var y=t(217);\n",
       "      r.PanTool=y.PanTool;var m=t(218);r.PolySelectTool=m.PolySelectTool;var v=t(219);r.SelectTool=v.SelectTool;var g=t(220);r.TapTool=g.TapTool;var b=t(221);r.WheelPanTool=b.WheelPanTool;var w=t(222);r.WheelZoomTool=w.WheelZoomTool;var x=t(224);r.CrosshairTool=x.CrosshairTool;var k=t(225);r.HoverTool=k.HoverTool;var M=t(226);r.InspectTool=M.InspectTool;var S=t(228);r.Tool=S.Tool;var T=t(229);r.ToolProxy=T.ToolProxy;var O=t(230);r.Toolbar=O.Toolbar;var P=t(231);r.ToolbarBase=P.ToolbarBase;var A=t(232);r.ToolbarBoxToolbar=A.ToolbarBoxToolbar;var E=t(232);r.ToolbarBox=E.ToolbarBox},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(226),s=t(62),a=t(14),l=t(29);r.CrosshairToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._move=function(t){var e,r,n,i;if(this.model.active)return r=this.plot_model.frame,e=this.plot_model.canvas,n=e.sx_to_vx(t.bokeh.sx),i=e.sy_to_vy(t.bokeh.sy),r.contains(n,i)||(n=i=null),this._update_spans(n,i)},e.prototype._move_exit=function(t){return this._update_spans(null,null)},e.prototype._update_spans=function(t,e){var r;if(r=this.model.dimensions,\"width\"!==r&&\"both\"!==r||(this.model.spans.width.computed_location=e),\"height\"===r||\"both\"===r)return this.model.spans.height.computed_location=t},e}(o.InspectToolView),r.CrosshairTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.CrosshairToolView,e.prototype.type=\"CrosshairTool\",e.prototype.tool_name=\"Crosshair\",e.prototype.icon=\"bk-tool-icon-crosshair\",e.define({dimensions:[a.Dimensions,\"both\"],line_color:[a.Color,\"black\"],line_width:[a.Number,1],line_alpha:[a.Number,1]}),e.internal({location_units:[a.SpatialUnits,\"screen\"],render_mode:[a.RenderMode,\"css\"],spans:[a.Any]}),e.getters({tooltip:function(){return this._get_dim_tooltip(\"Crosshair\",this.dimensions)},synthetic_renderers:function(){return l.values(this.spans)}}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.spans={width:new s.Span({for_hover:!0,dimension:\"width\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha}),height:new s.Span({for_hover:!0,dimension:\"height\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha})}},e}(o.InspectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(226),a=t(65),l=t(158),u=t(159),c=t(9),_=t(38),h=t(5),p=t(14),d=t(29),f=t(41),y=t(4);n=function(t){var e,r,n,i,o;return\"#\"===t.substr(0,1)?t:(r=/(.*?)rgb\\((\\d+), (\\d+), (\\d+)\\)/.exec(t),i=parseInt(r[2]),n=parseInt(r[3]),e=parseInt(r[4]),o=e|n<<8|i<<16,r[1]+\"#\"+o.toString(16))},r.HoverToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.ttviews={}},e.prototype.remove=function(){return y.remove_views(this.ttviews),e.__super__.remove.call(this)},e.prototype.connect_signals=function(){var t,r,n,i;for(e.__super__.connect_signals.call(this),i=this.computed_renderers,t=0,r=i.length;t<r;t++)n=i[t],n instanceof l.GlyphRenderer?this.connect(n.data_source.inspect,this._update):n instanceof u.GraphRenderer&&(this.connect(n.node_renderer.data_source.inspect,this._update),this.connect(n.edge_renderer.data_source.inspect,this._update));return this.connect(this.model.properties.renderers.change,function(){return this._computed_renderers=this._ttmodels=null}),this.connect(this.model.properties.names.change,function(){return this._computed_renderers=this._ttmodels=null}),this.connect(this.model.properties.tooltips.change,function(){return this._ttmodels=null})},e.prototype._compute_renderers=function(){var t,e,r,n;return n=this.model.renderers,e=this.model.names,0===n.length&&(t=this.plot_model.plot.renderers,n=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)r=t[e],(r instanceof l.GlyphRenderer||r instanceof u.GraphRenderer)&&i.push(r);return i}()),e.length>0&&(n=function(){var t,i,o;for(o=[],t=0,i=n.length;t<i;t++)r=n[t],e.indexOf(r.name)>=0&&o.push(r);return o}()),n},e.prototype._compute_ttmodels=function(){var t,e,r,n,i,o,s,c,_,h,p;if(h={},_=this.model.tooltips,null!=_)for(s=this.computed_renderers,t=0,r=s.length;t<r;t++)o=s[t],o instanceof l.GlyphRenderer?(c=new a.Tooltip({custom:f.isString(_)||f.isFunction(_),attachment:this.model.attachment,show_arrow:this.model.show_arrow}),h[o.id]=c):o instanceof u.GraphRenderer&&(c=new a.Tooltip({custom:f.isString(_)||f.isFunction(_),attachment:this.model.attachment,show_arrow:this.model.show_arrow}),h[o.node_renderer.id]=c,h[o.edge_renderer.id]=c);for(i=y.build_views(this.ttviews,d.values(h),{parent:this,plot_view:this.plot_view}),e=0,n=i.length;e<n;e++)p=i[e],p.connect_signals();return h},e.getters({computed_renderers:function(){return null==this._computed_renderers&&(this._computed_renderers=this._compute_renderers()),this._computed_renderers},ttmodels:function(){return null==this._ttmodels&&(this._ttmodels=this._compute_ttmodels()),this._ttmodels}}),e.prototype._clear=function(){var t,e,r,n;this._inspect(Infinity,Infinity),t=this.ttmodels,e=[];for(r in t)n=t[r],e.push(n.clear());return e},e.prototype._move=function(t){var e,r,n;if(this.model.active)return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.plot_view.frame.contains(r,n)?this._inspect(r,n):this._clear()},e.prototype._move_exit=function(){return this._clear()},e.prototype._inspect=function(t,e,r){var n,i,o,s,a,l;for(n={type:\"point\",vx:t,vy:e},\"mouse\"===this.model.mode?n.type=\"point\":(n.type=\"span\",\"vline\"===this.model.mode?n.direction=\"h\":n.direction=\"v\"),a=this.computed_renderers,i=0,o=a.length;i<o;i++)s=a[i],l=s.get_selection_manager(),l.inspect(this.plot_view.renderer_views[s.id],n);null!=this.model.callback&&this._emit_callback(n)},e.prototype._update=function(t){var e,r,n,i,o,s,a,l,u,_,h,p,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F,I,B,R,L,V,G,U,Y,q,X,W,H,Q,J,$,Z,K,tt;if(L=t[0],S=t[1],p=S.geometry,this.model.active&&(W=null!=(T=this.ttmodels[L.model.id])?T:null,null!=W&&(W.clear(),m=L.model.get_selection_manager().inspectors[L.model.id].indices,_=L.model.get_selection_manager().source,!m.is_empty()))){for(Q=p.vx,J=p.vy,e=this.plot_model.canvas,h=this.plot_model.frame,q=e.vx_to_sx(Q),X=e.vy_to_sy(J),Z=h.xscales[L.model.x_range_name],tt=h.yscales[L.model.y_range_name],$=Z.invert(Q),K=tt.invert(J),z=m[\"0d\"].indices,b=0,x=z.length;b<x;b++){switch(f=z[b],s=L.glyph._x[f+1],a=L.glyph._y[f+1],y=f,this.model.line_policy){case\"interp\":C=L.glyph.get_interpolation_hit(f,p),s=C[0],a=C[1],V=Z.compute(s),G=tt.compute(a);break;case\"prev\":V=e.sx_to_vx(L.glyph.sx[f]),G=e.sy_to_vy(L.glyph.sy[f]);break;case\"next\":V=e.sx_to_vx(L.glyph.sx[f+1]),G=e.sy_to_vy(L.glyph.sy[f+1]),y=f+1;break;case\"nearest\":r=L.glyph.sx[f],n=L.glyph.sy[f],l=c.dist_2_pts(r,n,q,X),i=L.glyph.sx[f+1],o=L.glyph.sy[f+1],u=c.dist_2_pts(i,o,q,X),l<u?(N=[r,n],U=N[0],Y=N[1]):(D=[i,o],U=D[0],Y=D[1],y=f+1),s=L.glyph._x[f],a=L.glyph._y[f],V=e.sx_to_vx(U),G=e.sy_to_vy(Y);break;default:F=[Q,J],V=F[0],G=F[1]}H={index:y,x:$,y:K,vx:Q,vy:J,sx:q,sy:X,data_x:s,data_y:a,rx:V,ry:G},W.add(V,G,this._render_tooltips(_,y,H))}for(I=m[\"1d\"].indices,w=0,k=I.length;w<k;w++)if(f=I[w],d.isEmpty(m[\"2d\"].indices))s=null!=(A=L.glyph._x)?A[f]:void 0,a=null!=(E=L.glyph._y)?E[f]:void 0,\"snap_to_data\"===this.model.point_policy?(M=L.glyph.get_anchor_point(this.model.anchor,f,[q,X]),null==M&&(M=L.glyph.get_anchor_point(\"center\",f,[q,X])),V=e.sx_to_vx(M.x),G=e.sy_to_vy(M.y)):(j=[Q,J],V=j[0],G=j[1]),H={index:f,x:$,y:K,vx:Q,vy:J,sx:q,sy:X,data_x:s,data_y:a},W.add(V,G,this._render_tooltips(_,f,H));else{B=m[\"2d\"].indices;for(f in B){switch(v=B[f][0],s=L.glyph._xs[f][v],a=L.glyph._ys[f][v],g=v,this.model.line_policy){case\"interp\":R=L.glyph.get_interpolation_hit(f,v,p),s=R[0],a=R[1],V=Z.compute(s),G=tt.compute(a);break;case\"prev\":V=e.sx_to_vx(L.glyph.sxs[f][v]),G=e.sy_to_vy(L.glyph.sys[f][v]);break;case\"next\":V=e.sx_to_vx(L.glyph.sxs[f][v+1]),G=e.sy_to_vy(L.glyph.sys[f][v+1]),g=v+1;break;case\"nearest\":r=L.glyph.sxs[f][v],n=L.glyph.sys[f][v],l=c.dist_2_pts(r,n,q,X),i=L.glyph.sxs[f][v+1],o=L.glyph.sys[f][v+1],u=c.dist_2_pts(i,o,q,X),l<u?(O=[r,n],U=O[0],Y=O[1]):(P=[i,o],U=P[0],Y=P[1],g=v+1),s=L.glyph._xs[f][v],a=L.glyph._ys[f][v],V=e.sx_to_vx(U),G=e.sy_to_vy(Y)}H={index:f,segment_index:g,x:$,y:K,vx:Q,vy:J,sx:q,sy:X,data_x:s,data_y:a},W.add(V,G,this._render_tooltips(_,f,H))}}return null}},e.prototype._emit_callback=function(t){var e,r,n,i,o,s,a,l,u,c;a=this.computed_renderers[0],o=this.plot_view.renderer_views[a.id].hit_test(t),r=this.plot_model.canvas,i=this.plot_model.frame,t.sx=r.vx_to_sx(t.vx),t.sy=r.vy_to_sy(t.vy),u=i.xscales[a.x_range_name],c=i.yscales[a.y_range_name],t.x=u.invert(t.vx),t.y=c.invert(t.vy),e=this.model.callback,l=[e,{index:o,geometry:t,renderer:a}],s=l[0],n=l[1],f.isFunction(e)?e(s,n):e.execute(s,n)},e.prototype._render_tooltips=function(t,e,r){var i,o,s,a,l,u,c,p,d,y,m,v,g,b,w,x,k,M;if(k=this.model.tooltips,f.isString(k))return l=h.div(),l.innerHTML=_.replace_placeholders(k,t,e,this.model.formatters,r),l;if(f.isFunction(k))return k(t,r);for(w=h.div({style:{display:\"table\",borderSpacing:\"2px\"}}),c=0,d=k.length;c<d;c++)if(v=k[c],p=v[0],M=v[1],b=h.div({style:{display:\"table-row\"}}),w.appendChild(b),i=h.div({style:{display:\"table-cell\"},\"class\":\"bk-tooltip-row-label\"},p+\": \"),b.appendChild(i),i=h.div({style:{display:\"table-cell\"},\"class\":\"bk-tooltip-row-value\"}),b.appendChild(i),M.indexOf(\"$color\")>=0){if(g=M.match(/\\$color(\\[.*\\])?:(\\w*)/),y=g[0],m=g[1],o=g[2],a=t.get_column(o),null==a){l=h.span({},o+\" unknown\"),i.appendChild(l);continue}if(u=(null!=m?m.indexOf(\"hex\"):void 0)>=0,x=(null!=m?m.indexOf(\"swatch\"):void 0)>=0,s=a[e],null==s){l=h.span({},\"(null)\"),i.appendChild(l);continue}u&&(s=n(s)),l=h.span({},s),i.appendChild(l),x&&(l=h.span({\"class\":\"bk-tooltip-color-block\",style:{backgroundColor:s}},\" \"),i.appendChild(l))}else M=M.replace(\"$~\",\"$data_\"),l=h.span(),l.innerHTML=_.replace_placeholders(M,t,e,this.model.formatters,r),i.appendChild(l);return w},e}(s.InspectToolView),r.HoverTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.HoverToolView,e.prototype.type=\"HoverTool\",e.prototype.tool_name=\"Hover\",e.prototype.icon=\"bk-tool-icon-hover\",e.define({tooltips:[p.Any,[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"canvas (x, y)\",\"($sx, $sy)\"]]],formatters:[p.Any,{}],renderers:[p.Array,[]],names:[p.Array,[]],mode:[p.String,\"mouse\"],point_policy:[p.String,\"snap_to_data\"],line_policy:[p.String,\"nearest\"],show_arrow:[p.Boolean,!0],anchor:[p.String,\"center\"],attachment:[p.String,\"horizontal\"],callback:[p.Any]}),e}(s.InspectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(212);r.InspectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e}(s.ButtonToolView),r.InspectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.event_type=\"move\",e.define({toggleable:[o.Bool,!0]}),e.override({active:!0}),e}(s.ButtonTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(212);r.OnOffButtonView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.render=function(){return e.__super__.render.call(this),this.model.active?this.el.classList.add(\"bk-active\"):this.el.classList.remove(\"bk-active\")},e.prototype._clicked=function(){var t;return t=this.model.active,this.model.active=!t},e}(o.ButtonToolButtonView)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(44),a=t(21),l=t(49);r.ToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view=t.plot_view},e.getters({plot_model:function(){return this.plot_view.model}}),e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.active.change,function(t){return function(){return t.model.active?t.activate():t.deactivate()}}(this))},e.prototype.activate=function(){},e.prototype.deactivate=function(){},e}(s.View),r.Tool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.getters({synthetic_renderers:function(){return[]}}),e.internal({active:[o.Boolean,!1]}),e.prototype._get_dim_tooltip=function(t,e){switch(e){case\"width\":return t+\" (x-axis)\";case\"height\":return t+\" (y-axis)\";case\"both\":return t}},e.prototype._get_dim_limits=function(t,e,r,n){var i,o,s,l,u,c,_,h;return s=t[0],c=t[1],l=e[0],_=e[1],i=r.h_range,\"width\"===n||\"both\"===n?(u=[a.min([s,l]),a.max([s,l])],u=[a.max([u[0],i.min]),a.min([u[1],i.max])]):u=[i.min,i.max],o=r.v_range,\"height\"===n||\"both\"===n?(h=[a.min([c,_]),a.max([c,_])],h=[a.max([h[0],o.min]),a.min([h[1],o.max])]):h=[o.min,o.max],[u,h]},e}(l.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(19),a=t(49);r.ToolProxy=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this[\"do\"]=new s.Signal(this,\"do\"),this.connect(this[\"do\"],function(){return this.doit()}),this.connect(this.properties.active.change,function(){return this.set_active()})},e.prototype.doit=function(){var t,e,r,n;for(r=this.tools,t=0,e=r.length;t<e;t++)n=r[t],n[\"do\"].emit();return null},e.prototype.set_active=function(){var t,e,r,n;for(r=this.tools,t=0,e=r.length;t<e;t++)n=r[t],n.active=this.active;return null},e.define({tools:[o.Array,[]],active:[o.Bool,!1],tooltip:[o.String],tool_name:[o.String],disabled:[o.Bool,!1],event_type:[o.String],icon:[o.String]}),e.prototype._clicked=function(){var t;return t=this.model.active,this.model.active=!t},e}(a.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(14),a=t(21),l=t(204),u=t(205),c=t(215),_=t(226),h=t(231);r.Toolbar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"Toolbar\",e.prototype.default_view=h.ToolbarBaseView,e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.connect(this.properties.tools.change,function(){return this._init_tools()}),this._init_tools()},e.prototype._init_tools=function(){var t,e,r,n,i,s,h;for(n=this.tools,e=0,r=n.length;e<r;e++)if(s=n[e],s instanceof _.InspectTool)a.any(this.inspectors,function(t){return function(t){return t.id===s.id}}(this))||(this.inspectors=this.inspectors.concat([s]));else if(s instanceof u.HelpTool)a.any(this.help,function(t){return function(t){return t.id===s.id}}(this))||(this.help=this.help.concat([s]));else if(s instanceof l.ActionTool)a.any(this.actions,function(t){return function(t){return t.id===s.id}}(this))||(this.actions=this.actions.concat([s]));else if(s instanceof c.GestureTool){if(t=s.event_type,!(t in this.gestures)){logger.warn(\"Toolbar: unknown event type '\"+t+\"' for tool: \"+s.type+\" (\"+s.id+\")\");continue}a.any(this.gestures[t].tools,function(t){return function(t){return t.id===s.id}}(this))||(this.gestures[t].tools=this.gestures[t].tools.concat([s])),this.connect(s.properties.active.change,this._active_change.bind(null,s))}\"auto\"===this.active_inspect||(this.active_inspect instanceof _.InspectTool?this.inspectors.map(function(t){return function(e){if(e!==t.active_inspect)return e.active=!1}}(this)):this.active_inspect instanceof Array?this.inspectors.map(function(t){return function(e){if(o.call(t.active_inspect,e)<0)return e.active=!1}}(this)):null===this.active_inspect&&this.inspectors.map(function(t){return t.active=!1})),i=[];for(t in this.gestures)if(h=this.gestures[t].tools,0!==h.length){if(this.gestures[t].tools=a.sortBy(h,function(t){return t.default_order}),\"tap\"===t){if(null===this.active_tap)continue;\"auto\"===this.active_tap?this.gestures[t].tools[0].active=!0:this.active_tap.active=!0}if(\"pan\"===t){if(null===this.active_drag)continue;\"auto\"===this.active_drag?this.gestures[t].tools[0].active=!0:this.active_drag.active=!0}if(\"pinch\"===t||\"scroll\"===t){if(null===this.active_scroll||\"auto\"===this.active_scroll)continue;i.push(this.active_scroll.active=!0)}else i.push(void 0)}return i},e.define({active_drag:[s.Any,\"auto\"],active_inspect:[s.Any,\"auto\"],active_scroll:[s.Any,\"auto\"],active_tap:[s.Any,\"auto\"]}),e}(h.ToolbarBase)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=function(t,e){return function(){return t.apply(e,arguments)}},s=t(13),a=t(12),l=t(5),u=t(14),c=t(136),_=t(204),h=t(227);r.ToolbarBaseView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-toolbar-wrapper\",e.prototype.template=function(){var t,e,r;return null!=this.model.logo?(t=\"grey\"===this.model.logo?\"bk-grey\":null,e=l.a({href:\"https://bokeh.pydata.org/\",target:\"_blank\",\"class\":[\"bk-logo\",\"bk-logo-small\",t]})):e=null,r=this.model.toolbar_sticky?\"sticky\":\"not-sticky\",l.div({\"class\":[\"bk-toolbar-\"+this.model.toolbar_location,\"bk-toolbar-\"+r]},e,l.div({\"class\":\"bk-button-bar\"},l.div({\"class\":\"bk-button-bar-list\",type:\"pan\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"scroll\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"pinch\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"tap\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"press\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"rotate\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"actions\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"inspectors\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"help\"})))},e.prototype.render=function(){var t,e,r,n,i,o,s,a,u,c,p,d,f,y,m,v;for(l.empty(this.el),\"fixed\"!==this.model.sizing_mode&&(this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"),this.el.appendChild(this.template()),t=this.el.querySelector(\".bk-button-bar-list[type='inspectors']\"),f=this.model.inspectors,n=0,a=f.length;n<a;n++)d=f[n],d.toggleable&&t.appendChild(new h.OnOffButtonView({model:d,parent:this}).el);for(t=this.el.querySelector(\".bk-button-bar-list[type='help']\"),y=this.model.help,i=0,u=y.length;i<u;i++)d=y[i],t.appendChild(new _.ActionToolButtonView({model:d,parent:this}).el);for(t=this.el.querySelector(\".bk-button-bar-list[type='actions']\"),m=this.model.actions,o=0,c=m.length;o<c;o++)d=m[o],t.appendChild(new _.ActionToolButtonView({model:d,parent:this}).el);r=this.model.gestures;for(e in r)for(t=this.el.querySelector(\".bk-button-bar-list[type='\"+e+\"']\"),v=r[e].tools,s=0,p=v.length;s<p;s++)d=v[s],t.appendChild(new h.OnOffButtonView({model:d,parent:this}).el);return this},e}(c.LayoutDOMView),r.ToolbarBase=function(t){function e(){return this._active_change=o(this._active_change,this),e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"ToolbarBase\",e.prototype.default_view=r.ToolbarBaseView,e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this._set_sizeable(),this.connect(this.properties.toolbar_location.change,function(t){return function(){return t._set_sizeable()}}(this))},e.prototype._set_sizeable=function(){var t,e;return t=\"left\"===(e=this.toolbar_location)||\"right\"===e,this._sizeable=t?this._width:this._height},e.prototype._active_change=function(t){var e,r;return r=t.event_type,t.active?(e=this.gestures[r].active,null!=e&&(s.logger.debug(\"Toolbar: deactivating tool: \"+e.type+\" (\"+e.id+\") for event type '\"+r+\"'\"),e.active=!1),this.gestures[r].active=t,s.logger.debug(\"Toolbar: activating tool: \"+t.type+\" (\"+t.id+\") for event type '\"+r+\"'\")):this.gestures[r].active=null,null},e.prototype.get_constraints=function(){return e.__super__.get_constraints.call(this).concat(a.EQ(this._sizeable,-30))},e.define({tools:[u.Array,[]],logo:[u.String,\"normal\"]}),e.internal({gestures:[u.Any,function(){return{pan:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},press:{tools:[],active:null},rotate:{tools:[],active:null}}}],actions:[u.Array,[]],inspectors:[u.Array,[]],help:[u.Array,[]],toolbar_location:[u.Location,\"right\"],toolbar_sticky:[u.Bool]}),e.override({sizing_mode:null}),e}(c.LayoutDOM)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(14),a=t(21),l=t(204),u=t(205),c=t(215),_=t(226),h=t(231),p=t(229),d=t(133);r.ToolbarBoxToolbar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"ToolbarBoxToolbar\",e.prototype.default_view=h.ToolbarBaseView,e.prototype.initialize=function(t){if(e.__super__.initialize.call(this,t),this._init_tools(),this.merge_tools===!0)return this._merge_tools()},e.define({merge_tools:[s.Bool,!0]}),e.prototype._init_tools=function(){var t,e,r,n,i,o;for(n=this.tools,i=[],e=0,r=n.length;e<r;e++)o=n[e],o instanceof _.InspectTool?a.any(this.inspectors,function(t){return function(t){return t.id===o.id}}(this))?i.push(void 0):i.push(this.inspectors=this.inspectors.concat([o])):o instanceof u.HelpTool?a.any(this.help,function(t){return function(t){return t.id===o.id}}(this))?i.push(void 0):i.push(this.help=this.help.concat([o])):o instanceof l.ActionTool?a.any(this.actions,function(t){return function(t){return t.id===o.id}}(this))?i.push(void 0):i.push(this.actions=this.actions.concat([o])):o instanceof c.GestureTool?(t=o.event_type,a.any(this.gestures[t].tools,function(t){return function(t){return t.id===o.id}}(this))?i.push(void 0):i.push(this.gestures[t].tools=this.gestures[t].tools.concat([o]))):i.push(void 0);return i},e.prototype._merge_tools=function(){var t,e,r,n,i,s,l,u,c,_,h,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C;for(c={},t={},i={},b=[],w=[],k=this.help,l=0,f=k.length;l<f;l++)s=k[l],M=s.redirect,o.call(w,M)<0&&(b.push(s),w.push(s.redirect));this.help=b,S=this.gestures;for(n in S){u=S[n],n in i||(i[n]={}),T=u.tools;for(_=0,y=T.length;_<y;_++)j=T[_],j.type in i[n]||(i[n][j.type]=[]),i[n][j.type].push(j)}for(O=this.inspectors,h=0,m=O.length;h<m;h++)j=O[h],j.type in 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       "       * @overview es6-promise - a tiny implementation of Promises/A+.\n",
       "       * @copyright Copyright (c) 2014 Yehuda Katz, Tom Dale, Stefan Penner and contributors (Conversion to ES6 API by Jake Archibald)\n",
       "       * @license   Licensed under MIT license\n",
       "       *            See https://raw.githubusercontent.com/jakearchibald/es6-promise/master/LICENSE\n",
       "       * @version   3.0.2\n",
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this._timer=s(function(){this.state=we},this.options.interval,this),we},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==ge&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),ut.VERSION=\"2.0.7\",ut.defaults={domEvents:!1,touchAction:le,enable:!0,inputTarget:null,inputClass:null,preset:[[st,{enable:!1}],[it,{enable:!1},[\"rotate\"]],[at,{direction:Vt}],[nt,{direction:Vt},[\"swipe\"]],[lt],[lt,{event:\"doubletap\",taps:2},[\"tap\"]],[ot]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}};var xe=1,ke=2;ct.prototype={set:function(t){return pt(this.options,t),t.touchAction&&this.touchAction.update(),t.inputTarget&&(this.input.destroy(),this.input.target=t.inputTarget,this.input.init()),this},stop:function(t){this.session.stopped=t?ke:xe},recognize:function(t){var e=this.session;if(!e.stopped){this.touchAction.preventDefaults(t);var r,n=this.recognizers,i=e.curRecognizer;(!i||i&&i.state&ge)&&(i=e.curRecognizer=null);for(var o=0;o<n.length;)r=n[o],e.stopped===ke||i&&r!=i&&!r.canRecognizeWith(i)?r.reset():r.recognize(t),!i&&r.state&(ye|me|ve)&&(i=e.curRecognizer=r),o++}},get:function(t){if(t instanceof Z)return t;for(var e=this.recognizers,r=0;r<e.length;r++)if(e[r].options.event==t)return e[r];return null},add:function(t){if(a(t,\"add\",this))return this;var e=this.get(t.options.event);return e&&this.remove(e),this.recognizers.push(t),t.manager=this,this.touchAction.update(),t},remove:function(t){if(a(t,\"remove\",this))return this;if(t=this.get(t)){var e=this.recognizers,r=g(e,t);r!==-1&&(e.splice(r,1),this.touchAction.update())}return this},on:function(t,e){if(t!==o&&e!==o){var r=this.handlers;return l(v(t),function(t){r[t]=r[t]||[],r[t].push(e)}),this}},off:function(t,e){if(t!==o){var r=this.handlers;return l(v(t),function(t){e?r[t]&&r[t].splice(g(r[t],e),1):delete r[t]}),this}},emit:function(t,e){this.options.domEvents&&ht(t,e);var r=this.handlers[t]&&this.handlers[t].slice();if(r&&r.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var n=0;n<r.length;)r[n](e),n++}},destroy:function(){this.element&&_t(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},pt(ut,{INPUT_START:zt,INPUT_MOVE:Ct,INPUT_END:Nt,INPUT_CANCEL:Dt,STATE_POSSIBLE:fe,STATE_BEGAN:ye,STATE_CHANGED:me,STATE_ENDED:ve,STATE_RECOGNIZED:ge,STATE_CANCELLED:be,STATE_FAILED:we,DIRECTION_NONE:Ft,DIRECTION_LEFT:It,DIRECTION_RIGHT:Bt,DIRECTION_UP:Rt,DIRECTION_DOWN:Lt,DIRECTION_HORIZONTAL:Vt,DIRECTION_VERTICAL:Gt,DIRECTION_ALL:Ut,Manager:ct,Input:S,TouchAction:Q,TouchInput:U,MouseInput:R,PointerEventInput:L,TouchMouseInput:q,SingleTouchInput:V,Recognizer:Z,AttrRecognizer:rt,Tap:lt,Pan:nt,Swipe:at,Pinch:it,Rotate:st,Press:ot,on:d,off:f,each:l,merge:wt,extend:bt,assign:pt,inherit:c,bindFn:_,prefixed:x});var Me=\"undefined\"!=typeof e?e:\"undefined\"!=typeof self?self:{};Me.Hammer=ut,\"function\"==typeof t&&t.amd?t(function(){return ut}):\"undefined\"!=typeof r&&r.exports?r.exports=ut:e[i]=ut}(window,document,\"Hammer\")},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=t(321);!function(t){t[t.Le=0]=\"Le\",t[t.Ge=1]=\"Ge\",t[t.Eq=2]=\"Eq\"}(n=r.Operator||(r.Operator={}));var o=function(){function t(t,e,r){void 0===r&&(r=i.Strength.required),this._id=s++,this._operator=e,this._expression=t,this._strength=i.Strength.clip(r)}return t.Compare=function(t,e){return t.id-e.id},t.prototype.toString=function(){var t=this,e=function(){switch(t._operator){case n.Le:return\"<=\";case n.Ge:return\">=\";case n.Eq:return\"==\"}};return this._expression+\" \"+e()+\" 0\"},Object.defineProperty(t.prototype,\"id\",{get:function(){return this._id},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"expression\",{get:function(){return this._expression},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"op\",{get:function(){return this._operator},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"strength\",{get:function(){return this._strength},enumerable:!0,configurable:!0}),t}();r.Constraint=o;var s=0},function(t,e,r){\"use strict\";function n(t){for(var e=0,r=function(){return 0},n=s.createMap(o.Variable.Compare),i=0,a=t.length;i<a;++i){var l=t[i];if(\"number\"==typeof l)e+=l;else if(l instanceof o.Variable)n.setDefault(l,r).second+=1;else{if(!(l instanceof Array))throw new Error(\"invalid Expression argument: \"+JSON.stringify(l));if(2!==l.length)throw new Error(\"array must have length 2\");var u=l[0],c=l[1];if(\"number\"!=typeof u)throw new Error(\"array item 0 must be a number\");if(!(c instanceof o.Variable))throw new Error(\"array item 1 must be a variable\");n.setDefault(c,r).second+=u}}return{terms:n,constant:e}}/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var i=t(325),o=t(328),s=t(319),a=function(){function t(){var t=n(arguments);this._terms=t.terms,this._constant=t.constant}return t.prototype.toString=function(){var t=[];i.forEach(this._terms,function(e){t.push([e.first,e.second])});for(var e=!0,r=\"\",n=0,o=t;n<o.length;n++){var s=o[n],a=s[0],l=s[1];e?(e=!1,r+=1==l?\"\"+a:l==-1?\"-\"+a:l+\"*\"+a):r+=1==l?\" + \"+a:l==-1?\" - \"+a:l>=0?\" + \"+l+a:\" - \"+-l+a}var u=this.constant;return u<0?r+=\" - \"+-u:u>0&&(r+=\" + \"+u),r},Object.defineProperty(t.prototype,\"terms\",{get:function(){return this._terms},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"constant\",{get:function(){return this._constant},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"value\",{get:function(){var t=this._constant;return i.forEach(this._terms,function(e){t+=e.first.value*e.second}),t},enumerable:!0,configurable:!0}),t}();r.Expression=a},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      function n(t){for(var e in t)r.hasOwnProperty(e)||(r[e]=t[e])}Object.defineProperty(r,\"__esModule\",{value:!0}),n(t(328)),n(t(317)),n(t(316)),n(t(321)),n(t(320))},function(t,e,r){\"use strict\";function n(t){return new i.AssociativeArray(t)}/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var i=t(325);r.createMap=n},function(t,e,r){\"use strict\";function n(t){var e=1e-8;return t<0?-t<e:t<e}function i(){return h.createMap(c.Constraint.Compare)}function o(){return h.createMap(y.Compare)}function s(){return h.createMap(l.Variable.Compare)}function a(){return h.createMap(l.Variable.Compare)}/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var l=t(328),u=t(317),c=t(316),_=t(321),h=t(319),p=t(325),d=function(){function t(){this._cnMap=i(),this._rowMap=o(),this._varMap=s(),this._editMap=a(),this._infeasibleRows=[],this._objective=new v,this._artificial=null,this._idTick=0}return t.prototype.addConstraint=function(t){var e=this._cnMap.find(t);if(void 0!==e)throw new Error(\"duplicate constraint\");var r=this._createRow(t),i=r.row,o=r.tag,s=this._chooseSubject(i,o);if(s.type()===f.Invalid&&i.allDummies()){if(!n(i.constant())){for(var a=[],l=0,u=t.expression.terms._array;l<u.length;l++){var c=u[l];a.push(c.first.name)}var _=[\"LE\",\"GE\",\"EQ\"][t.op];throw new Error(\"unsatisfiable constraint [\"+a.join(\",\")+\"] operator: \"+_)}s=o.marker}if(s.type()===f.Invalid){if(!this._addWithArtificialVariable(i))throw new Error(\"unsatisfiable constraint\")}else i.solveFor(s),this._substitute(s,i),this._rowMap.insert(s,i);this._cnMap.insert(t,o),this._optimize(this._objective)},t.prototype.removeConstraint=function(t,e){void 0===e&&(e=!1);var r=this._cnMap.erase(t);if(void 0===r){if(e)return;throw new Error(\"unknown constraint\")}this._removeConstraintEffects(t,r.second);var n=r.second.marker,i=this._rowMap.erase(n);if(void 0===i){var o=this._getMarkerLeavingSymbol(n);if(o.type()===f.Invalid)throw new Error(\"failed to find leaving row\");i=this._rowMap.erase(o),i.second.solveForEx(o,n),this._substitute(n,i.second)}this._optimize(this._objective)},t.prototype.hasConstraint=function(t){return this._cnMap.contains(t)},t.prototype.addEditVariable=function(t,e){var r=this._editMap.find(t);if(void 0!==r)throw new Error(\"duplicate edit variable: \"+t.name);if(e=_.Strength.clip(e),e===_.Strength.required)throw new Error(\"bad required strength\");var n=new u.Expression(t),i=new c.Constraint(n,c.Operator.Eq,e);this.addConstraint(i);var o=this._cnMap.find(i).second,s={tag:o,constraint:i,constant:0};this._editMap.insert(t,s)},t.prototype.removeEditVariable=function(t,e){void 0===e&&(e=!1);var r=this._editMap.erase(t);if(void 0===r){if(e)return;throw new Error(\"unknown edit variable: \"+t.name)}this.removeConstraint(r.second.constraint,e)},t.prototype.hasEditVariable=function(t){return this._editMap.contains(t)},t.prototype.suggestValue=function(t,e){var r=this._editMap.find(t);if(void 0===r)throw new Error(\"unknown edit variable: \"+t.name);var n=this._rowMap,i=r.second,o=e-i.constant;i.constant=e;var s=i.tag.marker,a=n.find(s);if(void 0!==a)return a.second.add(-o)<0&&this._infeasibleRows.push(s),void this._dualOptimize();var l=i.tag.other;if(a=n.find(l),void 0!==a)return a.second.add(o)<0&&this._infeasibleRows.push(l),void this._dualOptimize();for(var u=0,c=n.size();u<c;++u){var _=n.itemAt(u),h=_.second,p=h.coefficientFor(s);0!==p&&h.add(o*p)<0&&_.first.type()!==f.External&&this._infeasibleRows.push(_.first)}this._dualOptimize()},t.prototype.updateVariables=function(){for(var t=this._varMap,e=this._rowMap,r=0,n=t.size();r<n;++r){var i=t.itemAt(r),o=e.find(i.second),s=0;void 0!==o&&(s=o.second.constant(),s===-0&&(s=0)),i.first.setValue(s)}},t.prototype.getConstraints=function(){var t=[];return p.forEach(this._cnMap,function(e){t.push(e.first)}),t},Object.defineProperty(t.prototype,\"numConstraints\",{get:function(){return this._cnMap.size()},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"numEditVariables\",{get:function(){return this._editMap.size()},enumerable:!0,configurable:!0}),t.prototype._getVarSymbol=function(t){var e=this,r=function(){return e._makeSymbol(f.External)};return this._varMap.setDefault(t,r).second},t.prototype._createRow=function(t){for(var e=t.expression,r=new v(e.constant),i=e.terms,o=0,s=i.size();o<s;++o){var a=i.itemAt(o);if(!n(a.second)){var l=this._getVarSymbol(a.first),u=this._rowMap.find(l);void 0!==u?r.insertRow(u.second,a.second):r.insertSymbol(l,a.second)}}var h=this._objective,p=t.strength,d={marker:m,other:m};switch(t.op){case c.Operator.Le:case c.Operator.Ge:var y=t.op===c.Operator.Le?1:-1,g=this._makeSymbol(f.Slack);if(d.marker=g,r.insertSymbol(g,y),p<_.Strength.required){var b=this._makeSymbol(f.Error);d.other=b,r.insertSymbol(b,-y),h.insertSymbol(b,p)}break;case c.Operator.Eq:if(p<_.Strength.required){var w=this._makeSymbol(f.Error),x=this._makeSymbol(f.Error);d.marker=w,d.other=x,r.insertSymbol(w,-1),r.insertSymbol(x,1),h.insertSymbol(w,p),h.insertSymbol(x,p)}else{var k=this._makeSymbol(f.Dummy);d.marker=k,r.insertSymbol(k)}}return r.constant()<0&&r.reverseSign(),{row:r,tag:d}},t.prototype._chooseSubject=function(t,e){for(var r=t.cells(),n=0,i=r.size();n<i;++n){var o=r.itemAt(n);if(o.first.type()===f.External)return o.first}var s=e.marker.type();return(s===f.Slack||s===f.Error)&&t.coefficientFor(e.marker)<0?e.marker:(s=e.other.type(),(s===f.Slack||s===f.Error)&&t.coefficientFor(e.other)<0?e.other:m)},t.prototype._addWithArtificialVariable=function(t){var e=this._makeSymbol(f.Slack);this._rowMap.insert(e,t.copy()),this._artificial=t.copy(),this._optimize(this._artificial);var r=n(this._artificial.constant());this._artificial=null;var i=this._rowMap.erase(e);if(void 0!==i){var o=i.second;if(o.isConstant())return r;var s=this._anyPivotableSymbol(o);if(s.type()===f.Invalid)return!1;o.solveForEx(e,s),this._substitute(s,o),this._rowMap.insert(s,o)}for(var a=this._rowMap,l=0,u=a.size();l<u;++l)a.itemAt(l).second.removeSymbol(e);return this._objective.removeSymbol(e),r},t.prototype._substitute=function(t,e){for(var r=this._rowMap,n=0,i=r.size();n<i;++n){var o=r.itemAt(n);o.second.substitute(t,e),o.second.constant()<0&&o.first.type()!==f.External&&this._infeasibleRows.push(o.first)}this._objective.substitute(t,e),this._artificial&&this._artificial.substitute(t,e)},t.prototype._optimize=function(t){for(;;){var e=this._getEnteringSymbol(t);if(e.type()===f.Invalid)return;var r=this._getLeavingSymbol(e);if(r.type()===f.Invalid)throw new Error(\"the objective is unbounded\");var n=this._rowMap.erase(r).second;n.solveForEx(r,e),this._substitute(e,n),this._rowMap.insert(e,n)}},t.prototype._dualOptimize=function(){for(var t=this._rowMap,e=this._infeasibleRows;0!==e.length;){var r=e.pop(),n=t.find(r);if(void 0!==n&&n.second.constant()<0){var i=this._getDualEnteringSymbol(n.second);if(i.type()===f.Invalid)throw new Error(\"dual optimize failed\");var o=n.second;t.erase(r),o.solveForEx(r,i),this._substitute(i,o),t.insert(i,o)}}},t.prototype._getEnteringSymbol=function(t){for(var e=t.cells(),r=0,n=e.size();r<n;++r){var i=e.itemAt(r),o=i.first;if(i.second<0&&o.type()!==f.Dummy)return o}return m},t.prototype._getDualEnteringSymbol=function(t){for(var e=Number.MAX_VALUE,r=m,n=t.cells(),i=0,o=n.size();i<o;++i){var s=n.itemAt(i),a=s.first,l=s.second;if(l>0&&a.type()!==f.Dummy){var u=this._objective.coefficientFor(a),c=u/l;c<e&&(e=c,r=a)}}return r},t.prototype._getLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,r=m,n=this._rowMap,i=0,o=n.size();i<o;++i){var s=n.itemAt(i),a=s.first;if(a.type()!==f.External){var l=s.second,u=l.coefficientFor(t);if(u<0){var c=-l.constant()/u;c<e&&(e=c,r=a)}}}return r},t.prototype._getMarkerLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,r=e,n=e,i=m,o=i,s=i,a=i,l=this._rowMap,u=0,c=l.size();u<c;++u){var _=l.itemAt(u),h=_.second,p=h.coefficientFor(t);if(0!==p){var d=_.first;if(d.type()===f.External)a=d;else if(p<0){var y=-h.constant()/p;y<r&&(r=y,o=d)}else{var y=h.constant()/p;y<n&&(n=y,s=d)}}}return o!==i?o:s!==i?s:a},t.prototype._removeConstraintEffects=function(t,e){e.marker.type()===f.Error&&this._removeMarkerEffects(e.marker,t.strength),e.other.type()===f.Error&&this._removeMarkerEffects(e.other,t.strength)},t.prototype._removeMarkerEffects=function(t,e){var r=this._rowMap.find(t);void 0!==r?this._objective.insertRow(r.second,-e):this._objective.insertSymbol(t,-e)},t.prototype._anyPivotableSymbol=function(t){for(var e=t.cells(),r=0,n=e.size();r<n;++r){var i=e.itemAt(r),o=i.first.type();if(o===f.Slack||o===f.Error)return i.first}return m},t.prototype._makeSymbol=function(t){return new y(t,(this._idTick++))},t}();r.Solver=d;var f;!function(t){t[t.Invalid=0]=\"Invalid\",t[t.External=1]=\"External\",t[t.Slack=2]=\"Slack\",t[t.Error=3]=\"Error\",t[t.Dummy=4]=\"Dummy\"}(f||(f={}));var y=function(){function t(t,e){this._id=e,this._type=t}return t.Compare=function(t,e){return t.id()-e.id()},t.prototype.id=function(){return this._id},t.prototype.type=function(){return this._type},t}(),m=new y(f.Invalid,(-1)),v=function(){function t(t){void 0===t&&(t=0),this._cellMap=h.createMap(y.Compare),this._constant=t}return t.prototype.cells=function(){return this._cellMap},t.prototype.constant=function(){return this._constant},t.prototype.isConstant=function(){return this._cellMap.empty()},t.prototype.allDummies=function(){for(var t=this._cellMap,e=0,r=t.size();e<r;++e){var n=t.itemAt(e);if(n.first.type()!==f.Dummy)return!1}return!0},t.prototype.copy=function(){var e=new t(this._constant);return e._cellMap=this._cellMap.copy(),e},t.prototype.add=function(t){return this._constant+=t},t.prototype.insertSymbol=function(t,e){void 0===e&&(e=1);var r=this._cellMap.setDefault(t,function(){return 0});n(r.second+=e)&&this._cellMap.erase(t)},t.prototype.insertRow=function(t,e){void 0===e&&(e=1),this._constant+=t._constant*e;for(var r=t._cellMap,n=0,i=r.size();n<i;++n){var o=r.itemAt(n);this.insertSymbol(o.first,o.second*e)}},t.prototype.removeSymbol=function(t){this._cellMap.erase(t)},t.prototype.reverseSign=function(){this._constant=-this._constant;for(var t=this._cellMap,e=0,r=t.size();e<r;++e){var n=t.itemAt(e);n.second=-n.second}},t.prototype.solveFor=function(t){var e=this._cellMap,r=e.erase(t),n=-1/r.second;this._constant*=n;for(var i=0,o=e.size();i<o;++i)e.itemAt(i).second*=n},t.prototype.solveForEx=function(t,e){this.insertSymbol(t,-1),this.solveFor(e)},t.prototype.coefficientFor=function(t){var e=this._cellMap.find(t);return void 0!==e?e.second:0},t.prototype.substitute=function(t,e){var r=this._cellMap.erase(t);void 0!==r&&this.insertRow(e,r.second)},t}()},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
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       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var p=t(326);r.lowerBound=n,r.binarySearch=i,r.binaryFind=o,r.asSet=s,r.setIsDisjoint=a,r.setIsSubset=l,r.setUnion=u,r.setIntersection=c,r.setDifference=_,r.setSymmetricDifference=h},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(326),i=function(){function t(){this._array=[]}return t.prototype.size=function(){return this._array.length},t.prototype.empty=function(){return 0===this._array.length},t.prototype.itemAt=function(t){return this._array[t]},t.prototype.takeAt=function(t){return this._array.splice(t,1)[0]},t.prototype.clear=function(){this._array=[]},t.prototype.swap=function(t){var e=this._array;this._array=t._array,t._array=e},t.prototype.__iter__=function(){return n.iter(this._array)},t.prototype.__reversed__=function(){return n.reversed(this._array)},t}();r.ArrayBase=i},function(t,e,r){\"use strict\";function n(t){return function(e,r){return t(e.first,r)}}function i(t,e,r){for(var n=0,i=0,o=t.length,s=e.length,a=[];n<o&&i<s;){var l=t[n],u=e[i],c=r(l.first,u.first);c<0?(a.push(l.copy()),++n):c>0?(a.push(u.copy()),++i):(a.push(u.copy()),++n,++i)}for(;n<o;)a.push(t[n].copy()),++n;for(;i<s;)a.push(e[i].copy()),++i;return a}/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      var o=this&&this.__extends||function(){var t=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])};return function(e,r){function n(){this.constructor=e}t(e,r),e.prototype=null===r?Object.create(r):(n.prototype=r.prototype,new n)}}();Object.defineProperty(r,\"__esModule\",{value:!0});var s=t(327),a=t(323),l=t(322),u=t(326),c=function(t){function e(e){var r=t.call(this)||this;return r._compare=e,r._wrapped=n(e),r}return o(e,t),e.prototype.comparitor=function(){return this._compare},e.prototype.indexOf=function(t){return l.binarySearch(this._array,t,this._wrapped)},e.prototype.contains=function(t){return l.binarySearch(this._array,t,this._wrapped)>=0},e.prototype.find=function(t){return l.binaryFind(this._array,t,this._wrapped)},e.prototype.setDefault=function(t,e){var r=this._array,n=l.lowerBound(r,t,this._wrapped);if(n===r.length){var i=new s.Pair(t,e());return r.push(i),i}var o=r[n];if(0!==this._compare(o.first,t)){var i=new s.Pair(t,e());return r.splice(n,0,i),i}return o},e.prototype.insert=function(t,e){var r=this._array,n=l.lowerBound(r,t,this._wrapped);if(n===r.length){var i=new s.Pair(t,e);return r.push(i),i}var o=r[n];if(0!==this._compare(o.first,t)){var i=new s.Pair(t,e);return r.splice(n,0,i),i}return o.second=e,o},e.prototype.update=function(t){var r=this;t instanceof e?this._array=i(this._array,t._array,this._compare):u.forEach(t,function(t){r.insert(t.first,t.second)})},e.prototype.erase=function(t){var e=this._array,r=l.binarySearch(e,t,this._wrapped);if(!(r<0))return e.splice(r,1)[0]},e.prototype.copy=function(){for(var t=new e(this._compare),r=t._array,n=this._array,i=0,o=n.length;i<o;++i)r.push(n[i].copy());return t},e}(a.ArrayBase);r.AssociativeArray=c},function(t,e,r){\"use strict\";function n(t){for(var e in t)r.hasOwnProperty(e)||(r[e]=t[e])}Object.defineProperty(r,\"__esModule\",{value:!0}),n(t(322)),n(t(323)),n(t(324)),n(t(326)),n(t(327))},function(t,e,r){\"use strict\";function n(t){return t instanceof Array?new c(t):t.__iter__()}function i(t){return t instanceof Array?new _(t):t.__reversed__()}function o(t){return t.__next__()}function s(t){if(t instanceof Array)return t.slice();for(var e,r=[],n=t.__iter__();void 0!==(e=n.__next__());)r.push(e);return r}function a(t,e){if(t instanceof Array){for(var r=0,n=t.length;r<n;++r)if(e(t[r])===!1)return}else for(var i,o=t.__iter__();void 0!==(i=o.__next__());)if(e(i)===!1)return}function l(t,e){var r=[];if(t instanceof Array)for(var n=0,i=t.length;n<i;++n)r.push(e(t[n]));else for(var o,s=t.__iter__();void 0!==(o=s.__next__());)r.push(e(o));return r}function u(t,e){var r,n=[];if(t instanceof Array)for(var i=0,o=t.length;i<o;++i)r=t[i],e(r)&&n.push(r);else for(var s=t.__iter__();void 0!==(r=s.__next__());)e(r)&&n.push(r);return n}/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var c=function(){function t(t,e){\"undefined\"==typeof e&&(e=0),this._array=t,this._index=Math.max(0,Math.min(e,t.length))}return t.prototype.__next__=function(){return this._array[this._index++]},t.prototype.__iter__=function(){return this},t}();r.ArrayIterator=c;var _=function(){function t(t,e){\"undefined\"==typeof e&&(e=t.length),this._array=t,this._index=Math.max(0,Math.min(e,t.length))}return t.prototype.__next__=function(){return this._array[--this._index]},t.prototype.__iter__=function(){return this},t}();r.ReverseArrayIterator=_,r.iter=n,r.reversed=i,r.next=o,r.asArray=s,r.forEach=a,r.map=l,r.filter=u},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(){function t(t,e){this.first=t,this.second=e}return t.prototype.copy=function(){return new t(this.first,this.second)},t}();r.Pair=n},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n",
       "      | Copyright (c) 2014, Nucleic Development Team.\n",
       "      |\n",
       "      | Distributed under the terms of the Modified BSD License.\n",
       "      |\n",
       "      | The full license is in the file COPYING.txt, distributed with this software.\n",
       "      |----------------------------------------------------------------------------*/\n",
       "      Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(){function t(t){void 0===t&&(t=\"\"),this._value=0,this._context=null,this._id=i++,this._name=t}return t.Compare=function(t,e){return t.id-e.id},t.prototype.toString=function(){return this._name},Object.defineProperty(t.prototype,\"id\",{get:function(){return this._id},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"name\",{get:function(){return this._name},enumerable:!0,configurable:!0}),t.prototype.setName=function(t){this._name=t},Object.defineProperty(t.prototype,\"context\",{get:function(){return this._context},enumerable:!0,configurable:!0}),t.prototype.setContext=function(t){this._context=t},Object.defineProperty(t.prototype,\"value\",{get:function(){return this._value},enumerable:!0,configurable:!0}),t.prototype.setValue=function(t){this._value=t},t}();r.Variable=n;var i=0},function(t,e,r){function n(t){this._value=t}function i(t){var e,r=\"\";for(e=0;e<t;e++)r+=\"0\";return 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       "       * numbro.js\n",
       "       * version : 1.6.2\n",
       "       * author : Företagsplatsen AB\n",
       "       * license : MIT\n",
       "       * http://www.foretagsplatsen.se\n",
       "       */\n",
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       "      THIS CODE IS PROVIDED ON AN *AS IS* BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY\n",
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       "      WARRANTIES OR CONDITIONS OF TITLE, FITNESS FOR A PARTICULAR PURPOSE,\n",
       "      MERCHANTABLITY OR NON-INFRINGEMENT.\n",
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       "      Copyright (c) 2012, Anaconda, Inc.\n",
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       "      CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n",
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       "      THE POSSIBILITY OF SUCH DAMAGE.\n",
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this.getStep(this.toStepping(t))};var tt={to:function(t){return void 0!==t&&t.toFixed(2)},from:Number};return{version:Z,create:Q}})},401:function(t,n,r){/*!\n",
       "       * Pikaday\n",
       "       *\n",
       "       * Copyright © 2014 David Bushell | BSD & MIT license | https://github.com/dbushell/Pikaday\n",
       "       */\n",
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t.month<0&&(t.year-=Math.ceil(Math.abs(t.month)/12),t.month+=12),t.month>11&&(t.year+=Math.floor(Math.abs(t.month)/12),t.month-=12),t},w={field:null,bound:void 0,position:\"bottom left\",reposition:!0,format:\"YYYY-MM-DD\",toString:null,parse:null,defaultDate:null,setDefaultDate:!1,firstDay:0,formatStrict:!1,minDate:null,maxDate:null,yearRange:10,showWeekNumber:!1,pickWholeWeek:!1,minYear:0,maxYear:9999,minMonth:void 0,maxMonth:void 0,startRange:null,endRange:null,isRTL:!1,yearSuffix:\"\",showMonthAfterYear:!1,showDaysInNextAndPreviousMonths:!1,enableSelectionDaysInNextAndPreviousMonths:!1,numberOfMonths:1,mainCalendar:\"left\",container:void 0,blurFieldOnSelect:!0,i18n:{previousMonth:\"Previous Month\",nextMonth:\"Next 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t.isDisabled&&e.push(\"is-disabled\"),t.isToday&&e.push(\"is-today\"),t.isSelected&&(e.push(\"is-selected\"),n=\"true\"),t.hasEvent&&e.push(\"has-event\"),t.isInRange&&e.push(\"is-inrange\"),t.isStartRange&&e.push(\"is-startrange\"),t.isEndRange&&e.push(\"is-endrange\"),'<td data-day=\"'+t.day+'\" class=\"'+e.join(\" \")+'\" aria-selected=\"'+n+'\"><button class=\"pika-button pika-day\" type=\"button\" data-pika-year=\"'+t.year+'\" data-pika-month=\"'+t.month+'\" data-pika-day=\"'+t.day+'\">'+t.day+\"</button></td>\"},S=function(t,e,n){var r=new Date(n,0,1),i=Math.ceil(((new Date(n,e,t)-r)/864e5+r.getDay()+1)/7);return'<td class=\"pika-week\">'+i+\"</td>\"},E=function(t,e,n,r){return'<tr class=\"pika-row'+(n?\" pick-whole-week\":\"\")+(r?\" is-selected\":\"\")+'\">'+(e?t.reverse():t).join(\"\")+\"</tr>\"},D=function(t){return\"<tbody>\"+t.join(\"\")+\"</tbody>\"},M=function(t){var e,n=[];for(t.showWeekNumber&&n.push(\"<th></th>\"),e=0;e<7;e++)n.push('<th scope=\"col\"><abbr 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tabindex=\"-1\">'+u.join(\"\")+\"</select></div>\",_+=d.showMonthAfterYear?c+l:l+c,h&&(0===r||d.minMonth>=r)&&(m=!1),f&&(11===r||d.maxMonth<=r)&&(y=!1),0===e&&(_+='<button class=\"pika-prev'+(m?\"\":\" is-disabled\")+'\" type=\"button\">'+d.i18n.previousMonth+\"</button>\"),e===t._o.numberOfMonths-1&&(_+='<button class=\"pika-next'+(y?\"\":\" is-disabled\")+'\" type=\"button\">'+d.i18n.nextMonth+\"</button>\"),_+=\"</div>\"},P=function(t,e,n){return'<table cellpadding=\"0\" cellspacing=\"0\" class=\"pika-table\" role=\"grid\" aria-labelledby=\"'+n+'\">'+M(t)+D(e)+\"</table>\"},O=function(s){var a=this,l=a.config(s);a._onMouseDown=function(t){if(a._v){t=t||window.event;var e=t.target||t.srcElement;if(e)if(u(e,\"is-disabled\")||(!u(e,\"pika-button\")||u(e,\"is-empty\")||u(e.parentNode,\"is-disabled\")?u(e,\"pika-prev\")?a.prevMonth():u(e,\"pika-next\")&&a.nextMonth():(a.setDate(new 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Date)},gotoMonth:function(t){isNaN(t)||(this.calendars[0].month=parseInt(t,10),this.adjustCalendars())},nextMonth:function(){this.calendars[0].month++,this.adjustCalendars()},prevMonth:function(){this.calendars[0].month--,this.adjustCalendars()},gotoYear:function(t){isNaN(t)||(this.calendars[0].year=parseInt(t,10),this.adjustCalendars())},setMinDate:function(t){t instanceof Date?(m(t),this._o.minDate=t,this._o.minYear=t.getFullYear(),this._o.minMonth=t.getMonth()):(this._o.minDate=w.minDate,this._o.minYear=w.minYear,this._o.minMonth=w.minMonth,this._o.startRange=w.startRange),this.draw()},setMaxDate:function(t){t instanceof Date?(m(t),this._o.maxDate=t,this._o.maxYear=t.getFullYear(),this._o.maxMonth=t.getMonth()):(this._o.maxDate=w.maxDate,this._o.maxYear=w.maxYear,this._o.maxMonth=w.maxMonth,this._o.endRange=w.endRange),this.draw()},setStartRange:function(t){this._o.startRange=t},setEndRange:function(t){this._o.endRange=t},draw:function(t){if(this._v||t){var e,n=this._o,r=n.minYear,o=n.maxYear,s=n.minMonth,a=n.maxMonth,u=\"\";this._y<=r&&(this._y=r,!isNaN(s)&&this._m<s&&(this._m=s)),this._y>=o&&(this._y=o,!isNaN(a)&&this._m>a&&(this._m=a)),e=\"pika-title-\"+Math.random().toString(36).replace(/[^a-z]+/g,\"\").substr(0,2);for(var l=0;l<n.numberOfMonths;l++)u+='<div class=\"pika-lendar\">'+C(this,l,this.calendars[l].year,this.calendars[l].month,this.calendars[0].year,e)+this.render(this.calendars[l].year,this.calendars[l].month,e)+\"</div>\";this.el.innerHTML=u,n.bound&&\"hidden\"!==n.field.type&&i(function(){n.trigger.focus()},1),\"function\"==typeof this._o.onDraw&&this._o.onDraw(this),n.bound&&n.field.setAttribute(\"aria-label\",\"Use the arrow keys to pick a date\")}},adjustPosition:function(){var t,e,n,i,o,s,a,u,l,c;if(!this._o.container){if(this.el.style.position=\"absolute\",t=this._o.trigger,e=t,n=this.el.offsetWidth,i=this.el.offsetHeight,o=window.innerWidth||r.documentElement.clientWidth,s=window.innerHeight||r.documentElement.clientHeight,a=window.pageYOffset||r.body.scrollTop||r.documentElement.scrollTop,\"function\"==typeof t.getBoundingClientRect)c=t.getBoundingClientRect(),u=c.left+window.pageXOffset,l=c.bottom+window.pageYOffset;else for(u=e.offsetLeft,l=e.offsetTop+e.offsetHeight;e=e.offsetParent;)u+=e.offsetLeft,l+=e.offsetTop;(this._o.reposition&&u+n>o||this._o.position.indexOf(\"right\")>-1&&u-n+t.offsetWidth>0)&&(u=u-n+t.offsetWidth),(this._o.reposition&&l+i>s+a||this._o.position.indexOf(\"top\")>-1&&l-i-t.offsetHeight>0)&&(l=l-i-t.offsetHeight),this.el.style.left=u+\"px\",this.el.style.top=l+\"px\"}},render:function(t,e,n){var r=this._o,i=new Date,o=_(t,e),s=new Date(t,e,1).getDay(),a=[],u=[];m(i),r.firstDay>0&&(s-=r.firstDay,s<0&&(s+=7));for(var l=0===e?11:e-1,c=11===e?0:e+1,p=0===e?t-1:t,f=11===e?t+1:t,g=_(p,l),v=o+s,b=v;b>7;)b-=7;v+=7-b;for(var w=!1,k=0,D=0;k<v;k++){var M=new Date(t,e,1+(k-s)),C=!!d(this._d)&&y(M,this._d),O=y(M,i),A=r.events.indexOf(M.toDateString())!==-1,V=k<s||k>=o+s,N=1+(k-s),I=e,R=t,j=r.startRange&&y(r.startRange,M),T=r.endRange&&y(r.endRange,M),L=r.startRange&&r.endRange&&r.startRange<M&&M<r.endRange,W=r.minDate&&M<r.minDate||r.maxDate&&M>r.maxDate||r.disableWeekends&&h(M)||r.disableDayFn&&r.disableDayFn(M);V&&(k<s?(N=g+N,I=l,R=p):(N-=o,I=c,R=f));var B={day:N,month:I,year:R,hasEvent:A,isSelected:C,isToday:O,isDisabled:W,isEmpty:V,isStartRange:j,isEndRange:T,isInRange:L,showDaysInNextAndPreviousMonths:r.showDaysInNextAndPreviousMonths,enableSelectionDaysInNextAndPreviousMonths:r.enableSelectionDaysInNextAndPreviousMonths};r.pickWholeWeek&&C&&(w=!0),u.push(x(B)),7===++D&&(r.showWeekNumber&&u.unshift(S(k-s,e,t)),a.push(E(u,r.isRTL,r.pickWholeWeek,w)),u=[],D=0,w=!1)}return P(r,a,n)},isVisible:function(){return this._v},show:function(){this.isVisible()||(this._v=!0,this.draw(),c(this.el,\"is-hidden\"),this._o.bound&&(o(r,\"click\",this._onClick),this.adjustPosition()),\"function\"==typeof this._o.onOpen&&this._o.onOpen.call(this))},hide:function(){var t=this._v;t!==!1&&(this._o.bound&&s(r,\"click\",this._onClick),this.el.style.position=\"static\",this.el.style.left=\"auto\",this.el.style.top=\"auto\",l(this.el,\"is-hidden\"),this._v=!1,void 0!==t&&\"function\"==typeof this._o.onClose&&this._o.onClose.call(this))},destroy:function(){this.hide(),s(this.el,\"mousedown\",this._onMouseDown,!0),s(this.el,\"touchend\",this._onMouseDown,!0),s(this.el,\"change\",this._onChange),s(r,\"keydown\",this._onKeyChange),this._o.field&&(s(this._o.field,\"change\",this._onInputChange),this._o.bound&&(s(this._o.trigger,\"click\",this._onInputClick),s(this._o.trigger,\"focus\",this._onInputFocus),s(this._o.trigger,\"blur\",this._onInputBlur))),this.el.parentNode&&this.el.parentNode.removeChild(this.el)}},O})}},{\"models/widgets/abstract_button\":369,\"models/widgets/abstract_icon\":370,\"models/widgets/abstract_slider\":371,\"models/widgets/autocomplete_input\":372,\"models/widgets/button\":373,\"models/widgets/checkbox_button_group\":374,\"models/widgets/checkbox_group\":375,\"models/widgets/common\":376,\"models/widgets/date_picker\":377,\"models/widgets/date_range_slider\":378,\"models/widgets/date_slider\":379,\"models/widgets/div\":380,\"models/widgets/dropdown\":381,\"models/widgets/index\":382,\"models/widgets/input_widget\":383,\"models/widgets/main\":384,\"models/widgets/markup\":385,\"models/widgets/multiselect\":386,\"models/widgets/panel\":387,\"models/widgets/paragraph\":388,\"models/widgets/password_input\":389,\"models/widgets/pretext\":390,\"models/widgets/radio_button_group\":391,\"models/widgets/radio_group\":392,\"models/widgets/range_slider\":393,\"models/widgets/selectbox\":394,\"models/widgets/slider\":395,\"models/widgets/tabs\":396,\"models/widgets/text_input\":397,\"models/widgets/toggle\":398,\"models/widgets/widget\":409},384)});/*!\n",
       "      Copyright (c) 2012, Anaconda, Inc.\n",
       "      All rights reserved.\n",
       "      \n",
       "      Redistribution and use in source and binary forms, with or without modification,\n",
       "      are permitted provided that the following conditions are met:\n",
       "      \n",
       "      Redistributions of source code must retain the above copyright notice,\n",
       "      this list of conditions and the following disclaimer.\n",
       "      \n",
       "      Redistributions in binary form must reproduce the above copyright notice,\n",
       "      this list of conditions and the following disclaimer in the documentation\n",
       "      and/or other materials provided with the distribution.\n",
       "      \n",
       "      Neither the name of Anaconda nor the names of any contributors\n",
       "      may be used to endorse or promote products derived from this software\n",
       "      without specific prior written permission.\n",
       "      \n",
       "      THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n",
       "      AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n",
       "      IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n",
       "      ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n",
       "      LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n",
       "      CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n",
       "      SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n",
       "      INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n",
       "      CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n",
       "      ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n",
       "      THE POSSIBILITY OF SUCH DAMAGE.\n",
       "      */\n",
       "      \n",
       "      //# sourceMappingURL=bokeh-widgets.min.js.map\n",
       "      \n",
       "      /* END bokeh-widgets.min.js */\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-tables.min.js */\n",
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this.getValue()},t.prototype.isValueChanged=function(){return!(\"\"===this.getValue()&&null==this.defaultValue)&&this.getValue()!==this.defaultValue},t.prototype.applyValue=function(e,t){return this.args.grid.getData().setField(e[c.DTINDEX_NAME],this.args.column.field,t)},t.prototype.loadValue=function(e){var t;return t=e[this.args.column.field],this.defaultValue=null!=t?t:this.emptyValue,this.setValue(this.defaultValue)},t.prototype.validateValue=function(e){var t;return this.args.column.validator&&(t=this.args.column.validator(e),!t.valid)?t:{valid:!0,msg:null}},t.prototype.validate=function(){return this.validateValue(this.getValue())},t}(a.DOMView),n.CellEditor=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return o(t,e),t.prototype.type=\"CellEditor\",t.prototype.default_view=n.CellEditorView,t}(u.Model),n.StringEditorView=function(e){function t(){return t.__super__.constructor.apply(this,arguments)}return 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       "       *\n",
       "       * Copyright JS Foundation and other contributors\n",
       "       * Released under the MIT license\n",
       "       * https://jquery.org/license\n",
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       "       * Date: 2017-03-20T18:59Z\n",
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ge.isWindow(t)?0===o.indexOf(\"outer\")?t[\"inner\"+e]:t.document.documentElement[\"client\"+e]:9===t.nodeType?(i=t.documentElement,Math.max(t.body[\"scroll\"+e],i[\"scroll\"+e],t.body[\"offset\"+e],i[\"offset\"+e],i[\"client\"+e])):void 0===r?ge.css(t,n,s):ge.style(t,n,r,s)},t,l?r:void 0,l)}})}),ge.fn.extend({bind:function(e,t,n){return this.on(e,null,t,n)},unbind:function(e,t){return this.off(e,null,t)},delegate:function(e,t,n,o){return this.on(t,e,n,o)},undelegate:function(e,t,n){return 1===arguments.length?this.off(e,\"**\"):this.off(t,e||\"**\",n)}}),ge.holdReady=function(e){e?ge.readyWait++:ge.ready(!0)},ge.isArray=Array.isArray,ge.parseJSON=JSON.parse,ge.nodeName=r,\"function\"==typeof define&&define.amd&&define(\"jquery\",[],function(){return ge});var Ut=e.jQuery,Kt=e.$;return ge.noConflict=function(t){return e.$===ge&&(e.$=Kt),t&&e.jQuery===ge&&(e.jQuery=Ut),ge},t||(e.jQuery=e.$=ge),ge})},411:function(e,t,n){/*!\n",
       "       * jquery.event.drag - v 2.3.0\n",
       "       * Copyright (c) 2010 Three Dub Media - http://threedubmedia.com\n",
       "       * Open Source MIT License - http://threedubmedia.com/code/license\n",
       "       */\n",
       "      var o=e(417);o.fn.drag=function(e,t,n){var r=\"string\"==typeof e?e:\"\",i=o.isFunction(e)?e:o.isFunction(t)?t:null;return 0!==r.indexOf(\"drag\")&&(r=\"drag\"+r),n=(e==i?t:n)||{},i?this.on(r,n,i):this.trigger(r)};var r=o.event,i=r.special,l=i.drag={defaults:{which:1,distance:0,not:\":input\",handle:null,relative:!1,drop:!0,click:!1},datakey:\"dragdata\",noBubble:!0,add:function(e){var t=o.data(this,l.datakey),n=e.data||{};t.related+=1,o.each(l.defaults,function(e,o){void 0!==n[e]&&(t[e]=n[e])})},remove:function(){o.data(this,l.datakey).related-=1},setup:function(){if(!o.data(this,l.datakey)){var e=o.extend({related:0},l.defaults);o.data(this,l.datakey,e),r.add(this,\"touchstart mousedown\",l.init,e),this.attachEvent&&this.attachEvent(\"ondragstart\",l.dontstart)}},teardown:function(){var e=o.data(this,l.datakey)||{};e.related||(o.removeData(this,l.datakey),r.remove(this,\"touchstart mousedown\",l.init),l.textselect(!0),this.detachEvent&&this.detachEvent(\"ondragstart\",l.dontstart))},init:function(e){if(!l.touched){var t,n=e.data;if(!(0!=e.which&&n.which>0&&e.which!=n.which)&&!o(e.target).is(n.not)&&(!n.handle||o(e.target).closest(n.handle,e.currentTarget).length)&&(l.touched=\"touchstart\"==e.type?this:null,n.propagates=1,n.mousedown=this,n.interactions=[l.interaction(this,n)],n.target=e.target,n.pageX=e.pageX,n.pageY=e.pageY,n.dragging=null,t=l.hijack(e,\"draginit\",n),n.propagates))return t=l.flatten(t),t&&t.length&&(n.interactions=[],o.each(t,function(){n.interactions.push(l.interaction(this,n))})),n.propagates=n.interactions.length,n.drop!==!1&&i.drop&&i.drop.handler(e,n),l.textselect(!1),l.touched?r.add(l.touched,\"touchmove touchend\",l.handler,n):r.add(document,\"mousemove mouseup\",l.handler,n),!(!l.touched||n.live)&&void 0}},interaction:function(e,t){var n=e&&e.ownerDocument?o(e)[t.relative?\"position\":\"offset\"]()||{top:0,left:0}:{top:0,left:0};return{drag:e,callback:new l.callback,droppable:[],offset:n}},handler:function(e){var t=e.data;switch(e.type){case!t.dragging&&\"touchmove\":e.preventDefault();case!t.dragging&&\"mousemove\":if(Math.pow(e.pageX-t.pageX,2)+Math.pow(e.pageY-t.pageY,2)<Math.pow(t.distance,2))break;e.target=t.target,l.hijack(e,\"dragstart\",t),t.propagates&&(t.dragging=!0);case\"touchmove\":e.preventDefault();case\"mousemove\":if(t.dragging){if(l.hijack(e,\"drag\",t),t.propagates){t.drop!==!1&&i.drop&&i.drop.handler(e,t);break}e.type=\"mouseup\"}case\"touchend\":case\"mouseup\":default:l.touched?r.remove(l.touched,\"touchmove touchend\",l.handler):r.remove(document,\"mousemove mouseup\",l.handler),t.dragging&&(t.drop!==!1&&i.drop&&i.drop.handler(e,t),l.hijack(e,\"dragend\",t)),l.textselect(!0),t.click===!1&&t.dragging&&o.data(t.mousedown,\"suppress.click\",(new Date).getTime()+5),t.dragging=l.touched=!1}},hijack:function(e,t,n,i,s){if(n){var a,u,c,d={event:e.originalEvent,type:e.type},p=t.indexOf(\"drop\")?\"drag\":\"drop\",f=i||0,h=isNaN(i)?n.interactions.length:i;e.type=t;var g=function(){};e.originalEvent=new o.Event(d.event,{preventDefault:g,stopPropagation:g,stopImmediatePropagation:g}),n.results=[];do if(u=n.interactions[f]){if(\"dragend\"!==t&&u.cancelled)continue;c=l.properties(e,n,u),u.results=[],o(s||u[p]||n.droppable).each(function(i,s){if(c.target=s,e.isPropagationStopped=function(){return!1},a=s?r.dispatch.call(s,e,c):null,a===!1?(\"drag\"==p&&(u.cancelled=!0,n.propagates-=1),\"drop\"==t&&(u[p][i]=null)):\"dropinit\"==t&&u.droppable.push(l.element(a)||s),\"dragstart\"==t&&(u.proxy=o(l.element(a)||u.drag)[0]),u.results.push(a),delete e.result,\"dropinit\"!==t)return a}),n.results[f]=l.flatten(u.results),\"dropinit\"==t&&(u.droppable=l.flatten(u.droppable)),\"dragstart\"!=t||u.cancelled||c.update()}while(++f<h);return e.type=d.type,e.originalEvent=d.event,l.flatten(n.results)}},properties:function(e,t,n){var o=n.callback;return o.drag=n.drag,o.proxy=n.proxy||n.drag,o.startX=t.pageX,o.startY=t.pageY,o.deltaX=e.pageX-t.pageX,o.deltaY=e.pageY-t.pageY,o.originalX=n.offset.left,o.originalY=n.offset.top,o.offsetX=o.originalX+o.deltaX,o.offsetY=o.originalY+o.deltaY,o.drop=l.flatten((n.drop||[]).slice()),o.available=l.flatten((n.droppable||[]).slice()),o},element:function(e){if(e&&(e.jquery||1==e.nodeType))return e},flatten:function(e){return o.map(e,function(e){return e&&e.jquery?o.makeArray(e):e&&e.length?l.flatten(e):e})},textselect:function(e){o(document)[e?\"off\":\"on\"](\"selectstart\",l.dontstart).css(\"MozUserSelect\",e?\"\":\"none\"),document.unselectable=e?\"off\":\"on\"},dontstart:function(){return!1},callback:function(){}};l.callback.prototype={update:function(){i.drop&&this.available.length&&o.each(this.available,function(e){i.drop.locate(this,e)})}};var s=r.dispatch;r.dispatch=function(e){return o.data(this,\"suppress.\"+e.type)-(new Date).getTime()>0?void o.removeData(this,\"suppress.\"+e.type):s.apply(this,arguments)},i.draginit=i.dragstart=i.dragend=l},412:function(e,t,n){/*!\n",
       "       * jquery.event.drop - v 2.3.0\n",
       "       * Copyright (c) 2010 Three Dub Media - http://threedubmedia.com\n",
       "       * Open Source MIT License - http://threedubmedia.com/code/license\n",
       "       */\n",
       "      var o=e(417);o.fn.drop=function(e,t,n){var r=\"string\"==typeof e?e:\"\",i=o.isFunction(e)?e:o.isFunction(t)?t:null;return 0!==r.indexOf(\"drop\")&&(r=\"drop\"+r),n=(e==i?t:n)||{},i?this.on(r,n,i):this.trigger(r)},o.drop=function(e){e=e||{},l.multi=e.multi===!0?1/0:e.multi===!1?1:isNaN(e.multi)?l.multi:e.multi,l.delay=e.delay||l.delay,l.tolerance=o.isFunction(e.tolerance)?e.tolerance:null===e.tolerance?null:l.tolerance,l.mode=e.mode||l.mode||\"intersect\"};var r=o.event,i=r.special,l=o.event.special.drop={multi:1,delay:20,mode:\"overlap\",targets:[],datakey:\"dropdata\",noBubble:!0,add:function(e){var t=o.data(this,l.datakey);t.related+=1},remove:function(){o.data(this,l.datakey).related-=1},setup:function(){if(!o.data(this,l.datakey)){var e={related:0,active:[],anyactive:0,winner:0,location:{}};o.data(this,l.datakey,e),l.targets.push(this)}},teardown:function(){var e=o.data(this,l.datakey)||{};if(!e.related){o.removeData(this,l.datakey);var t=this;l.targets=o.grep(l.targets,function(e){return e!==t})}},handler:function(e,t){var n;if(t)switch(e.type){case\"mousedown\":case\"touchstart\":n=o(l.targets),\"string\"==typeof t.drop&&(n=n.filter(t.drop)),n.each(function(){var e=o.data(this,l.datakey);e.active=[],e.anyactive=0,e.winner=0}),t.droppable=n,i.drag.hijack(e,\"dropinit\",t);break;case\"mousemove\":case\"touchmove\":l.event=e,l.timer||l.tolerate(t);break;case\"mouseup\":case\"touchend\":l.timer=clearTimeout(l.timer),t.propagates&&(i.drag.hijack(e,\"drop\",t),i.drag.hijack(e,\"dropend\",t))}},locate:function(e,t){var n=o.data(e,l.datakey),r=o(e),i=r.offset()||{},s=r.outerHeight(),a=r.outerWidth(),u={elem:e,width:a,height:s,top:i.top,left:i.left,right:i.left+a,bottom:i.top+s};return n&&(n.location=u,n.index=t,n.elem=e),u},contains:function(e,t){return(t[0]||t.left)>=e.left&&(t[0]||t.right)<=e.right&&(t[1]||t.top)>=e.top&&(t[1]||t.bottom)<=e.bottom},modes:{intersect:function(e,t,n){return this.contains(n,[e.pageX,e.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(e,t,n){return Math.max(0,Math.min(n.bottom,t.bottom)-Math.max(n.top,t.top))*Math.max(0,Math.min(n.right,t.right)-Math.max(n.left,t.left))},fit:function(e,t,n){return this.contains(n,t)?1:0},middle:function(e,t,n){return this.contains(n,[t.left+.5*t.width,t.top+.5*t.height])?1:0}},sort:function(e,t){return t.winner-e.winner||e.index-t.index},tolerate:function(e){var t,n,r,s,a,u,c,d,p=0,f=e.interactions.length,h=[l.event.pageX,l.event.pageY],g=l.tolerance||l.modes[l.mode];do if(d=e.interactions[p]){if(!d)return;d.drop=[],a=[],u=d.droppable.length,g&&(r=l.locate(d.proxy)),t=0;do if(c=d.droppable[t]){if(s=o.data(c,l.datakey),n=s.location,!n)continue;s.winner=g?g.call(l,l.event,r,n):l.contains(n,h)?1:0,a.push(s)}while(++t<u);a.sort(l.sort),t=0;do(s=a[t])&&(s.winner&&d.drop.length<l.multi?(s.active[p]||s.anyactive||(i.drag.hijack(l.event,\"dropstart\",e,p,s.elem)[0]!==!1?(s.active[p]=1,s.anyactive+=1):s.winner=0),s.winner&&d.drop.push(s.elem)):s.active[p]&&1==s.anyactive&&(i.drag.hijack(l.event,\"dropend\",e,p,s.elem),s.active[p]=0,s.anyactive-=1));while(++t<u)}while(++p<f);l.last&&h[0]==l.last.pageX&&h[1]==l.last.pageY?delete l.timer:l.timer=setTimeout(function(){l.tolerate(e)},l.delay),l.last=l.event}};i.dropinit=i.dropstart=i.dropend=l},413:function(e,t,n){\"use strict\";function o(e){function t(e){h=e,g.subscribe(h.onSelectedRowsChanged,o).subscribe(h.onClick,s).subscribe(h.onHeaderClick,d).subscribe(h.onKeyDown,l)}function n(){g.unsubscribeAll()}function o(e,t){var n,o,r=h.getSelectedRows(),i={};for(o=0;o<r.length;o++)n=r[o],i[n]=!0,i[n]!==m[n]&&(h.invalidateRow(n),delete m[n]);for(o in m)h.invalidateRow(o);m=i,h.render(),r.length&&r.length==h.getDataLength()?h.updateColumnHeader(w.columnId,\"<input type='checkbox' checked='checked'>\",w.toolTip):h.updateColumnHeader(w.columnId,\"<input type='checkbox'>\",w.toolTip)}function l(e,t){32==e.which&&h.getColumns()[t.cell].id===w.columnId&&(h.getEditorLock().isActive()&&!h.getEditorLock().commitCurrentEdit()||a(t.row),e.preventDefault(),e.stopImmediatePropagation())}function s(e,t){if(h.getColumns()[t.cell].id===w.columnId&&r(e.target).is(\":checkbox\")){if(h.getEditorLock().isActive()&&!h.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();a(t.row),e.stopPropagation(),e.stopImmediatePropagation()}}function a(e){m[e]?h.setSelectedRows(r.grep(h.getSelectedRows(),function(t){return t!=e})):h.setSelectedRows(h.getSelectedRows().concat(e))}function u(e){var t,n=e.length,o=[];for(t=0;t<n;t++)m[e[t]]||(o[o.length]=e[t]);h.setSelectedRows(h.getSelectedRows().concat(o))}function c(e){var t,n=e.length,o=[];for(t=0;t<n;t++)m[e[t]]&&(o[o.length]=e[t]);h.setSelectedRows(r.grep(h.getSelectedRows(),function(e){return o.indexOf(e)<0}))}function d(e,t){if(t.column.id==w.columnId&&r(e.target).is(\":checkbox\")){if(h.getEditorLock().isActive()&&!h.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();if(r(e.target).is(\":checked\")){for(var n=[],o=0;o<h.getDataLength();o++)n.push(o);h.setSelectedRows(n)}else h.setSelectedRows([]);e.stopPropagation(),e.stopImmediatePropagation()}}function p(){return{id:w.columnId,name:\"<input type='checkbox'>\",toolTip:w.toolTip,field:\"sel\",width:w.width,resizable:!1,sortable:!1,cssClass:w.cssClass,formatter:f}}function f(e,t,n,o,r){return r?m[e]?\"<input type='checkbox' checked='checked'>\":\"<input type='checkbox'>\":null}var h,g=new i.EventHandler,m={},v={columnId:\"_checkbox_selector\",cssClass:null,toolTip:\"Select/Deselect All\",width:30},w=r.extend(!0,{},v,e);r.extend(this,{init:t,destroy:n,deSelectRows:c,selectRows:u,getColumnDefinition:p})}var r=e(417),i=e(415);t.exports={CheckboxSelectColumn:o}},414:function(e,t,n){\"use strict\";function o(e){function t(t){w=r.extend(!0,{},x,e),m=t,b.subscribe(m.onActiveCellChanged,o(f)),b.subscribe(m.onKeyDown,o(h)),b.subscribe(m.onClick,o(g))}function n(){b.unsubscribeAll()}function o(e){return function(){v||(v=!0,e.apply(this,arguments),v=!1)}}function l(e){for(var t=[],n=0;n<e.length;n++)for(var o=e[n].fromRow;o<=e[n].toRow;o++)t.push(o);return t}function s(e){for(var t=[],n=m.getColumns().length-1,o=0;o<e.length;o++)t.push(new i.Range(e[o],0,e[o],n));return t}function a(e,t){var n,o=[];for(n=e;n<=t;n++)o.push(n);for(n=t;n<e;n++)o.push(n);return o}function u(){return l(y)}function c(e){d(s(e))}function d(e){(y&&0!==y.length||e&&0!==e.length)&&(y=e,C.onSelectedRangesChanged.notify(y))}function p(){return y}function f(e,t){w.selectActiveRow&&null!=t.row&&d([new i.Range(t.row,0,t.row,m.getColumns().length-1)])}function h(e){var t=m.getActiveCell();if(t&&e.shiftKey&&!e.ctrlKey&&!e.altKey&&!e.metaKey&&(38==e.which||40==e.which)){var n=u();n.sort(function(e,t){return e-t}),n.length||(n=[t.row]);var o,r=n[0],i=n[n.length-1];if(o=40==e.which?t.row<i||r==i?++i:++r:t.row<i?--i:--r,o>=0&&o<m.getDataLength()){m.scrollRowIntoView(o);var l=s(a(r,i));d(l)}e.preventDefault(),e.stopPropagation()}}function g(e){var t=m.getCellFromEvent(e);if(!t||!m.canCellBeActive(t.row,t.cell))return!1;if(!m.getOptions().multiSelect||!e.ctrlKey&&!e.shiftKey&&!e.metaKey)return!1;var n=l(y),o=r.inArray(t.row,n);if(o===-1&&(e.ctrlKey||e.metaKey))n.push(t.row),m.setActiveCell(t.row,t.cell);else if(o!==-1&&(e.ctrlKey||e.metaKey))n=r.grep(n,function(e,n){return e!==t.row}),m.setActiveCell(t.row,t.cell);else if(n.length&&e.shiftKey){var i=n.pop(),a=Math.min(t.row,i),u=Math.max(t.row,i);n=[];for(var c=a;c<=u;c++)c!==i&&n.push(c);n.push(i),m.setActiveCell(t.row,t.cell)}var p=s(n);return d(p),e.stopImmediatePropagation(),!0}var m,v,w,y=[],C=this,b=new i.EventHandler,x={selectActiveRow:!0};r.extend(this,{getSelectedRows:u,setSelectedRows:c,getSelectedRanges:p,setSelectedRanges:d,init:t,destroy:n,onSelectedRangesChanged:new i.Event})}var r=e(417),i=e(415);t.exports={RowSelectionModel:o}},415:function(e,t,n){\"use strict\";function o(){var e=!1,t=!1;this.stopPropagation=function(){e=!0},this.isPropagationStopped=function(){return e},this.stopImmediatePropagation=function(){t=!0},this.isImmediatePropagationStopped=function(){return t}}function r(){var e=[];this.subscribe=function(t){e.push(t)},this.unsubscribe=function(t){for(var n=e.length-1;n>=0;n--)e[n]===t&&e.splice(n,1)},this.notify=function(t,n,r){n=n||new o,r=r||this;for(var i,l=0;l<e.length&&!n.isPropagationStopped()&&!n.isImmediatePropagationStopped();l++)i=e[l].call(r,n,t);return i}}function i(){var e=[];this.subscribe=function(t,n){return e.push({event:t,handler:n}),t.subscribe(n),this},this.unsubscribe=function(t,n){for(var o=e.length;o--;)if(e[o].event===t&&e[o].handler===n)return e.splice(o,1),void t.unsubscribe(n);return this},this.unsubscribeAll=function(){for(var t=e.length;t--;)e[t].event.unsubscribe(e[t].handler);return e=[],this}}function l(e,t,n,o){void 0===n&&void 0===o&&(n=e,o=t),this.fromRow=Math.min(e,n),this.fromCell=Math.min(t,o),this.toRow=Math.max(e,n),this.toCell=Math.max(t,o),this.isSingleRow=function(){return this.fromRow==this.toRow},this.isSingleCell=function(){return this.fromRow==this.toRow&&this.fromCell==this.toCell},this.contains=function(e,t){return e>=this.fromRow&&e<=this.toRow&&t>=this.fromCell&&t<=this.toCell},this.toString=function(){return this.isSingleCell()?\"(\"+this.fromRow+\":\"+this.fromCell+\")\":\"(\"+this.fromRow+\":\"+this.fromCell+\" - \"+this.toRow+\":\"+this.toCell+\")\"}}function s(){this.__nonDataRow=!0}function a(){this.__group=!0,this.level=0,this.count=0,this.value=null,this.title=null,this.collapsed=!1,this.selectChecked=!1,this.totals=null,this.rows=[],this.groups=null,this.groupingKey=null}function u(){this.__groupTotals=!0,this.group=null,this.initialized=!1}function c(){var e=null;this.isActive=function(t){return t?e===t:null!==e},this.activate=function(t){if(t!==e){if(null!==e)throw new Error(\"SlickGrid.EditorLock.activate: an editController is still active, can't activate another editController\");if(!t.commitCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .commitCurrentEdit()\");if(!t.cancelCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .cancelCurrentEdit()\");e=t}},this.deactivate=function(t){if(e!==t)throw new Error(\"SlickGrid.EditorLock.deactivate: specified editController is not the currently active one\");e=null},this.commitCurrentEdit=function(){return!e||e.commitCurrentEdit()},this.cancelCurrentEdit=function(){return!e||e.cancelCurrentEdit()}}a.prototype=new s,a.prototype.equals=function(e){return this.value===e.value&&this.count===e.count&&this.collapsed===e.collapsed&&this.title===e.title},u.prototype=new s,t.exports={Event:r,EventData:o,EventHandler:i,Range:l,NonDataRow:s,Group:a,GroupTotals:u,EditorLock:c,GlobalEditorLock:new c,keyCode:{BACKSPACE:8,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,ESC:27,HOME:36,INSERT:45,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,RIGHT:39,TAB:9,UP:38,C:67,V:86},preClickClassName:\"slick-edit-preclick\"}},416:function(require,module,exports){\"use strict\";function SlickGrid(container,data,columns,options){function init(){if($container=container instanceof $?container:$(container),$container.length<1)throw new Error(\"SlickGrid requires a valid container, \"+container+\" does not exist in the DOM.\");cacheCssForHiddenInit(),maxSupportedCssHeight=maxSupportedCssHeight||getMaxSupportedCssHeight(),scrollbarDimensions=scrollbarDimensions||measureScrollbar(),options=$.extend({},defaults,options),validateAndEnforceOptions(),columnDefaults.width=options.defaultColumnWidth,columnsById={};for(var e=0;e<columns.length;e++){var t=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[t.id]=e,t.minWidth&&t.width<t.minWidth&&(t.width=t.minWidth),t.maxWidth&&t.width>t.maxWidth&&(t.width=t.maxWidth)}if(options.enableColumnReorder&&!$.fn.sortable)throw new Error(\"SlickGrid's 'enableColumnReorder = true' option requires jquery-ui.sortable module to be loaded\");editController={commitCurrentEdit:commitCurrentEdit,cancelCurrentEdit:cancelCurrentEdit},$container.empty().css(\"overflow\",\"hidden\").css(\"outline\",0).addClass(uid).addClass(\"ui-widget\"),/relative|absolute|fixed/.test($container.css(\"position\"))||$container.css(\"position\",\"relative\"),$focusSink=$(\"<div tabIndex='0' hideFocus style='position:fixed;width:0;height:0;top:0;left:0;outline:0;'></div>\").appendTo($container),options.createPreHeaderPanel&&($preHeaderPanelScroller=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$preHeaderPanel=$(\"<div />\").appendTo($preHeaderPanelScroller),$preHeaderPanelSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($preHeaderPanelScroller),options.showPreHeaderPanel||$preHeaderPanelScroller.hide()),$headerScroller=$(\"<div class='slick-header ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$headers=$(\"<div class='slick-header-columns' style='left:-1000px' />\").appendTo($headerScroller),$headers.width(getHeadersWidth()),$headerRowScroller=$(\"<div class='slick-headerrow ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$headerRow=$(\"<div class='slick-headerrow-columns' />\").appendTo($headerRowScroller),$headerRowSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($headerRowScroller),$topPanelScroller=$(\"<div class='slick-top-panel-scroller ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$topPanel=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScroller),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),$viewport=$(\"<div class='slick-viewport' style='width:100%;overflow:auto;outline:0;position:relative;;'>\").appendTo($container),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),$canvas=$(\"<div class='grid-canvas' />\").appendTo($viewport),options.createFooterRow&&($footerRowScroller=$(\"<div class='slick-footerrow ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$footerRow=$(\"<div class='slick-footerrow-columns' />\").appendTo($footerRowScroller),$footerRowSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($footerRowScroller),options.showFooterRow||$footerRowScroller.hide()),options.numberedMultiColumnSort&&(sortIndicatorCssClass=\"slick-sort-indicator-numbered\"),$focusSink2=$focusSink.clone().appendTo($container),options.explicitInitialization||finishInitialization()}function finishInitialization(){initialized||(initialized=!0,viewportW=parseFloat($.css($container[0],\"width\",!0)),measureCellPaddingAndBorder(),disableSelection($headers),options.enableTextSelectionOnCells||$viewport.on(\"selectstart.ui\",function(e){return $(e.target).is(\"input,textarea\")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.on(\"resize.slickgrid\",resizeCanvas),$viewport.on(\"scroll\",handleScroll),$headerScroller.on(\"contextmenu\",handleHeaderContextMenu).on(\"click\",handleHeaderClick).on(\"mouseenter\",\".slick-header-column\",handleHeaderMouseEnter).on(\"mouseleave\",\".slick-header-column\",handleHeaderMouseLeave),$headerRowScroller.on(\"scroll\",handleHeaderRowScroll),options.createFooterRow&&$footerRowScroller.on(\"scroll\",handleFooterRowScroll),options.createPreHeaderPanel&&$preHeaderPanelScroller.on(\"scroll\",handlePreHeaderPanelScroll),$focusSink.add($focusSink2).on(\"keydown\",handleKeyDown),$canvas.on(\"keydown\",handleKeyDown).on(\"click\",handleClick).on(\"dblclick\",handleDblClick).on(\"contextmenu\",handleContextMenu).on(\"draginit\",handleDragInit).on(\"dragstart\",{distance:3},handleDragStart).on(\"drag\",handleDrag).on(\"dragend\",handleDragEnd).on(\"mouseenter\",\".slick-cell\",handleMouseEnter).on(\"mouseleave\",\".slick-cell\",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.on(\"mousewheel\",handleMouseWheel),restoreCssFromHiddenInit())}function cacheCssForHiddenInit(){$hiddenParents=$container.parents().addBack().not(\":visible\"),$hiddenParents.each(function(){var e={};for(var t in cssShow)e[t]=this.style[t],this.style[t]=cssShow[t];oldProps.push(e)})}function restoreCssFromHiddenInit(){$hiddenParents.each(function(e){var t=oldProps[e];for(var n in cssShow)this.style[n]=t[n]})}function registerPlugin(e){plugins.unshift(e),e.init(self)}function unregisterPlugin(e){for(var t=plugins.length;t>=0;t--)if(plugins[t]===e){plugins[t].destroy&&plugins[t].destroy(),plugins.splice(t,1);break}}function setSelectionModel(e){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),selectionModel=e,selectionModel&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var e=$(\"<div style='position:absolute; top:-10000px; left:-10000px; width:100px; height:100px; overflow:scroll;'></div>\").appendTo(\"body\"),t={width:e.width()-e[0].clientWidth,height:e.height()-e[0].clientHeight};return e.remove(),t}function getColumnTotalWidth(e){for(var t=0,n=0,o=columns.length;n<o;n++){var r=columns[n].width;t+=r}return e&&(t+=scrollbarDimensions.width),t}function getHeadersWidth(){var e=getColumnTotalWidth(!0);return Math.max(e,viewportW)+1e3}function getCanvasWidth(){for(var e=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,t=0,n=columns.length;n--;)t+=columns[n].width;return options.fullWidthRows?Math.max(t,e):t}function updateCanvasWidth(e){var t=canvasWidth;canvasWidth=getCanvasWidth(),canvasWidth!=t&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),options.createFooterRow&&$footerRow.width(canvasWidth),options.createPreHeaderPanel&&$preHeaderPanel.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width);var n=canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0);$headerRowSpacer.width(n),options.createFooterRow&&$footerRowSpacer.width(n),options.createPreHeaderPanel&&$preHeaderPanelSpacer.width(n),(canvasWidth!=t||e)&&applyColumnWidths()}function disableSelection(e){e&&e.jquery&&e.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").on(\"selectstart.ui\",function(){return!1})}function getMaxSupportedCssHeight(){for(var e=1e6,t=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,n=$(\"<div style='display:none' />\").appendTo(document.body);;){var o=2*e;if(n.css(\"height\",o),o>t||n.height()!==o)break;e=o}return n.remove(),e}function getUID(){return uid}function getHeaderColumnWidthDiff(){return headerColumnWidthDiff}function getScrollbarDimensions(){return scrollbarDimensions}function bindAncestorScrollEvents(){for(var e=$canvas[0];(e=e.parentNode)!=document.body&&null!=e;)if(e==$viewport[0]||e.scrollWidth!=e.clientWidth||e.scrollHeight!=e.clientHeight){var t=$(e);$boundAncestors=$boundAncestors?$boundAncestors.add(t):t,t.on(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.off(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(e,t,n){if(initialized){var o=getColumnIndex(e);if(null!=o){var r=columns[o],i=$headers.children().eq(o);i&&(void 0!==t&&(columns[o].name=t),void 0!==n&&(columns[o].toolTip=n),trigger(self.onBeforeHeaderCellDestroy,{node:i[0],column:r,grid:self}),i.attr(\"title\",n||\"\").children().eq(0).html(t),trigger(self.onHeaderCellRendered,{node:i[0],column:r,grid:self}))}}}function getHeaderRow(){return $headerRow[0]}function getFooterRow(){return $footerRow[0]}function getPreHeaderPanel(){return $preHeaderPanel[0]}function getHeaderRowColumn(e){var t=getColumnIndex(e),n=$headerRow.children().eq(t);return n&&n[0]}function getFooterRowColumn(e){var t=getColumnIndex(e),n=$footerRow.children().eq(t);return n&&n[0]}function createColumnHeaders(){function e(){$(this).addClass(\"ui-state-hover\")}function t(){$(this).removeClass(\"ui-state-hover\")}$headers.find(\".slick-header-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:e,grid:self})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(\".slick-headerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:e,grid:self})}),$headerRow.empty(),options.createFooterRow&&($footerRow.find(\".slick-footerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e})}),$footerRow.empty());for(var n=0;n<columns.length;n++){var o=columns[n],r=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+o.name+\"</span>\").width(o.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+o.id).attr(\"title\",o.toolTip||\"\").data(\"column\",o).addClass(o.headerCssClass||\"\").appendTo($headers);if((options.enableColumnReorder||o.sortable)&&r.on(\"mouseenter\",e).on(\"mouseleave\",t),o.sortable&&(r.addClass(\"slick-header-sortable\"),r.append(\"<span class='\"+sortIndicatorCssClass+\"' />\")),trigger(self.onHeaderCellRendered,{node:r[0],column:o,grid:self}),options.showHeaderRow){var i=$(\"<div class='ui-state-default slick-headerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:i[0],column:o,grid:self})}if(options.createFooterRow&&options.showFooterRow){var l=$(\"<div class='ui-state-default slick-footerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($footerRow);trigger(self.onFooterRowCellRendered,{node:l[0],column:o})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&(\"function\"==typeof options.enableColumnReorder?options.enableColumnReorder(self,$headers,headerColumnWidthDiff,setColumns,setupColumnResize,columns,getColumnIndex,uid,trigger):setupColumnReorder())}function setupColumnSort(){$headers.click(function(e){if(e.metaKey=e.metaKey||e.ctrlKey,!$(e.target).hasClass(\"slick-resizable-handle\")){var t=$(e.target).closest(\".slick-header-column\");if(t.length){var n=t.data(\"column\");if(n.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var o=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==n.id){o=sortColumns[r],o.sortAsc=!o.sortAsc;break}var i=!!o;options.tristateMultiColumnSort?(o||(o={columnId:n.id,sortAsc:n.defaultSortAsc}),i&&o.sortAsc&&(sortColumns.splice(r,1),o=null),options.multiColumnSort||(sortColumns=[]),!o||i&&options.multiColumnSort||sortColumns.push(o)):e.metaKey&&options.multiColumnSort?o&&sortColumns.splice(r,1):((e.shiftKey||e.metaKey)&&options.multiColumnSort||(sortColumns=[]),o?0==sortColumns.length&&sortColumns.push(o):(o={columnId:n.id,sortAsc:n.defaultSortAsc},sortColumns.push(o))),setSortColumns(sortColumns),sortColumns.length>0&&(options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(e){return{sortCol:columns[getColumnIndex(e.columnId)],sortAsc:e.sortAsc}}),grid:self},e):trigger(self.onSort,{multiColumnSort:!1,sortCol:n,sortAsc:sortColumns[0].sortAsc,grid:self},e))}}}})}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\"),$headers.sortable({containment:\"parent\",distance:3,axis:\"x\",cursor:\"default\",tolerance:\"intersection\",helper:\"clone\",placeholder:\"slick-sortable-placeholder ui-state-default slick-header-column\",start:function(e,t){t.placeholder.width(t.helper.outerWidth()-headerColumnWidthDiff),$(t.helper).addClass(\"slick-header-column-active\")},beforeStop:function(e,t){$(t.helper).removeClass(\"slick-header-column-active\")},stop:function(e){if(!getEditorLock().commitCurrentEdit())return void $(this).sortable(\"cancel\");for(var t=$headers.sortable(\"toArray\"),n=[],o=0;o<t.length;o++)n.push(columns[getColumnIndex(t[o].replace(uid,\"\"))]);setColumns(n),trigger(self.onColumnsReordered,{grid:self}),e.stopPropagation(),setupColumnResize()}})}function setupColumnResize(){var e,t,n,o,r,i,l,s,a;r=$headers.children(),r.find(\".slick-resizable-handle\").remove(),r.each(function(e,t){e>=columns.length||columns[e].resizable&&(void 0===s&&(s=e),a=e)}),void 0!==s&&r.each(function(u,c){u>=columns.length||u<s||options.forceFitColumns&&u>=a||(e=$(c),$(\"<div class='slick-resizable-handle' />\").appendTo(c).on(\"dragstart\",function(e,s){if(!getEditorLock().commitCurrentEdit())return!1;o=e.pageX,$(this).parent().addClass(\"slick-header-column-active\");var a=null,c=null;if(r.each(function(e,t){e>=columns.length||(columns[e].previousWidth=$(t).outerWidth())}),options.forceFitColumns)for(a=0,c=0,t=u+1;t<columns.length;t++)n=columns[t],n.resizable&&(null!==c&&(n.maxWidth?c+=n.maxWidth-n.previousWidth:c=null),a+=n.previousWidth-Math.max(n.minWidth||0,absoluteColumnMinWidth));var d=0,p=0;for(t=0;t<=u;t++)n=columns[t],n.resizable&&(null!==p&&(n.maxWidth?p+=n.maxWidth-n.previousWidth:p=null),d+=n.previousWidth-Math.max(n.minWidth||0,absoluteColumnMinWidth));null===a&&(a=1e5),null===d&&(d=1e5),null===c&&(c=1e5),null===p&&(p=1e5),l=o+Math.min(a,p),i=o-Math.min(d,c)}).on(\"drag\",function(e,r){var s,a,c=Math.min(l,Math.max(i,e.pageX))-o;if(c<0){for(a=c,t=u;t>=0;t--)n=columns[t],n.resizable&&(s=Math.max(n.minWidth||0,absoluteColumnMinWidth),a&&n.previousWidth+a<s?(a+=n.previousWidth-s,n.width=s):(n.width=n.previousWidth+a,a=0));if(options.forceFitColumns)for(a=-c,t=u+1;t<columns.length;t++)n=columns[t],n.resizable&&(a&&n.maxWidth&&n.maxWidth-n.previousWidth<a?(a-=n.maxWidth-n.previousWidth,n.width=n.maxWidth):(n.width=n.previousWidth+a,a=0))}else{for(a=c,t=u;t>=0;t--)n=columns[t],n.resizable&&(a&&n.maxWidth&&n.maxWidth-n.previousWidth<a?(a-=n.maxWidth-n.previousWidth,n.width=n.maxWidth):(n.width=n.previousWidth+a,a=0));if(options.forceFitColumns)for(a=-c,t=u+1;t<columns.length;t++)n=columns[t],n.resizable&&(s=Math.max(n.minWidth||0,absoluteColumnMinWidth),a&&n.previousWidth+a<s?(a+=n.previousWidth-s,n.width=s):(n.width=n.previousWidth+a,a=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).on(\"dragend\",function(e,o){var i;for($(this).parent().removeClass(\"slick-header-column-active\"),t=0;t<columns.length;t++)n=columns[t],i=$(r[t]).outerWidth(),n.previousWidth!==i&&n.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{grid:self})}))})}function getVBoxDelta(e){var t=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],n=0;return $.each(t,function(t,o){n+=parseFloat(e.css(o))||0}),n}function measureCellPaddingAndBorder(){var e,t=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],n=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],o=$.fn.jquery.split(\".\");jQueryNewWidthBehaviour=1==o[0]&&o[1]>=8||o[0]>=2,e=$(\"<div class='ui-state-default slick-header-column' style='visibility:hidden'>-</div>\").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){headerColumnWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){headerColumnHeightDiff+=parseFloat(e.css(n))||0})),e.remove();var r=$(\"<div class='slick-row' />\").appendTo($canvas);e=$(\"<div class='slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(r),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){cellWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){cellHeightDiff+=parseFloat(e.css(n))||0})),r.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var e=options.rowHeight-cellHeightDiff,t=[\".\"+uid+\" .slick-header-column { left: 1000px; }\",\".\"+uid+\" .slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .slick-preheader-panel { height:\"+options.preHeaderPanelHeight+\"px; }\",\".\"+uid+\" .slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .slick-footerrow-columns { height:\"+options.footerRowHeight+\"px; }\",\".\"+uid+\" .slick-cell { height:\"+e+\"px; }\",\".\"+uid+\" .slick-row { height:\"+options.rowHeight+\"px; }\"],n=0;n<columns.length;n++)t.push(\".\"+uid+\" .l\"+n+\" { }\"),t.push(\".\"+uid+\" .r\"+n+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=t.join(\" \"):$style[0].appendChild(document.createTextNode(t.join(\" \")))}function getColumnCssRules(e){var t;if(!stylesheet){var n=document.styleSheets;for(t=0;t<n.length;t++)if((n[t].ownerNode||n[t].owningElement)==$style[0]){stylesheet=n[t];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];var o,r,i=stylesheet.cssRules||stylesheet.rules;for(t=0;t<i.length;t++){var l=i[t].selectorText;(o=/\\.l\\d+/.exec(l))?(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesL[r]=i[t]):(o=/\\.r\\d+/.exec(l))&&(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesR[r]=i[t])}}return{left:columnCssRulesL[e],right:columnCssRulesR[e]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{grid:self});for(var e=plugins.length;e--;)unregisterPlugin(plugins[e]);options.enableColumnReorder&&$headers.filter(\":ui-sortable\").sortable(\"destroy\"),unbindAncestorScrollEvents(),$container.off(\".slickgrid\"),removeCssRules(),$canvas.off(\"draginit dragstart dragend drag\"),$container.empty().removeClass(uid)}function trigger(e,t,n){return n=n||new Slick.EventData,t=t||{},t.grid=self,e.notify(t,n,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(e){return columnsById[e]}function autosizeColumns(){var e,t,n,o=[],r=0,i=0,l=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(e=0;e<columns.length;e++)t=columns[e],o.push(t.width),i+=t.width,t.resizable&&(r+=t.width-Math.max(t.minWidth,absoluteColumnMinWidth));for(n=i;i>l&&r;){var s=(i-l)/r;for(e=0;e<columns.length&&i>l;e++){t=columns[e];var a=o[e];if(!(!t.resizable||a<=t.minWidth||a<=absoluteColumnMinWidth)){var u=Math.max(t.minWidth,absoluteColumnMinWidth),c=Math.floor(s*(a-u))||1;c=Math.min(c,a-u),i-=c,r-=c,o[e]-=c}}if(n<=i)break;n=i}for(n=i;i<l;){var d=l/i;for(e=0;e<columns.length&&i<l;e++){t=columns[e];var p,f=o[e];p=!t.resizable||t.maxWidth<=f?0:Math.min(Math.floor(d*f)-f,t.maxWidth-f||1e6)||1,i+=p,o[e]+=i<=l?p:0}if(n>=i)break;n=i}var h=!1;for(e=0;e<columns.length;e++)columns[e].rerenderOnResize&&columns[e].width!=o[e]&&(h=!0),columns[e].width=o[e];applyColumnHeaderWidths(),updateCanvasWidth(!0),h&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var e,t=0,n=$headers.children(),o=columns.length;t<o;t++)e=$(n[t]),jQueryNewWidthBehaviour?e.outerWidth()!==columns[t].width&&e.outerWidth(columns[t].width):e.width()!==columns[t].width-headerColumnWidthDiff&&e.width(columns[t].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var e,t,n=0,o=0;o<columns.length;o++)e=columns[o].width,t=getColumnCssRules(o),t.left.style.left=n+\"px\",t.right.style.right=canvasWidth-n-e+\"px\",n+=columns[o].width}function setSortColumn(e,t){setSortColumns([{columnId:e,sortAsc:t}])}function setSortColumns(e){sortColumns=e;var t=options.numberedMultiColumnSort&&sortColumns.length>1,n=$headers.children(),o=n.removeClass(\"slick-header-column-sorted\").find(\".\"+sortIndicatorCssClass).removeClass(\"slick-sort-indicator-asc slick-sort-indicator-desc\");t&&o.text(\"\"),$.each(sortColumns,function(e,r){null==r.sortAsc&&(r.sortAsc=!0);\n",
       "      var i=getColumnIndex(r.columnId);null!=i&&(o=n.eq(i).addClass(\"slick-header-column-sorted\").find(\".\"+sortIndicatorCssClass).addClass(r.sortAsc?\"slick-sort-indicator-asc\":\"slick-sort-indicator-desc\"),t&&o.text(e+1))})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(e,t){selectedRows=[];for(var n={},o=0;o<t.length;o++)for(var r=t[o].fromRow;r<=t[o].toRow;r++){n[r]||(selectedRows.push(r),n[r]={});for(var i=t[o].fromCell;i<=t[o].toCell;i++)canCellBeSelected(r,i)&&(n[r][columns[i].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,n),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows(),grid:self},e)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var e=0,t=0,n=columns.length;t<n;t++)columnPosLeft[t]=e,columnPosRight[t]=e+columns[t].width,e+=columns[t].width}function setColumns(e){columns=e,columnsById={};for(var t=0;t<columns.length;t++){var n=columns[t]=$.extend({},columnDefaults,columns[t]);columnsById[n.id]=t,n.minWidth&&n.width<n.minWidth&&(n.width=n.minWidth),n.maxWidth&&n.width>n.maxWidth&&(n.width=n.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(e,t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==e.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,e),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),t||render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(e,t){data=e,invalidateAllRows(),updateRowCount(),t&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow&&(!pagingActive||pagingIsLastPage)?1:0)}function getDataItem(e){return data.getItem?data.getItem(e):data[e]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(e){options.showTopPanel!=e&&(options.showTopPanel=e,e?$topPanelScroller.slideDown(\"fast\",resizeCanvas):$topPanelScroller.slideUp(\"fast\",resizeCanvas))}function setHeaderRowVisibility(e){options.showHeaderRow!=e&&(options.showHeaderRow=e,e?$headerRowScroller.slideDown(\"fast\",resizeCanvas):$headerRowScroller.slideUp(\"fast\",resizeCanvas))}function setFooterRowVisibility(e){options.showFooterRow!=e&&(options.showFooterRow=e,e?$footerRowScroller.slideDown(\"fast\",resizeCanvas):$footerRowScroller.slideUp(\"fast\",resizeCanvas))}function setPreHeaderPanelVisibility(e){options.showPreHeaderPanel!=e&&(options.showPreHeaderPanel=e,e?$preHeaderPanelScroller.slideDown(\"fast\",resizeCanvas):$preHeaderPanelScroller.slideUp(\"fast\",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(e){return options.rowHeight*e-offset}function getRowFromPosition(e){return Math.floor((e+offset)/options.rowHeight)}function scrollTo(e){e=Math.max(e,0),e=Math.min(e,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var t=offset;page=Math.min(n-1,Math.floor(e/ph)),offset=Math.round(page*cj);var o=e-offset;if(offset!=t){var r=getVisibleRange(o);cleanupRows(r),updateRowPositions()}prevScrollTop!=o&&(vScrollDir=prevScrollTop+t<o+offset?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=o,trigger(self.onViewportChanged,{grid:self}))}function defaultFormatter(e,t,n,o,r){return null==n?\"\":(n+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(e,t){var n=data.getItemMetadata&&data.getItemMetadata(e),o=n&&n.columns&&(n.columns[t.id]||n.columns[getColumnIndex(t.id)]);return o&&o.formatter||n&&n.formatter||t.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(t)||options.defaultFormatter}function getEditor(e,t){var n=columns[t],o=data.getItemMetadata&&data.getItemMetadata(e),r=o&&o.columns;return r&&r[n.id]&&void 0!==r[n.id].editor?r[n.id].editor:r&&r[t]&&void 0!==r[t].editor?r[t].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n)}function getDataItemValueForColumn(e,t){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(e,t):e[t.field]}function appendRowHtml(e,t,n,o){var r=getDataItem(t),i=t<o&&!r,l=\"slick-row\"+(i?\" loading\":\"\")+(t===activeRow?\" active\":\"\")+(t%2==1?\" odd\":\" even\");r||(l+=\" \"+options.addNewRowCssClass);var s=data.getItemMetadata&&data.getItemMetadata(t);s&&s.cssClasses&&(l+=\" \"+s.cssClasses),e.push(\"<div class='ui-widget-content \"+l+\"' style='top:\"+getRowTop(t)+\"px'>\");for(var a,u,c=0,d=columns.length;c<d;c++){if(u=columns[c],a=1,s&&s.columns){var p=s.columns[u.id]||s.columns[c];a=p&&p.colspan||1,\"*\"===a&&(a=d-c)}if(columnPosRight[Math.min(d-1,c+a-1)]>n.leftPx){if(columnPosLeft[c]>n.rightPx)break;appendCellHtml(e,t,c,a,r)}a>1&&(c+=a-1)}e.push(\"</div>\")}function appendCellHtml(e,t,n,o,r){var i=columns[n],l=\"slick-cell l\"+n+\" r\"+Math.min(columns.length-1,n+o-1)+(i.cssClass?\" \"+i.cssClass:\"\");t===activeRow&&n===activeCell&&(l+=\" active\");for(var s in cellCssClasses)cellCssClasses[s][t]&&cellCssClasses[s][t][i.id]&&(l+=\" \"+cellCssClasses[s][t][i.id]);var a=null;r&&(a=getDataItemValueForColumn(r,i));var u=getFormatter(t,i)(t,n,a,i,r),c=trigger(self.onBeforeAppendCell,{row:t,cell:n,grid:self,value:a,dataContext:r})||\"\";c+=u.addClasses?(c?\" \":\"\")+u.addClasses:\"\",e.push(\"<div class='\"+l+(c?\" \"+c:\"\")+\"'>\"),r&&e.push(\"object\"!=typeof u?u:u.text),e.push(\"</div>\"),rowsCache[t].cellRenderQueue.push(n),rowsCache[t].cellColSpans[n]=o}function cleanupRows(e){for(var t in rowsCache)(t=parseInt(t,10))!==activeRow&&(t<e.top||t>e.bottom)&&removeRowFromCache(t);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){currentEditor&&makeActiveCellNormal();for(var e in rowsCache)removeRowFromCache(e);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function queuePostProcessedRowForCleanup(e,t,n){postProcessgroupId++;for(var o in t)t.hasOwnProperty(o)&&postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e.cellNodesByColumnIdx[0|o],columnIdx:0|o,rowIdx:n});postProcessedCleanupQueue.push({actionType:\"R\",groupId:postProcessgroupId,node:e.rowNode}),$(e.rowNode).detach()}function queuePostProcessedCellForCleanup(e,t,n){postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e,columnIdx:t,rowIdx:n}),$(e).detach()}function removeRowFromCache(e){var t=rowsCache[e];t&&(rowNodeFromLastMouseWheelEvent===t.rowNode?(t.rowNode.style.display=\"none\",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent,zombieRowCacheFromLastMouseWheelEvent=t,zombieRowPostProcessedFromLastMouseWheelEvent=postProcessedRows[e]):options.enableAsyncPostRenderCleanup&&postProcessedRows[e]?queuePostProcessedRowForCleanup(t,postProcessedRows[e],e):$canvas[0].removeChild(t.rowNode),delete rowsCache[e],delete postProcessedRows[e],renderedRows--,counter_rows_removed++)}function invalidateRows(e){var t,n;if(e&&e.length){for(vScrollDir=0,n=e.length,t=0;t<n;t++)currentEditor&&activeRow===e[t]&&makeActiveCellNormal(),rowsCache[e[t]]&&removeRowFromCache(e[t]);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}}function invalidateRow(e){invalidateRows([e])}function applyFormatResultToCellNode(e,t,n){return\"object\"!=typeof e?void(t.innerHTML=e):(t.innerHTML=e.text,e.removeClasses&&!n&&t.removeClass(e.removeClasses),void(e.addClasses&&t.addClass(e.addClasses)))}function updateCell(e,t){var n=getCellNode(e,t);if(n){var o=columns[t],r=getDataItem(e);if(currentEditor&&activeRow===e&&activeCell===t)currentEditor.loadValue(r);else{var i=r?getFormatter(e,o)(e,t,getDataItemValueForColumn(r,o),o,r):\"\";applyFormatResultToCellNode(i,n),invalidatePostProcessingResults(e)}}}function updateRow(e){var t=rowsCache[e];if(t){ensureCellNodesInRowsCache(e);var n,o=getDataItem(e);for(var r in t.cellNodesByColumnIdx)if(t.cellNodesByColumnIdx.hasOwnProperty(r)){r=0|r;var i=columns[r],l=t.cellNodesByColumnIdx[r];e===activeRow&&r===activeCell&&currentEditor?currentEditor.loadValue(o):o?(n=getFormatter(e,i)(e,r,getDataItemValueForColumn(o,i),i,o),applyFormatResultToCellNode(n,l)):l.innerHTML=\"\"}invalidatePostProcessingResults(e)}}function getViewportHeight(){return parseFloat($.css($container[0],\"height\",!0))-parseFloat($.css($container[0],\"paddingTop\",!0))-parseFloat($.css($container[0],\"paddingBottom\",!0))-parseFloat($.css($headerScroller[0],\"height\"))-getVBoxDelta($headerScroller)-(options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0)-(options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0)-(options.createFooterRow&&options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0)-(options.createPreHeaderPanel&&options.showPreHeaderPanel?options.preHeaderPanelHeight+getVBoxDelta($preHeaderPanelScroller):0)}function resizeCanvas(){initialized&&(viewportH=options.autoHeight?options.rowHeight*getDataLengthIncludingAddNew():getViewportHeight(),numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportW=parseFloat($.css($container[0],\"width\",!0)),options.autoHeight||$viewport.height(viewportH),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updatePagingStatusFromView(e){pagingActive=0!==e.pageSize,pagingIsLastPage=e.pageNum==e.totalPages-1}function updateRowCount(){if(initialized){var e=getDataLength(),t=getDataLengthIncludingAddNew(),o=t+(options.leaveSpaceForNewRows?numVisibleRows-1:0),r=viewportHasVScroll;viewportHasVScroll=!options.autoHeight&&o*options.rowHeight>viewportH,viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width,makeActiveCellNormal();var i=e-1;for(var l in rowsCache)l>i&&removeRowFromCache(l);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup(),activeCellNode&&activeRow>i&&resetActiveCell();var s=h;th=Math.max(options.rowHeight*o,viewportH-scrollbarDimensions.height),th<maxSupportedCssHeight?(h=ph=th,n=1,cj=0):(h=maxSupportedCssHeight,ph=h/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==s&&($canvas.css(\"height\",h),scrollTop=$viewport[0].scrollTop);var a=scrollTop+offset<=th-viewportH;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=s&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&r!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(e,t){return null==e&&(e=scrollTop),null==t&&(t=scrollLeft),{top:getRowFromPosition(e),bottom:getRowFromPosition(e+viewportH)+1,leftPx:t,rightPx:t+viewportW}}function getRenderedRange(e,t){var n=getVisibleRange(e,t),o=Math.round(viewportH/options.rowHeight),r=3;return vScrollDir==-1?(n.top-=o,n.bottom+=r):1==vScrollDir?(n.top-=r,n.bottom+=o):(n.top-=r,n.bottom+=r),n.top=Math.max(0,n.top),n.bottom=Math.min(getDataLengthIncludingAddNew()-1,n.bottom),n.leftPx-=viewportW,n.rightPx+=viewportW,n.leftPx=Math.max(0,n.leftPx),n.rightPx=Math.min(canvasWidth,n.rightPx),n}function ensureCellNodesInRowsCache(e){var t=rowsCache[e];if(t&&t.cellRenderQueue.length)for(var n=t.rowNode.lastChild;t.cellRenderQueue.length;){var o=t.cellRenderQueue.pop();t.cellNodesByColumnIdx[o]=n,n=n.previousSibling}}function cleanUpCells(e,t){var n=0,o=rowsCache[t],r=[];for(var i in o.cellNodesByColumnIdx)if(o.cellNodesByColumnIdx.hasOwnProperty(i)){i=0|i;var l=o.cellColSpans[i];(columnPosLeft[i]>e.rightPx||columnPosRight[Math.min(columns.length-1,i+l-1)]<e.leftPx)&&(t==activeRow&&i==activeCell||r.push(i))}var s,a;for(postProcessgroupId++;null!=(s=r.pop());)a=o.cellNodesByColumnIdx[s],options.enableAsyncPostRenderCleanup&&postProcessedRows[t]&&postProcessedRows[t][s]?queuePostProcessedCellForCleanup(a,s,t):o.rowNode.removeChild(a),delete o.cellColSpans[s],delete o.cellNodesByColumnIdx[s],postProcessedRows[t]&&delete postProcessedRows[t][s],n++}function cleanUpAndRenderCells(e){for(var t,n,o,r=[],i=[],l=0,s=e.top,a=e.bottom;s<=a;s++)if(t=rowsCache[s]){ensureCellNodesInRowsCache(s),cleanUpCells(e,s),n=0;var u=data.getItemMetadata&&data.getItemMetadata(s);u=u&&u.columns;for(var c=getDataItem(s),d=0,p=columns.length;d<p&&!(columnPosLeft[d]>e.rightPx);d++)if(null==(o=t.cellColSpans[d])){if(o=1,u){var f=u[columns[d].id]||u[d];o=f&&f.colspan||1,\"*\"===o&&(o=p-d)}columnPosRight[Math.min(p-1,d+o-1)]>e.leftPx&&(appendCellHtml(r,s,d,o,c),n++),d+=o>1?o-1:0}else d+=o>1?o-1:0;n&&(l+=n,i.push(s))}if(r.length){var h=document.createElement(\"div\");h.innerHTML=r.join(\"\");for(var g,m;null!=(g=i.pop());){t=rowsCache[g];for(var v;null!=(v=t.cellRenderQueue.pop());)m=h.lastChild,t.rowNode.appendChild(m),t.cellNodesByColumnIdx[v]=m}}}function renderRows(e){for(var t=$canvas[0],n=[],o=[],r=!1,i=getDataLength(),l=e.top,s=e.bottom;l<=s;l++)rowsCache[l]||(renderedRows++,o.push(l),rowsCache[l]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(n,l,e,i),activeCellNode&&activeRow===l&&(r=!0),counter_rows_rendered++);if(o.length){var a=document.createElement(\"div\");a.innerHTML=n.join(\"\");for(var l=0,s=o.length;l<s;l++)rowsCache[o[l]].rowNode=t.appendChild(a.firstChild);r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function startPostProcessingCleanup(){options.enableAsyncPostRenderCleanup&&(clearTimeout(h_postrenderCleanup),h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay))}function invalidatePostProcessingResults(e){for(var t in postProcessedRows[e])postProcessedRows[e].hasOwnProperty(t)&&(postProcessedRows[e][t]=\"C\");postProcessFromRow=Math.min(postProcessFromRow,e),postProcessToRow=Math.max(postProcessToRow,e),startPostProcessing()}function updateRowPositions(){for(var e in rowsCache)rowsCache[e].rowNode.style.top=getRowTop(e)+\"px\"}function render(){if(initialized){var e=getVisibleRange(),t=getRenderedRange();cleanupRows(t),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(t),renderRows(t),postProcessFromRow=e.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,e.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null}}function handleHeaderRowScroll(){var e=$headerRowScroller[0].scrollLeft;e!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=e)}function handleFooterRowScroll(){var e=$footerRowScroller[0].scrollLeft;e!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=e)}function handlePreHeaderPanelScroll(){var e=$preHeaderPanelScroller[0].scrollLeft;e!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=e)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var e=Math.abs(scrollTop-prevScrollTop),t=Math.abs(scrollLeft-prevScrollLeft);if(t&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft,options.createFooterRow&&($footerRowScroller[0].scrollLeft=scrollLeft),options.createPreHeaderPanel&&($preHeaderPanelScroller[0].scrollLeft=scrollLeft)),e)if(vScrollDir=prevScrollTop<scrollTop?1:-1,prevScrollTop=scrollTop,e<viewportH)scrollTo(scrollTop+offset);else{var o=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),offset=Math.round(page*cj),o!=offset&&invalidateAllRows()}(t||e)&&(h_render&&clearTimeout(h_render),(Math.abs(lastRenderedScrollTop-scrollTop)>20||Math.abs(lastRenderedScrollLeft-scrollLeft)>20)&&(options.forceSyncScrolling||Math.abs(lastRenderedScrollTop-scrollTop)<viewportH&&Math.abs(lastRenderedScrollLeft-scrollLeft)<viewportW?render():h_render=setTimeout(render,50),trigger(self.onViewportChanged,{grid:self}))),trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop,grid:self})}function asyncPostProcessRows(){for(var e=getDataLength();postProcessFromRow<=postProcessToRow;){var t=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,n=rowsCache[t];if(n&&!(t>=e)){postProcessedRows[t]||(postProcessedRows[t]={}),ensureCellNodesInRowsCache(t);for(var o in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(o)){o=0|o;var r=columns[o],i=postProcessedRows[t][o];if(r.asyncPostRender&&\"R\"!==i){var l=n.cellNodesByColumnIdx[o];l&&r.asyncPostRender(l,t,getDataItem(t),r,\"C\"===i),postProcessedRows[t][o]=\"R\"}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function asyncPostProcessCleanupRows(){if(postProcessedCleanupQueue.length>0){for(var e=postProcessedCleanupQueue[0].groupId;postProcessedCleanupQueue.length>0&&postProcessedCleanupQueue[0].groupId==e;){var t=postProcessedCleanupQueue.shift();if(\"R\"==t.actionType&&$(t.node).remove(),\"C\"==t.actionType){var n=columns[t.columnIdx];n.asyncPostRenderCleanup&&t.node&&n.asyncPostRenderCleanup(t.node,t.rowIdx,n)}}h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay)}}function updateCellCssStylesOnRenderedRows(e,t){var n,o,r,i;for(var l in rowsCache){if(i=t&&t[l],r=e&&e[l],i)for(o in i)r&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)),n&&$(n).removeClass(i[o]));if(r)for(o in r)i&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)),n&&$(n).addClass(r[o]))}}function addCellCssStyles(e,t){if(cellCssClasses[e])throw new Error(\"addCellCssStyles: cell CSS hash with key '\"+e+\"' already exists.\");cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,null),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function removeCellCssStyles(e){cellCssClasses[e]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[e]),delete cellCssClasses[e],trigger(self.onCellCssStylesChanged,{key:e,hash:null,grid:self}))}function setCellCssStyles(e,t){var n=cellCssClasses[e];cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,n),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function getCellCssStyles(e){return cellCssClasses[e]}function flashCell(e,t,n){if(n=n||100,rowsCache[e]){var o=$(getCellNode(e,t)),r=function(e){e&&setTimeout(function(){o.queue(function(){o.toggleClass(options.cellFlashingCssClass).dequeue(),r(e-1)})},n)};r(4)}}function handleMouseWheel(e){var t=$(e.target).closest(\".slick-row\")[0];t!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=t&&(options.enableAsyncPostRenderCleanup&&zombieRowPostProcessedFromLastMouseWheelEvent?queuePostProcessedRowForCleanup(zombieRowCacheFromLastMouseWheelEvent,zombieRowPostProcessedFromLastMouseWheelEvent):$canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null,zombieRowCacheFromLastMouseWheelEvent=null,zombieRowPostProcessedFromLastMouseWheelEvent=null,options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()),rowNodeFromLastMouseWheelEvent=t)}function handleDragInit(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragInit,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDragStart(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragStart,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDrag(e,t){return trigger(self.onDrag,t,e)}function handleDragEnd(e,t){trigger(self.onDragEnd,t,e)}function handleKeyDown(e){trigger(self.onKeyDown,{row:activeRow,cell:activeCell,grid:self},e);var t=e.isImmediatePropagationStopped(),n=Slick.keyCode;if(!t)if(e.shiftKey||e.altKey||e.ctrlKey)e.which!=n.TAB||!e.shiftKey||e.ctrlKey||e.altKey||(t=navigatePrev());else{if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;if(e.which==n.ESCAPE){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else e.which==n.PAGE_DOWN?(navigatePageDown(),t=!0):e.which==n.PAGE_UP?(navigatePageUp(),t=!0):e.which==n.LEFT?t=navigateLeft():e.which==n.RIGHT?t=navigateRight():e.which==n.UP?t=navigateUp():e.which==n.DOWN?t=navigateDown():e.which==n.TAB?t=navigateNext():e.which==n.ENTER&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable()),t=!0)}if(t){e.stopPropagation(),e.preventDefault();try{e.originalEvent.keyCode=0}catch(o){}}}function handleClick(e){currentEditor||(e.target!=document.activeElement||$(e.target).hasClass(\"slick-cell\"))&&setFocus();var t=getCellFromEvent(e);if(t&&(null===currentEditor||activeRow!=t.row||activeCell!=t.cell)&&(trigger(self.onClick,{row:t.row,cell:t.cell,grid:self},e),!e.isImmediatePropagationStopped()&&canCellBeActive(t.row,t.cell)&&(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit()))){scrollRowIntoView(t.row,!1);var n=e.target&&e.target.className===Slick.preClickClassName;setActiveCellInternal(getCellNode(t.row,t.cell),null,n)}}function handleContextMenu(e){var t=$(e.target).closest(\".slick-cell\",$canvas);0!==t.length&&(activeCellNode===t[0]&&null!==currentEditor||trigger(self.onContextMenu,{grid:self},e))}function handleDblClick(e){var t=getCellFromEvent(e);!t||null!==currentEditor&&activeRow==t.row&&activeCell==t.cell||(trigger(self.onDblClick,{row:t.row,cell:t.cell,grid:self},e),e.isImmediatePropagationStopped()||options.editable&&gotoCell(t.row,t.cell,!0))}function handleHeaderMouseEnter(e){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderMouseLeave(e){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderContextMenu(e){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");trigger(self.onHeaderContextMenu,{column:n,grid:self},e)}function handleHeaderClick(e){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");n&&trigger(self.onHeaderClick,{column:n,grid:self},e)}function handleMouseEnter(e){trigger(self.onMouseEnter,{grid:self},e)}function handleMouseLeave(e){trigger(self.onMouseLeave,{grid:self},e)}function cellExists(e,t){return!(e<0||e>=getDataLength()||t<0||t>=columns.length)}function getCellFromPoint(e,t){for(var n=getRowFromPosition(t),o=0,r=0,i=0;i<columns.length&&r<e;i++)r+=columns[i].width,o++;return o<0&&(o=0),{row:n,cell:o-1}}function getCellFromNode(e){var t=/l\\d+/.exec(e.className);if(!t)throw new Error(\"getCellFromNode: cannot get cell - \"+e.className);return parseInt(t[0].substr(1,t[0].length-1),10)}function getRowFromNode(e){for(var t in rowsCache)if(rowsCache[t].rowNode===e)return 0|t;return null}function getCellFromEvent(e){var t=$(e.target).closest(\".slick-cell\",$canvas);if(!t.length)return null;var n=getRowFromNode(t[0].parentNode),o=getCellFromNode(t[0]);return null==n||null==o?null:{row:n,cell:o}}function getCellNodeBox(e,t){if(!cellExists(e,t))return null;for(var n=getRowTop(e),o=n+options.rowHeight-1,r=0,i=0;i<t;i++)r+=columns[i].width;var l=r+columns[t].width;return{top:n,left:r,bottom:o,right:l}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){tabbingDirection==-1?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(e,t,n){scrollRowIntoView(e,n);var o=getColspan(e,t);internalScrollColumnIntoView(columnPosLeft[t],columnPosRight[t+(o>1?o-1:0)])}function internalScrollColumnIntoView(e,t){var n=scrollLeft+viewportW;e<scrollLeft?($viewport.scrollLeft(e),handleScroll(),render()):t>n&&($viewport.scrollLeft(Math.min(e,t-$viewport[0].clientWidth)),handleScroll(),render())}function scrollColumnIntoView(e){internalScrollColumnIntoView(columnPosLeft[e],columnPosRight[e])}function setActiveCellInternal(e,t,n,o){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));activeCellNode=e,null!=activeCellNode?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==t&&(t=activeRow==getDataLength()||options.autoEdit),options.showCellSelection&&($(activeCellNode).addClass(\"active\"),$(rowsCache[activeRow].rowNode).addClass(\"active\")),options.editable&&t&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable(void 0,n)},options.asyncEditorLoadDelay):makeActiveCellEditable(void 0,n))):activeRow=activeCell=null,o||trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(e){}else if(window.getSelection){var t=window.getSelection();t&&t.removeAllRanges&&t.removeAllRanges()}}function isCellPotentiallyEditable(e,t){var n=getDataLength();return!(e<n&&!getDataItem(e))&&(!(columns[t].cannotTriggerInsert&&e>=n)&&!!getEditor(e,t))}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor,grid:self}),currentEditor.destroy(),currentEditor=null,activeCellNode){var e=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),e){var t=columns[activeCell],n=getFormatter(activeRow,t),o=n(activeRow,activeCell,getDataItemValueForColumn(e,t),t,e,self);applyFormatResultToCellNode(o,activeCellNode),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(e,t){if(activeCellNode){if(!options.editable)throw new Error(\"Grid : makeActiveCellEditable : should never get called when options.editable is false\");if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var n=columns[activeCell],o=getDataItem(activeRow);if(trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:o,column:n,grid:self})===!1)return void setFocus();getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\");var r=e||getEditor(activeRow,activeCell);e||r.suppressClearOnEdit||(activeCellNode.innerHTML=\"\"),currentEditor=new r({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:n,item:o||{},commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),o&&(currentEditor.loadValue(o),t&&currentEditor.preClick&&currentEditor.preClick()),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(e){var t={top:e.offsetTop,left:e.offsetLeft,bottom:0,right:0,width:$(e).outerWidth(),height:$(e).outerHeight(),visible:!0};t.bottom=t.top+t.height,t.right=t.left+t.width;for(var n=e.offsetParent;(e=e.parentNode)!=document.body&&null!=e;)t.visible&&e.scrollHeight!=e.offsetHeight&&\"visible\"!=$(e).css(\"overflowY\")&&(t.visible=t.bottom>e.scrollTop&&t.top<e.scrollTop+e.clientHeight),t.visible&&e.scrollWidth!=e.offsetWidth&&\"visible\"!=$(e).css(\"overflowX\")&&(t.visible=t.right>e.scrollLeft&&t.left<e.scrollLeft+e.clientWidth),t.left-=e.scrollLeft,t.top-=e.scrollTop,e===n&&(t.left+=e.offsetLeft,t.top+=e.offsetTop,n=e.offsetParent),t.bottom=t.top+t.height,t.right=t.left+t.width;return t}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{grid:self}),currentEditor)){var e=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(e.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(e)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell,grid:self}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(e,t){var n=e*options.rowHeight,o=(e+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(e+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(t?n:o),render()):e*options.rowHeight<scrollTop+offset&&(scrollTo(t?o:n),render())}function scrollRowToTop(e){scrollTo(e*options.rowHeight),render()}function scrollPage(e){var t=e*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+t)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var n=activeRow+t,o=getDataLengthIncludingAddNew();n>=o&&(n=o-1),n<0&&(n=0);for(var r=0,i=null,l=activePosX;r<=activePosX;)canCellBeActive(n,r)&&(i=r),r+=getColspan(n,r);null!==i?(setActiveCellInternal(getCellNode(n,i)),activePosX=l):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function getColspan(e,t){var n=data.getItemMetadata&&data.getItemMetadata(e);if(!n||!n.columns)return 1;var o=n.columns[columns[t].id]||n.columns[t],r=o&&o.colspan;return r=\"*\"===r?columns.length-t:r||1}function findFirstFocusableCell(e){for(var t=0;t<columns.length;){if(canCellBeActive(e,t))return t;t+=getColspan(e,t)}return null}function findLastFocusableCell(e){for(var t=0,n=null;t<columns.length;)canCellBeActive(e,t)&&(n=t),t+=getColspan(e,t);return n}function gotoRight(e,t,n){if(t>=columns.length)return null;do t+=getColspan(e,t);while(t<columns.length&&!canCellBeActive(e,t));return t<columns.length?{row:e,cell:t,posX:t}:null}function gotoLeft(e,t,n){if(t<=0)return null;var o=findFirstFocusableCell(e);if(null===o||o>=t)return null;for(var r,i={row:e,cell:o,posX:o};;){if(r=gotoRight(i.row,i.cell,i.posX),!r)return null;if(r.cell>=t)return i;i=r}}function gotoDown(e,t,n){for(var o,r=getDataLengthIncludingAddNew();;){if(++e>=r)return null;for(o=t=0;t<=n;)o=t,t+=getColspan(e,t);if(canCellBeActive(e,o))return{row:e,cell:o,posX:n}}}function gotoUp(e,t,n){for(var o;;){if(--e<0)return null;for(o=t=0;t<=n;)o=t,t+=getColspan(e,t);if(canCellBeActive(e,o))return{row:e,cell:o,posX:n}}}function gotoNext(e,t,n){if(null==e&&null==t&&(e=t=n=0,canCellBeActive(e,t)))return{row:e,cell:t,posX:t};var o=gotoRight(e,t,n);if(o)return o;var r=null,i=getDataLengthIncludingAddNew();for(e===i-1&&e--;++e<i;)if(r=findFirstFocusableCell(e),null!==r)return{row:e,cell:r,posX:r};return null}function gotoPrev(e,t,n){if(null==e&&null==t&&(e=getDataLengthIncludingAddNew()-1,t=n=columns.length-1,canCellBeActive(e,t)))return{row:e,cell:t,posX:t};for(var o,r;!o&&!(o=gotoLeft(e,t,n));){if(--e<0)return null;t=0,r=findLastFocusableCell(e),null!==r&&(o={row:e,cell:r,posX:r})}return o}function navigateRight(){return navigate(\"right\")}function navigateLeft(){return navigate(\"left\")}function navigateDown(){return navigate(\"down\")}function navigateUp(){return navigate(\"up\")}function navigateNext(){return navigate(\"next\")}function navigatePrev(){return navigate(\"prev\")}function navigate(e){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&\"prev\"!=e&&\"next\"!=e)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();var t={up:-1,down:1,left:-1,right:1,prev:-1,next:1};tabbingDirection=t[e];var n={up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext},o=n[e],r=o(activeRow,activeCell,activePosX);if(r){var i=r.row==getDataLength();return scrollCellIntoView(r.row,r.cell,!i),setActiveCellInternal(getCellNode(r.row,r.cell)),activePosX=r.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(e,t){return rowsCache[e]?(ensureCellNodesInRowsCache(e),rowsCache[e].cellNodesByColumnIdx[t]):null}function setActiveCell(e,t,n,o,r){initialized&&(e>getDataLength()||e<0||t>=columns.length||t<0||options.enableCellNavigation&&(scrollCellIntoView(e,t,!1),\n",
       "      setActiveCellInternal(getCellNode(e,t),n,o,r)))}function canCellBeActive(e,t){if(!options.enableCellNavigation||e>=getDataLengthIncludingAddNew()||e<0||t>=columns.length||t<0)return!1;var n=data.getItemMetadata&&data.getItemMetadata(e);if(n&&\"boolean\"==typeof n.focusable)return n.focusable;var o=n&&n.columns;return o&&o[columns[t].id]&&\"boolean\"==typeof o[columns[t].id].focusable?o[columns[t].id].focusable:o&&o[t]&&\"boolean\"==typeof o[t].focusable?o[t].focusable:columns[t].focusable}function canCellBeSelected(e,t){if(e>=getDataLength()||e<0||t>=columns.length||t<0)return!1;var n=data.getItemMetadata&&data.getItemMetadata(e);if(n&&\"boolean\"==typeof n.selectable)return n.selectable;var o=n&&n.columns&&(n.columns[columns[t].id]||n.columns[t]);return o&&\"boolean\"==typeof o.selectable?o.selectable:columns[t].selectable}function gotoCell(e,t,n){if(initialized&&canCellBeActive(e,t)&&getEditorLock().commitCurrentEdit()){scrollCellIntoView(e,t,!1);var o=getCellNode(e,t);setActiveCellInternal(o,n||e===getDataLength()||options.autoEdit),currentEditor||setFocus()}}function commitCurrentEdit(){var e=getDataItem(activeRow),t=columns[activeCell];if(currentEditor){if(currentEditor.isValueChanged()){var n=currentEditor.validate();if(n.valid){if(activeRow<getDataLength()){var o={row:activeRow,cell:activeCell,editor:currentEditor,serializedValue:currentEditor.serializeValue(),prevSerializedValue:serializedEditorValue,execute:function(){this.editor.applyValue(e,this.serializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:e,grid:self})},undo:function(){this.editor.applyValue(e,this.prevSerializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:e,grid:self})}};options.editCommandHandler?(makeActiveCellNormal(),options.editCommandHandler(e,t,o)):(o.execute(),makeActiveCellNormal())}else{var r={};currentEditor.applyValue(r,currentEditor.serializeValue()),makeActiveCellNormal(),trigger(self.onAddNewRow,{item:r,column:t,grid:self})}return!getEditorLock().isActive()}return $(activeCellNode).removeClass(\"invalid\"),$(activeCellNode).width(),$(activeCellNode).addClass(\"invalid\"),trigger(self.onValidationError,{editor:currentEditor,cellNode:activeCellNode,validationResults:n,row:activeRow,cell:activeCell,column:t,grid:self}),currentEditor.focus(),!1}makeActiveCellNormal()}return!0}function cancelCurrentEdit(){return makeActiveCellNormal(),!0}function rowsToRanges(e){for(var t=[],n=columns.length-1,o=0;o<e.length;o++)t.push(new Slick.Range(e[o],0,e[o],n));return t}function getSelectedRows(){if(!selectionModel)throw new Error(\"Selection model is not set\");return selectedRows}function setSelectedRows(e){if(!selectionModel)throw new Error(\"Selection model is not set\");selectionModel.setSelectedRanges(rowsToRanges(e))}$.fn.drag||require(411),$.fn.drop||require(412);var defaults={explicitInitialization:!1,rowHeight:25,defaultColumnWidth:80,enableAddRow:!1,leaveSpaceForNewRows:!1,editable:!1,autoEdit:!0,enableCellNavigation:!0,enableColumnReorder:!0,asyncEditorLoading:!1,asyncEditorLoadDelay:100,forceFitColumns:!1,enableAsyncPostRender:!1,asyncPostRenderDelay:50,enableAsyncPostRenderCleanup:!1,asyncPostRenderCleanupDelay:40,autoHeight:!1,editorLock:Slick.GlobalEditorLock,showHeaderRow:!1,headerRowHeight:25,createFooterRow:!1,showFooterRow:!1,footerRowHeight:25,createPreHeaderPanel:!1,showPreHeaderPanel:!1,preHeaderPanelHeight:25,showTopPanel:!1,topPanelHeight:25,formatterFactory:null,editorFactory:null,cellFlashingCssClass:\"flashing\",selectedCellCssClass:\"selected\",multiSelect:!0,enableTextSelectionOnCells:!1,dataItemColumnValueExtractor:null,fullWidthRows:!1,multiColumnSort:!1,numberedMultiColumnSort:!1,tristateMultiColumnSort:!1,defaultFormatter:defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\",preserveCopiedSelectionOnPaste:!1,showCellSelection:!0},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},th,h,ph,n,cj,page=0,offset=0,vScrollDir=1,initialized=!1,$container,uid=\"slickgrid_\"+Math.round(1e6*Math.random()),self=this,$focusSink,$focusSink2,$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacer,$footerRow,$footerRowScroller,$footerRowSpacer,$preHeaderPanel,$preHeaderPanelScroller,$preHeaderPanelSpacer,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,jQueryNewWidthBehaviour=!1,absoluteColumnMinWidth,sortIndicatorCssClass=\"slick-sort-indicator\",tabbingDirection=1,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows,prevScrollTop=0,scrollTop=0,lastRenderedScrollTop=0,lastRenderedScrollLeft=0,prevScrollLeft=0,scrollLeft=0,selectionModel,selectedRows=[],plugins=[],cellCssClasses={},columnsById={},sortColumns=[],columnPosLeft=[],columnPosRight=[],pagingActive=!1,pagingIsLastPage=!1,h_editorLoader=null,h_render=null,h_postrender=null,h_postrenderCleanup=null,postProcessedRows={},postProcessToRow=null,postProcessFromRow=null,postProcessedCleanupQueue=[],postProcessgroupId=0,counter_rows_rendered=0,counter_rows_removed=0,rowNodeFromLastMouseWheelEvent,zombieRowNodeFromLastMouseWheelEvent,zombieRowCacheFromLastMouseWheelEvent,zombieRowPostProcessedFromLastMouseWheelEvent,cssShow={position:\"absolute\",visibility:\"hidden\",display:\"block\"},$hiddenParents,oldProps=[];this.debug=function(){var e=\"\";e+=\"\\ncounter_rows_rendered:  \"+counter_rows_rendered,e+=\"\\ncounter_rows_removed:  \"+counter_rows_removed,e+=\"\\nrenderedRows:  \"+renderedRows,e+=\"\\nnumVisibleRows:  \"+numVisibleRows,e+=\"\\nmaxSupportedCssHeight:  \"+maxSupportedCssHeight,e+=\"\\nn(umber of pages):  \"+n,e+=\"\\n(current) page:  \"+page,e+=\"\\npage height (ph):  \"+ph,e+=\"\\nvScrollDir:  \"+vScrollDir,alert(e)},this.eval=function(expr){return eval(expr)},$.extend(this,{slickGridVersion:\"2.3.4\",onScroll:new Slick.Event,onSort:new Slick.Event,onHeaderMouseEnter:new Slick.Event,onHeaderMouseLeave:new Slick.Event,onHeaderContextMenu:new Slick.Event,onHeaderClick:new Slick.Event,onHeaderCellRendered:new Slick.Event,onBeforeHeaderCellDestroy:new Slick.Event,onHeaderRowCellRendered:new Slick.Event,onFooterRowCellRendered:new Slick.Event,onBeforeHeaderRowCellDestroy:new Slick.Event,onBeforeFooterRowCellDestroy:new Slick.Event,onMouseEnter:new Slick.Event,onMouseLeave:new Slick.Event,onClick:new Slick.Event,onDblClick:new Slick.Event,onContextMenu:new Slick.Event,onKeyDown:new Slick.Event,onAddNewRow:new Slick.Event,onBeforeAppendCell:new Slick.Event,onValidationError:new Slick.Event,onViewportChanged:new Slick.Event,onColumnsReordered:new Slick.Event,onColumnsResized:new Slick.Event,onCellChange:new Slick.Event,onBeforeEditCell:new Slick.Event,onBeforeCellEditorDestroy:new Slick.Event,onBeforeDestroy:new Slick.Event,onActiveCellChanged:new Slick.Event,onActiveCellPositionChanged:new Slick.Event,onDragInit:new Slick.Event,onDragStart:new Slick.Event,onDrag:new Slick.Event,onDragEnd:new Slick.Event,onSelectedRowsChanged:new Slick.Event,onCellCssStylesChanged:new Slick.Event,registerPlugin:registerPlugin,unregisterPlugin:unregisterPlugin,getColumns:getColumns,setColumns:setColumns,getColumnIndex:getColumnIndex,updateColumnHeader:updateColumnHeader,setSortColumn:setSortColumn,setSortColumns:setSortColumns,getSortColumns:getSortColumns,autosizeColumns:autosizeColumns,getOptions:getOptions,setOptions:setOptions,getData:getData,getDataLength:getDataLength,getDataItem:getDataItem,setData:setData,getSelectionModel:getSelectionModel,setSelectionModel:setSelectionModel,getSelectedRows:getSelectedRows,setSelectedRows:setSelectedRows,getContainerNode:getContainerNode,updatePagingStatusFromView:updatePagingStatusFromView,render:render,invalidate:invalidate,invalidateRow:invalidateRow,invalidateRows:invalidateRows,invalidateAllRows:invalidateAllRows,updateCell:updateCell,updateRow:updateRow,getViewport:getVisibleRange,getRenderedRange:getRenderedRange,resizeCanvas:resizeCanvas,updateRowCount:updateRowCount,scrollRowIntoView:scrollRowIntoView,scrollRowToTop:scrollRowToTop,scrollCellIntoView:scrollCellIntoView,scrollColumnIntoView:scrollColumnIntoView,getCanvasNode:getCanvasNode,getUID:getUID,getHeaderColumnWidthDiff:getHeaderColumnWidthDiff,getScrollbarDimensions:getScrollbarDimensions,getHeadersWidth:getHeadersWidth,getCanvasWidth:getCanvasWidth,focus:setFocus,getCellFromPoint:getCellFromPoint,getCellFromEvent:getCellFromEvent,getActiveCell:getActiveCell,setActiveCell:setActiveCell,getActiveCellNode:getActiveCellNode,getActiveCellPosition:getActiveCellPosition,resetActiveCell:resetActiveCell,editActiveCell:makeActiveCellEditable,getCellEditor:getCellEditor,getCellNode:getCellNode,getCellNodeBox:getCellNodeBox,canCellBeSelected:canCellBeSelected,canCellBeActive:canCellBeActive,navigatePrev:navigatePrev,navigateNext:navigateNext,navigateUp:navigateUp,navigateDown:navigateDown,navigateLeft:navigateLeft,navigateRight:navigateRight,navigatePageUp:navigatePageUp,navigatePageDown:navigatePageDown,gotoCell:gotoCell,getTopPanel:getTopPanel,setTopPanelVisibility:setTopPanelVisibility,getPreHeaderPanel:getPreHeaderPanel,setPreHeaderPanelVisibility:setPreHeaderPanelVisibility,setHeaderRowVisibility:setHeaderRowVisibility,getHeaderRow:getHeaderRow,getHeaderRowColumn:getHeaderRowColumn,setFooterRowVisibility:setFooterRowVisibility,getFooterRow:getFooterRow,getFooterRowColumn:getFooterRowColumn,getGridPosition:getGridPosition,flashCell:flashCell,addCellCssStyles:addCellCssStyles,setCellCssStyles:setCellCssStyles,removeCellCssStyles:removeCellCssStyles,getCellCssStyles:getCellCssStyles,init:finishInitialization,destroy:destroy,getEditorLock:getEditorLock,getEditController:getEditController}),init()}/**\n",
       "       * @license\n",
       "       * (c) 2009-2016 Michael Leibman\n",
       "       * michael{dot}leibman{at}gmail{dot}com\n",
       "       * http://github.com/mleibman/slickgrid\n",
       "       *\n",
       "       * Distributed under MIT license.\n",
       "       * All rights reserved.\n",
       "       *\n",
       "       * SlickGrid v2.3\n",
       "       *\n",
       "       * NOTES:\n",
       "       *     Cell/row DOM manipulations are done directly bypassing jQuery's DOM manipulation methods.\n",
       "       *     This increases the speed dramatically, but can only be done safely because there are no event handlers\n",
       "       *     or data associated with any cell/row DOM nodes.  Cell editors must make sure they implement .destroy()\n",
       "       *     and do proper cleanup.\n",
       "       */\n",
       "      var $=require(417),Slick=require(415),scrollbarDimensions,maxSupportedCssHeight;module.exports={Grid:SlickGrid}},417:function(e,t,n){t.exports=\"undefined\"!=typeof $?$:e(410)},418:function(e,t,n){\"use strict\";function o(e,t,n){return i(e,t,n)}var r=e(419),i=r.template;o._=r,t.exports=o,\"function\"==typeof define&&define.amd?define(function(){return o}):\"undefined\"==typeof window&&\"undefined\"==typeof navigator||(window.UnderscoreTemplate=o)},419:function(e,t,n){\"use strict\";\n",
       "      //     (c) 2009-2013 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n",
       "      //     Underscore may be freely distributed under the MIT license.\n",
       "      var o={},r=Array.prototype,i=Object.prototype,l=r.slice,s=i.toString,a=i.hasOwnProperty,u=r.forEach,c=Object.keys,d=Array.isArray,p=function(){},f=p.each=p.forEach=function(e,t,n){if(null!=e)if(u&&e.forEach===u)e.forEach(t,n);else if(e.length===+e.length){for(var r=0,i=e.length;r<i;r++)if(t.call(n,e[r],r,e)===o)return}else for(var l=p.keys(e),r=0,i=l.length;r<i;r++)if(t.call(n,e[l[r]],l[r],e)===o)return};p.keys=c||function(e){if(e!==Object(e))throw new TypeError(\"Invalid object\");var t=[];for(var n in e)p.has(e,n)&&t.push(n);return t},p.defaults=function(e){return f(l.call(arguments,1),function(t){if(t)for(var n in t)void 0===e[n]&&(e[n]=t[n])}),e},p.isArray=d||function(e){return\"[object Array]\"===s.call(e)},p.has=function(e,t){if(!p.isArray(t))return null!=e&&a.call(e,t);for(var n=t.length,o=0;o<n;o++){var r=t[o];if(null==e||!a.call(e,r))return!1;e=e[r]}return!!n};var h={escape:{\"&\":\"&amp;\",\"<\":\"&lt;\",\">\":\"&gt;\",'\"':\"&quot;\",\"'\":\"&#x27;\"}},g={escape:new RegExp(\"[\"+p.keys(h.escape).join(\"\")+\"]\",\"g\")};p.each([\"escape\"],function(e){p[e]=function(t){return null==t?\"\":(\"\"+t).replace(g[e],function(t){return h[e][t]})}}),p.templateSettings={evaluate:/<%([\\s\\S]+?)%>/g,interpolate:/<%=([\\s\\S]+?)%>/g,escape:/<%-([\\s\\S]+?)%>/g};var m=/(.)^/,v={\"'\":\"'\",\"\\\\\":\"\\\\\",\"\\r\":\"r\",\"\\n\":\"n\",\"\\t\":\"t\",\"\\u2028\":\"u2028\",\"\\u2029\":\"u2029\"},w=/\\\\|'|\\r|\\n|\\t|\\u2028|\\u2029/g;p.template=function(e,t,n){var o;n=p.defaults({},n,p.templateSettings);var r=new RegExp([(n.escape||m).source,(n.interpolate||m).source,(n.evaluate||m).source].join(\"|\")+\"|$\",\"g\"),i=0,l=\"__p+='\";e.replace(r,function(t,n,o,r,s){return l+=e.slice(i,s).replace(w,function(e){return\"\\\\\"+v[e]}),n&&(l+=\"'+\\n((__t=(\"+n+\"))==null?'':_.escape(__t))+\\n'\"),o&&(l+=\"'+\\n((__t=(\"+o+\"))==null?'':__t)+\\n'\"),r&&(l+=\"';\\n\"+r+\"\\n__p+='\"),i=s+t.length,t}),l+=\"';\\n\",n.variable||(l=\"with(obj||{}){\\n\"+l+\"}\\n\"),l=\"var __t,__p='',__j=Array.prototype.join,print=function(){__p+=__j.call(arguments,'');};\\n\"+l+\"return __p;\\n\";try{o=new Function(n.variable||\"obj\",\"_\",l)}catch(s){throw s.source=l,s}if(t)return o(t,p);var a=function(e){return o.call(this,e,p)};return a.source=\"function(\"+(n.variable||\"obj\")+\"){\\n\"+l+\"}\",a},t.exports=p}},{\"models/widgets/tables/cell_editors\":402,\"models/widgets/tables/cell_formatters\":403,\"models/widgets/tables/data_table\":404,\"models/widgets/tables/index\":405,\"models/widgets/tables/main\":406,\"models/widgets/tables/table_column\":407,\"models/widgets/tables/table_widget\":408,\"models/widgets/widget\":409},406)});/*!\n",
       "      Copyright (c) 2012, Anaconda, Inc.\n",
       "      All rights reserved.\n",
       "      \n",
       "      Redistribution and use in source and binary forms, with or without modification,\n",
       "      are permitted provided that the following conditions are met:\n",
       "      \n",
       "      Redistributions of source code must retain the above copyright notice,\n",
       "      this list of conditions and the following disclaimer.\n",
       "      \n",
       "      Redistributions in binary form must reproduce the above copyright notice,\n",
       "      this list of conditions and the following disclaimer in the documentation\n",
       "      and/or other materials provided with the distribution.\n",
       "      \n",
       "      Neither the name of Anaconda nor the names of any contributors\n",
       "      may be used to endorse or promote products derived from this software\n",
       "      without specific prior written permission.\n",
       "      \n",
       "      THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n",
       "      AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n",
       "      IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n",
       "      ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n",
       "      LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n",
       "      CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n",
       "      SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n",
       "      INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n",
       "      CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n",
       "      ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n",
       "      THE POSSIBILITY OF SUCH DAMAGE.\n",
       "      */\n",
       "      \n",
       "      //# sourceMappingURL=bokeh-tables.min.js.map\n",
       "      \n",
       "      /* END bokeh-tables.min.js */\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-gl.min.js */\n",
       "      !function(t,e){e(t.Bokeh)}(this,function(t){return function(e,n,a){if(null!=t)return t.register_plugin(e,n,a);throw new Error(\"Cannot find Bokeh. 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this.push(t):this.append.apply(this,arguments)},b=function(t,e){return this.constructor!==Object?this.get.apply(this,arguments):void 0!==this[t]?this[t]:void 0!==e?e:null},w=function(){return\"function\"==typeof this.keys?this.keys.apply(this,arguments):Object.keys(this)},P=function(t){if(this.constructor!==String)return this.lstrip.apply(this,arguments);t=void 0===t?\" \\t\\r\\n\":t;for(var e=0;e<this.length;e++)if(t.indexOf(this[e])<0)return this.slice(e);return\"\"},A=function(t){if(!Array.isArray(this))return this.remove.apply(this,arguments);for(var e=0;e<this.length;e++)if(g(this[e],t))return void this.splice(e,1);var n=Error(t);throw n.name=\"ValueError\",n},E=function(t){if(this.repeat)return this.repeat(t);if(t<1)return\"\";for(var e=\"\",n=this.valueOf();t>1;)1&t&&(e+=n),t>>=1,n+=n;return e+n},z=function(t){return this.constructor!==String?this.startswith.apply(this,arguments):0==this.indexOf(t)};u=window.console,h=\"0.3\",c=function(t,e){var n,a,s,r,i,o,l;for(e=void 0===e?\"periodic check\":e,r=[];;){if(a=t.getError(),g(a,t.NO_ERROR)||m(r)&&g(a,r[r.length-1]))break;x.call(r,a)}if(r.length){for(i=\"\",o=r,\"object\"!=typeof o||Array.isArray(o)||(o=Object.keys(o)),l=0;l<o.length;l+=1)n=o[l],i=f(i,n);throw s=new Error(\"RuntimeError:\"+(\"OpenGL got errors (\"+e+\"): \"+i)),s.name=\"RuntimeError\",s}return null},s=function(){v(this,arguments)},s.prototype._base_class=Object,s.prototype._class_name=\"GlooObject\",s.prototype.__init__=function(t){if(this._gl=t,this.handle=null,this._create(),null===this.handle)throw\"AssertionError: this.handle !== null\";return null},s.prototype._create=function(){var t;throw t=new Error(\"NotImplementedError:\"),t.name=\"NotImplementedError\",t},i=function(){v(this,arguments)},i.prototype=Object.create(s.prototype),i.prototype._base_class=s.prototype,i.prototype._class_name=\"Program\",i.prototype.UTYPEMAP={\"float\":\"uniform1fv\",vec2:\"uniform2fv\",vec3:\"uniform3fv\",vec4:\"uniform4fv\",\"int\":\"uniform1iv\",ivec2:\"uniform2iv\",ivec3:\"uniform3iv\",ivec4:\"uniform4iv\",bool:\"uniform1iv\",bvec2:\"uniform2iv\",bvec3:\"uniform3iv\",bvec4:\"uniform4iv\",mat2:\"uniformMatrix2fv\",mat3:\"uniformMatrix3fv\",mat4:\"uniformMatrix4fv\",sampler1D:\"uniform1i\",sampler2D:\"uniform1i\",sampler3D:\"uniform1i\"},i.prototype.ATYPEMAP={\"float\":\"vertexAttrib1f\",vec2:\"vertexAttrib2f\",vec3:\"vertexAttrib3f\",vec4:\"vertexAttrib4f\"},i.prototype.ATYPEINFO={\"float\":[1,5126],vec2:[2,5126],vec3:[3,5126],vec4:[4,5126]},i.prototype._create=function(){return this.handle=this._gl.createProgram(),this.locations={},this._unset_variables=[],this._validated=!1,this._samplers={},this._attributes={},this._known_invalid=[],null},i.prototype[\"delete\"]=function(){return this._gl.deleteProgram(this.handle),null},i.prototype.activate=function(){return this._gl.useProgram(this.handle),null},i.prototype.deactivate=function(){return this._gl.useProgram(0),null},i.prototype.set_shaders=function(t,e){var n,a,s,r,i,o,l,_,h,c,u,d,p;for(o=this._gl,this._linked=!1,p=o.createShader(o.VERTEX_SHADER),i=o.createShader(o.FRAGMENT_SHADER),u=[[t,p,\"vertex\"],[e,i,\"fragment\"]],_=0;_<2;_+=1)if(c=u[_],n=c[0],l=c[1],d=c[2],o.shaderSource(l,n),o.compileShader(l),h=o.getShaderParameter(l,o.COMPILE_STATUS),!m(h))throw r=o.getShaderInfoLog(l),s=new Error(\"RuntimeError:\"+f(\"errors in \"+d+\" shader:\\n\",r)),s.name=\"RuntimeError\",s;if(o.attachShader(this.handle,p),o.attachShader(this.handle,i),o.linkProgram(this.handle),!m(o.getProgramParameter(this.handle,o.LINK_STATUS)))throw a=new Error(\"RuntimeError:Program link error:\\n\"+o.getProgramInfoLog(this.handle)),a.name=\"RuntimeError\",a;return this._unset_variables=this._get_active_attributes_and_uniforms(),o.detachShader(this.handle,p),o.detachShader(this.handle,i),o.deleteShader(p),o.deleteShader(i),this._known_invalid=[],this._linked=!0,null},i.prototype._get_active_attributes_and_uniforms=function(){var t,e,n,a,s,r,i,o,l,_,h,c,u,d,p,g,v,y,b;for(o=this._gl,this.locations={},d=new window.RegExp(\"(\\\\w+)\\\\s*(\\\\[(\\\\d+)\\\\])\\\\s*\"),s=o.getProgramParameter(this.handle,o.ACTIVE_UNIFORMS),e=o.getProgramParameter(this.handle,o.ACTIVE_ATTRIBUTES),t=[],y=[],g=[[t,e,o.getActiveAttrib,o.getAttribLocation],[y,s,o.getActiveUniform,o.getUniformLocation]],\"object\"!=typeof g||Array.isArray(g)||(g=Object.keys(g)),v=0;v<g.length;v+=1)for(b=g[v],p=b,n=p[0],a=p[1],r=p[2],i=p[3],l=0;l<a;l+=1){if(_=r.call(o,this.handle,l),u=_.name,c=u.match(d),m(c))for(u=c[1],h=0;h<_.size;h+=1)x.call(n,[\"\"+u+\"[\"+h+\"]\",_.type]);else x.call(n,[u,_.type]);this.locations[u]=i.call(o,this.handle,u)}return f(function(){var e,n,a,s=[];for(n=t,\"object\"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a++)e=n[a],s.push(e[0]);return s}.apply(this),function(){var t,e,n,a=[];for(e=y,\"object\"!=typeof e||Array.isArray(e)||(e=Object.keys(e)),n=0;n<e.length;n++)t=e[n],a.push(t[0]);return a}.apply(this))},i.prototype.set_texture=function(t,e){var n,a,s;if(!m(this._linked))throw n=new Error(\"RuntimeError:Cannot set uniform when program has no code\"),n.name=\"RuntimeError\",n;return a=b.call(this.locations,t,-1),m(a<0)?(p(t,this._known_invalid)||(x.call(this._known_invalid,t),u.log(\"Variable \"+t+\" is not an active texture\")),null):(p(t,this._unset_variables)&&A.call(this._unset_variables,t),this.activate(),s=w.call(this._samplers).length,p(t,this._samplers)&&(s=this._samplers[t][this._samplers[t].length-1]),this._samplers[t]=[e._target,e.handle,s],this._gl.uniform1i(a,s),null)},i.prototype.set_uniform=function(t,e,n){var a,s,r,i,o,l,_;if(!m(this._linked))throw r=new Error(\"RuntimeError:Cannot set uniform when program has no code\"),r.name=\"RuntimeError\",r;if(o=b.call(this.locations,t,-1),m(o<0))return p(t,this._known_invalid)||(x.call(this._known_invalid,t),u.log(\"Variable \"+t+\" is not an active uniform\")),null;if(p(t,this._unset_variables)&&A.call(this._unset_variables,t),s=1,z.call(e,\"mat\")||(a=b.call({\"int\":\"float\",bool:\"float\"},e,P.call(e,\"ib\")),s=Math.floor(n.length/this.ATYPEINFO[a][0])),m(s>1))for(l=0;l<s;l+=1)p(\"\"+t+\"[\"+l+\"]\",this._unset_variables)&&(_=\"\"+t+\"[\"+l+\"]\",p(_,this._unset_variables)&&A.call(this._unset_variables,_));return i=this.UTYPEMAP[e],this.activate(),z.call(e,\"mat\")?this._gl[i](o,!1,n):this._gl[i](o,n),null},i.prototype.set_attribute=function(t,e,n,a,s){var r,i,o,l,h,c,f,d;if(a=void 0===a?0:a,s=void 0===s?0:s,!m(this._linked))throw i=new Error(\"RuntimeError:Cannot set attribute when program has no code\"),i.name=\"RuntimeError\",i;return c=n instanceof _,h=b.call(this.locations,t,-1),m(h<0)?(p(t,this._known_invalid)||(x.call(this._known_invalid,t),m(c)&&m(s>0)||u.log(\"Variable \"+t+\" is not an active attribute\")),null):(p(t,this._unset_variables)&&A.call(this._unset_variables,t),this.activate(),m(c)?(d=this.ATYPEINFO[e],f=d[0],l=d[1],o=\"vertexAttribPointer\",r=[f,l,this._gl.FALSE,a,s],this._attributes[t]=[n.handle,h,o,r]):(o=this.ATYPEMAP[e],this._attributes[t]=[0,h,o,n]),null)},i.prototype._pre_draw=function(){var t,e,n,a,s,r,i,o,l,_,h,c;this.activate(),i=this._samplers;for(c in i)i.hasOwnProperty(c)&&(c=i[c],r=c,l=r[0],o=r[1],_=r[2],this._gl.activeTexture(f(this._gl.TEXTURE0,_)),this._gl.bindTexture(l,o));s=this._attributes;for(c in s)s.hasOwnProperty(c)&&(c=s[c],a=c,h=a[0],e=a[1],n=a[2],t=a[3],m(h)?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))));return m(this._validated)||(this._validated=!0,this._validate()),null},i.prototype._validate=function(){var t;if(this._unset_variables.length&&u.log(\"Program has unset variables: \"+this._unset_variables),this._gl.validateProgram(this.handle),!m(this._gl.getProgramParameter(this.handle,this._gl.VALIDATE_STATUS)))throw u.log(this._gl.getProgramInfoLog(this.handle)),t=new Error(\"RuntimeError:Program validation error\"),t.name=\"RuntimeError\",t;return null},i.prototype.draw=function(t,e){var n,a,s,i,o;if(!m(this._linked))throw a=new Error(\"RuntimeError:Cannot draw program if code has not been set\"),a.name=\"RuntimeError\",a;return c(this._gl,\"before draw\"),m(e instanceof r)?(this._pre_draw(),e.activate(),n=e._buffer_size/2,i=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,i,0),e.deactivate()):(o=e,s=o[0],n=o[1],m(n)&&(this._pre_draw(),this._gl.drawArrays(t,s,n))),c(this._gl,\"after draw\"),null},a=function(){v(this,arguments)},a.prototype=Object.create(s.prototype),a.prototype._base_class=s.prototype,a.prototype._class_name=\"Buffer\",a.prototype._target=null,a.prototype._usage=35048,a.prototype._create=function(){return this.handle=this._gl.createBuffer(),this._buffer_size=0,null},a.prototype[\"delete\"]=function(){return this._gl.deleteBuffer(this.handle),null},a.prototype.activate=function(){return this._gl.bindBuffer(this._target,this.handle),null},a.prototype.deactivate=function(){return this._gl.bindBuffer(this._target,null),null},a.prototype.set_size=function(t){return g(t,this._buffer_size)||(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t),null},a.prototype.set_data=function(t,e){return this.activate(),this._gl.bufferSubData(this._target,t,e),null},_=function(){v(this,arguments)},_.prototype=Object.create(a.prototype),_.prototype._base_class=a.prototype,_.prototype._class_name=\"VertexBuffer\",_.prototype._target=34962,r=function(){v(this,arguments)},r.prototype=Object.create(a.prototype),r.prototype._base_class=a.prototype,r.prototype._class_name=\"IndexBuffer\",r.prototype._target=34963,o=function(){v(this,arguments)},o.prototype=Object.create(s.prototype),o.prototype._base_class=s.prototype,o.prototype._class_name=\"Texture2D\",o.prototype._target=3553,o.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Uint32Array:5125,Float32Array:5126},o.prototype._create=function(){return this.handle=this._gl.createTexture(),this._shape_format=null,null},o.prototype[\"delete\"]=function(){return this._gl.deleteTexture(this.handle),null},o.prototype.activate=function(){return this._gl.bindTexture(this._target,this.handle),null},o.prototype.deactivate=function(){return this._gl.bindTexture(this._target,0),null},o.prototype._get_alignment=function(t){var e,n,a,s;for(n=[4,8,2,1],a=n,\"object\"!=typeof a||Array.isArray(a)||(a=Object.keys(a)),s=0;s<a.length;s+=1)if(e=a[s],g(t%e,0))return e;return null},o.prototype.set_wrapping=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e),null},o.prototype.set_interpolation=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e),null},o.prototype.set_size=function(t,e){var n,a,s;return a=t,n=a[0],s=a[1],g([n,s,e],this._shape_format)||(this._shape_format=[n,s,e],this.activate(),this._gl.texImage2D(this._target,0,e,s,n,0,e,this._gl.UNSIGNED_BYTE,null)),this.u_shape=[n,s],null},o.prototype.set_data=function(t,e,n){var a,s,r,i,o,l,_,h,c,u,f;if(g(e.length,2)&&(e=[e[0],e[1],1]),this.activate(),i=this._shape_format[2],_=e,l=_[0],c=_[1],a=_[2],h=t,f=h[0],u=h[1],o=b.call(this._types,n.constructor.name,null),null===o)throw r=new Error(\"ValueError:\"+(\"Type \"+n.constructor.name+\" not allowed for texture\")),r.name=\"ValueError\",r;return s=this._get_alignment(y(e[e.length-2],e[e.length-1])),g(s,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,s),this._gl.texSubImage2D(this._target,0,u,f,c,l,i,o,n),g(s,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4),null},l=function(){v(this,arguments)},l.prototype=Object.create(o.prototype),l.prototype._base_class=o.prototype,l.prototype._class_name=\"Texture3DLike\",l.prototype.GLSL_SAMPLE_NEAREST=\"\\n        vec4 sample3D(sampler2D tex, vec3 texcoord, vec3 shape, vec2 tiles) {\\n            shape.xyz = shape.zyx;  // silly row-major convention\\n            float nrows = tiles.y, ncols = tiles.x;\\n            // Don't let adjacent frames be interpolated into this one\\n            texcoord.x = min(texcoord.x * shape.x, shape.x - 0.5);\\n            texcoord.x = max(0.5, texcoord.x) / shape.x;\\n            texcoord.y = min(texcoord.y * shape.y, shape.y - 0.5);\\n            texcoord.y = max(0.5, texcoord.y) / shape.y;\\n\\n            float zindex = floor(texcoord.z * shape.z);\\n\\n            // Do a lookup in the 2D texture\\n            float u = (mod(zindex, ncols) + texcoord.x) / ncols;\\n            float v = (floor(zindex / ncols) + texcoord.y) / nrows;\\n\\n            return texture2D(tex, vec2(u,v));\\n        }\\n    \",l.prototype.GLSL_SAMPLE_LINEAR=\"\\n        vec4 sample3D(sampler2D tex, vec3 texcoord, vec3 shape, vec2 tiles) {\\n            shape.xyz = shape.zyx;  // silly row-major convention\\n            float nrows = tiles.y, ncols = tiles.x;\\n            // Don't let adjacent frames be interpolated into this one\\n            texcoord.x = min(texcoord.x * shape.x, shape.x - 0.5);\\n            texcoord.x = max(0.5, texcoord.x) / shape.x;\\n            texcoord.y = min(texcoord.y * shape.y, shape.y - 0.5);\\n            texcoord.y = max(0.5, texcoord.y) / shape.y;\\n\\n            float z = texcoord.z * shape.z;\\n            float zindex1 = floor(z);\\n            float u1 = (mod(zindex1, ncols) + texcoord.x) / ncols;\\n            float v1 = (floor(zindex1 / ncols) + texcoord.y) / nrows;\\n\\n            float zindex2 = zindex1 + 1.0;\\n            float u2 = (mod(zindex2, ncols) + texcoord.x) / ncols;\\n            float v2 = (floor(zindex2 / ncols) + texcoord.y) / nrows;\\n\\n            vec4 s1 = texture2D(tex, vec2(u1, v1));\\n            vec4 s2 = texture2D(tex, vec2(u2, v2));\\n\\n            return s1 * (zindex2 - z) + s2 * (z - zindex1);\\n        }\\n    \",l.prototype._get_tile_info=function(t){var e,n,a,s;if(n=this._gl.getParameter(this._gl.MAX_TEXTURE_SIZE),s=Math.floor(n/t[1]),s=Math.min(s,t[0]),a=window.Math.ceil(t[0]/s),m(y(a,t[2])>n))throw e=new Error(\"RuntimeError:\"+(\"Cannot fit 3D data with shape \"+t+\" onto simulated 2D texture.\")),e.name=\"RuntimeError\",e;return[s,a]},l.prototype.set_size=function(t,e){var n,a,s,r;return r=this._get_tile_info(t),a=r[0],n=r[1],s=[y(t[1],a),y(t[2],n)],l.prototype._base_class.set_size.call(this,s,e),this.u_shape=[t[0],t[1],t[2]],this.u_tiles=[n,a],null},l.prototype.set_data=function(t,e,n){var a,s,r,i,o,_,h,c,u,f,p,v,m;if(g(e.length,3)&&(e=[e[0],e[1],e[2],1]),!d(function(){var e,n,a,s=[];for(n=t,\"object\"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a++)e=n[a],s.push(g(e,0));return s}.apply(this)))throw i=new Error(\"ValueError:Texture3DLike does not support nonzero offset (for now)\"),i.name=\"ValueError\",i;if(u=this._get_tile_info(e),_=u[0],o=u[1],c=[y(e[1],_),y(e[2],o),e[3]],g(o,1))l.prototype._base_class.set_data.call(this,[0,0],c,n);else for(a=n.constructor,m=new a(y(y(c[0],c[1]),c[2])),l.prototype._base_class.set_data.call(this,[0,0],c,m),v=0;v<e[0];v+=1)f=[Math.floor(v/o),v%o],h=f[0],s=f[1],r=Math.floor(n.length/e[0]),p=n.slice(y(v,r),y(v+1,r)),l.prototype._base_class.set_data.call(this,[y(h,e[1]),y(s,e[2])],e.slice(1),p);return null},e.exports={Buffer:a,GlooObject:s,IndexBuffer:r,Program:i,Texture2D:o,Texture3DLike:l,VertexBuffer:_,check_error:c,console:u}},422:function(t,e,n){\"use strict\";/*\n",
       "      Copyright notice: many of the awesome techniques and  GLSL code contained in\n",
       "      this module are based on work by Nicolas Rougier as part of the Glumpy and\n",
       "      Vispy projects. The algorithms are published in\n",
       "      http://jcgt.org/published/0003/04/01/ and http://jcgt.org/published/0002/02/08/\n",
       "      \n",
       "      This module contains all gl-specific code to add gl support for the glyphs.\n",
       "      By implementing it separetely, the GL functionality can be spun off in a\n",
       "      separate library.\n",
       "      Other locations where we work with GL, or prepare for GL-rendering:\n",
       "      - canvas.coffee\n",
       "      - plot.coffee\n",
       "      - glyph.coffee\n",
       "      - glyph_renderer.coffee\n",
       "      */\n",
       "      Object.defineProperty(n,\"__esModule\",{value:!0});var a=t(361);a.__exportStar(t(423),n),a.__exportStar(t(425),n)},423:function(t,e,n){\"use strict\";Object.defineProperty(n,\"__esModule\",{value:!0});var a,s=function(t,e){function n(){this.constructor=t}for(var a in e)r.call(e,a)&&(t[a]=e[a]);return n.prototype=e.prototype,t.prototype=new n,t.__super__=e.prototype,t},r={}.hasOwnProperty,i=t(421),o=t(420),l=t(25);a=function(){function t(t){this._atlas={},this._index=0,this._width=256,this._height=256,this.tex=new i.Texture2D(t),this.tex.set_wrapping(t.REPEAT,t.REPEAT),this.tex.set_interpolation(t.NEAREST,t.NEAREST),this.tex.set_size([this._height,this._width],t.RGBA),this.tex.set_data([0,0],[this._height,this._width],new Uint8Array(this._height*this._width*4)),this.get_atlas_data([1])}return t.prototype.get_atlas_data=function(t){var e,n,a,s,r,i;return a=t.join(\"-\"),n=this._atlas[a],void 0===n&&(r=this.make_pattern(t),e=r[0],s=r[1],this.tex.set_data([this._index,0],[1,this._width],new Uint8Array(function(){var t,n,a;for(a=[],t=0,n=e.length;t<n;t++)i=e[t],a.push(i+10);return a}())),this._atlas[a]=[this._index/this._height,s],this._index+=1),this._atlas[a]},t.prototype.make_pattern=function(t){var e,n,a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m,x,b,w,P,A,E;for(t.length>1&&t.length%2&&(t=t.concat(t)),g=0,u=0,f=t.length;u<f;u++)w=t[u],g+=w;for(e=[],r=0,_=p=0,m=t.length+2;p<m;_=p+=2)a=Math.max(1e-4,t[_%t.length]),s=Math.max(1e-4,t[(_+1)%t.length]),e.push.apply(e,[r,r+a]),r+=a+s;for(d=this._width,n=new Float32Array(4*d),_=v=0,x=d;0<=x?v<x:v>x;_=0<=x?++v:--v){for(E=g*_/(d-1),h=0,A=1e16,c=y=0,b=e.length;0<=b?y<b:y>b;c=0<=b?++y:--y)P=Math.abs(e[c]-E),P<A&&(h=c,A=P);h%2===0?(l=E<=e[h]?1:0,o=e[h],i=e[h+1]):(l=E>e[h]?-1:0,o=e[h-1],i=e[h]),n[4*_+0]=e[h],n[4*_+1]=l,n[4*_+2]=o,n[4*_+3]=i}return[n,g]},t}(),n.LineGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"line\",e.prototype.JOINS={miter:0,round:1,bevel:2},e.prototype.CAPS={\"\":0,none:0,\".\":0,round:1,\")\":1,\"(\":1,o:1,\"triangle in\":2,\"<\":2,\"triangle out\":3,\">\":3,square:4,\"[\":4,\"]\":4,\"=\":4,butt:5,\"|\":5},e.prototype.VERT=\"precision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size, u_offset;\\nuniform vec2 u_scale_aspect;\\nuniform float u_scale_length;\\n\\nuniform vec4 u_color;\\nuniform float u_antialias;\\nuniform float u_length;\\nuniform float u_linewidth;\\nuniform float u_dash_index;\\nuniform float u_closed;\\n\\nattribute vec2 a_position;\\nattribute vec4 a_tangents;\\nattribute vec2 a_segment;\\nattribute vec2 a_angles;\\nattribute vec2 a_texcoord;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\nfloat cross(in vec2 v1, in vec2 v2)\\n{\\n    return v1.x*v2.y - v1.y*v2.x;\\n}\\n\\nfloat signed_distance(in vec2 v1, in vec2 v2, in vec2 v3)\\n{\\n    return cross(v2-v1,v1-v3) / length(v2-v1);\\n}\\n\\nvoid rotate( in vec2 v, in float alpha, out vec2 result )\\n{\\n    float c = cos(alpha);\\n    float s = sin(alpha);\\n    result = vec2( c*v.x - s*v.y,\\n                   s*v.x + c*v.y );\\n}\\n\\nvoid main()\\n{\\n    bool closed = (u_closed > 0.0);\\n\\n    // Attributes and uniforms to varyings\\n    v_color = u_color;\\n    v_linewidth = u_linewidth;\\n    v_segment = a_segment * u_scale_length;\\n    v_length = u_length * u_scale_length;\\n\\n    // Scale to map to pixel coordinates. The original algorithm from the paper\\n    // assumed isotropic scale. We obviously do not have this.\\n    vec2 abs_scale_aspect = abs(u_scale_aspect);\\n    vec2 abs_scale = u_scale_length * abs_scale_aspect;\\n\\n    // Correct angles for aspect ratio\\n    vec2 av;\\n    av = vec2(1.0, tan(a_angles.x)) / abs_scale_aspect;\\n    v_angles.x = atan(av.y, av.x);\\n    av = vec2(1.0, tan(a_angles.y)) / abs_scale_aspect;\\n    v_angles.y = atan(av.y, av.x);\\n\\n    // Thickness below 1 pixel are represented using a 1 pixel thickness\\n    // and a modified alpha\\n    v_color.a = min(v_linewidth, v_color.a);\\n    v_linewidth = max(v_linewidth, 1.0);\\n\\n    // If color is fully transparent we just will discard the fragment anyway\\n    if( v_color.a <= 0.0 ) {\\n        gl_Position = vec4(0.0,0.0,0.0,1.0);\\n        return;\\n    }\\n\\n    // This is the actual half width of the line\\n    float w = ceil(u_antialias+v_linewidth)/2.0;\\n\\n    vec2 position = (a_position + u_offset) * abs_scale;\\n\\n    vec2 t1 = normalize(a_tangents.xy * abs_scale_aspect);  // note the scaling for aspect ratio here\\n    vec2 t2 = normalize(a_tangents.zw * abs_scale_aspect);\\n    float u = a_texcoord.x;\\n    float v = a_texcoord.y;\\n    vec2 o1 = vec2( +t1.y, -t1.x);\\n    vec2 o2 = vec2( +t2.y, -t2.x);\\n\\n    // This is a join\\n    // ----------------------------------------------------------------\\n    if( t1 != t2 ) {\\n        float angle = atan (t1.x*t2.y-t1.y*t2.x, t1.x*t2.x+t1.y*t2.y);  // Angle needs recalculation for some reason\\n        vec2 t  = normalize(t1+t2);\\n        vec2 o  = vec2( + t.y, - t.x);\\n\\n        if ( u_dash_index > 0.0 )\\n        {\\n            // Broken angle\\n            // ----------------------------------------------------------------\\n            if( (abs(angle) > THETA) ) {\\n                position += v * w * o / cos(angle/2.0);\\n                float s = sign(angle);\\n                if( angle < 0.0 ) {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position -= 2.0 * w * t1 / sin(angle);\\n                            u -= 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position += 2.0 * w * t2 / sin(angle);\\n                            u += 2.0*w / sin(angle);\\n                        }\\n                    }\\n                } else {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position += 2.0 * w * t1 / sin(angle);\\n                            u += 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position -= 2.0 * w * t2 / sin(angle);\\n                            u -= 2.0*w / sin(angle);\\n                        }\\n                    }\\n                }\\n                // Continuous angle\\n                // ------------------------------------------------------------\\n            } else {\\n                position += v * w * o / cos(angle/2.0);\\n                if( u == +1.0 ) u = v_segment.y;\\n                else            u = v_segment.x;\\n            }\\n        }\\n\\n        // Solid line\\n        // --------------------------------------------------------------------\\n        else\\n        {\\n            position.xy += v * w * o / cos(angle/2.0);\\n            if( angle < 0.0 ) {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            } else {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            }\\n        }\\n\\n    // This is a line start or end (t1 == t2)\\n    // ------------------------------------------------------------------------\\n    } else {\\n        position += v * w * o1;\\n        if( u == -1.0 ) {\\n            u = v_segment.x - w;\\n            position -= w * t1;\\n        } else {\\n            u = v_segment.y + w;\\n            position += w * t2;\\n        }\\n    }\\n\\n    // Miter distance\\n    // ------------------------------------------------------------------------\\n    vec2 t;\\n    vec2 curr = a_position * abs_scale;\\n    if( a_texcoord.x < 0.0 ) {\\n        vec2 next = curr + t2*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, +v_angles.x/2.0, t);\\n        v_miter.x = signed_distance(curr, curr+t, position);\\n\\n        rotate( t2, +v_angles.y/2.0, t);\\n        v_miter.y = signed_distance(next, next+t, position);\\n    } else {\\n        vec2 prev = curr - t1*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, -v_angles.x/2.0,t);\\n        v_miter.x = signed_distance(prev, prev+t, position);\\n\\n        rotate( t2, -v_angles.y/2.0,t);\\n        v_miter.y = signed_distance(curr, curr+t, position);\\n    }\\n\\n    if (!closed && v_segment.x <= 0.0) {\\n        v_miter.x = 1e10;\\n    }\\n    if (!closed && v_segment.y >= v_length)\\n    {\\n        v_miter.y = 1e10;\\n    }\\n\\n    v_texcoord = vec2( u, v*w );\\n\\n    // Calculate position in device coordinates. Note that we\\n    // already scaled with abs scale above.\\n    vec2 normpos = position * sign(u_scale_aspect);\\n    normpos += 0.5;  // make up for Bokeh's offset\\n    normpos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(normpos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;\\n}\\n\",e.prototype.FRAG_=\"// Fragment shader that can be convenient during debugging to show the line skeleton.\\nprecision mediump float;\\nuniform vec4  u_color;\\nvoid main () {\\n  gl_FragColor = u_color;\\n}\",e.prototype.FRAG=\"precision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform sampler2D u_dash_atlas;\\n\\nuniform vec2 u_linecaps;\\nuniform float u_miter_limit;\\nuniform float u_linejoin;\\nuniform float u_antialias;\\nuniform float u_dash_phase;\\nuniform float u_dash_period;\\nuniform float u_dash_index;\\nuniform vec2 u_dash_caps;\\nuniform float u_closed;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\n// Compute distance to cap ----------------------------------------------------\\nfloat cap( int type, float dx, float dy, float t, float linewidth )\\n{\\n    float d = 0.0;\\n    dx = abs(dx);\\n    dy = abs(dy);\\n    if      (type == 0)  discard;  // None\\n    else if (type == 1)  d = sqrt(dx*dx+dy*dy);  // Round\\n    else if (type == 3)  d = (dx+abs(dy));  // Triangle in\\n    else if (type == 2)  d = max(abs(dy),(t+dx-abs(dy)));  // Triangle out\\n    else if (type == 4)  d = max(dx,dy);  // Square\\n    else if (type == 5)  d = max(dx+t,dy);  // Butt\\n    return d;\\n}\\n\\n// Compute distance to join -------------------------------------------------\\nfloat join( in int type, in float d, in vec2 segment, in vec2 texcoord, in vec2 miter,\\n           in float linewidth )\\n{\\n    // texcoord.x is distance from start\\n    // texcoord.y is distance from centerline\\n    // segment.x and y indicate the limits (as for texcoord.x) for this segment\\n\\n    float dx = texcoord.x;\\n\\n    // Round join\\n    if( type == 1 ) {\\n        if (dx < segment.x) {\\n            d = max(d,length( texcoord - vec2(segment.x,0.0)));\\n            //d = length( texcoord - vec2(segment.x,0.0));\\n        } else if (dx > segment.y) {\\n            d = max(d,length( texcoord - vec2(segment.y,0.0)));\\n            //d = length( texcoord - vec2(segment.y,0.0));\\n        }\\n    }\\n    // Bevel join\\n    else if ( type == 2 ) {\\n        if (dx < segment.x) {\\n            vec2 x = texcoord - vec2(segment.x,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n\\n        } else if (dx > segment.y) {\\n            vec2 x = texcoord - vec2(segment.y,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n        }\\n        /*  Original code for bevel which does not work for us\\n        if( (dx < segment.x) ||  (dx > segment.y) )\\n            d = max(d, min(abs(x.x),abs(x.y)));\\n        */\\n    }\\n\\n    return d;\\n}\\n\\nvoid main()\\n{\\n    // If color is fully transparent we just discard the fragment\\n    if( v_color.a <= 0.0 ) {\\n        discard;\\n    }\\n\\n    // Test if dash pattern is the solid one (0)\\n    bool solid =  (u_dash_index == 0.0);\\n\\n    // Test if path is closed\\n    bool closed = (u_closed > 0.0);\\n\\n    vec4 color = v_color;\\n    float dx = v_texcoord.x;\\n    float dy = v_texcoord.y;\\n    float t = v_linewidth/2.0-u_antialias;\\n    float width = 1.0;  //v_linewidth; original code had dashes scale with line width, we do not\\n    float d = 0.0;\\n\\n    vec2 linecaps = u_linecaps;\\n    vec2 dash_caps = u_dash_caps;\\n    float line_start = 0.0;\\n    float line_stop = v_length;\\n\\n    // Apply miter limit; fragments too far into the miter are simply discarded\\n    if( (dx < v_segment.x) || (dx > v_segment.y) ) {\\n        float into_miter = max(v_segment.x - dx, dx - v_segment.y);\\n        if (into_miter > u_miter_limit*v_linewidth/2.0)\\n          discard;\\n    }\\n\\n    // Solid line --------------------------------------------------------------\\n    if( solid ) {\\n        d = abs(dy);\\n        if( (!closed) && (dx < line_start) ) {\\n            d = cap( int(u_linecaps.x), abs(dx), abs(dy), t, v_linewidth );\\n        }\\n        else if( (!closed) &&  (dx > line_stop) ) {\\n            d = cap( int(u_linecaps.y), abs(dx)-line_stop, abs(dy), t, v_linewidth );\\n        }\\n        else {\\n            d = join( int(u_linejoin), abs(dy), v_segment, v_texcoord, v_miter, v_linewidth );\\n        }\\n\\n    // Dash line --------------------------------------------------------------\\n    } else {\\n        float segment_start = v_segment.x;\\n        float segment_stop  = v_segment.y;\\n        float segment_center= (segment_start+segment_stop)/2.0;\\n        float freq          = u_dash_period*width;\\n        float u = mod( dx + u_dash_phase*width, freq);\\n        vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n        float dash_center= tex.x * width;\\n        float dash_type  = tex.y;\\n        float _start = tex.z * width;\\n        float _stop  = tex.a * width;\\n        float dash_start = dx - u + _start;\\n        float dash_stop  = dx - u + _stop;\\n\\n        // Compute extents of the first dash (the one relative to v_segment.x)\\n        // Note: this could be computed in the vertex shader\\n        if( (dash_stop < segment_start) && (dash_caps.x != 5.0) ) {\\n            float u = mod(segment_start + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_start - u + _start;\\n            dash_stop = segment_start - u + _stop;\\n        }\\n\\n        // Compute extents of the last dash (the one relatives to v_segment.y)\\n        // Note: This could be computed in the vertex shader\\n        else if( (dash_start > segment_stop)  && (dash_caps.y != 5.0) ) {\\n            float u = mod(segment_stop + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_stop - u + _start;\\n            dash_stop  = segment_stop - u + _stop;\\n        }\\n\\n        // This test if the we are dealing with a discontinuous angle\\n        bool discontinuous = ((dx <  segment_center) && abs(v_angles.x) > THETA) ||\\n                             ((dx >= segment_center) && abs(v_angles.y) > THETA);\\n        //if( dx < line_start) discontinuous = false;\\n        //if( dx > line_stop)  discontinuous = false;\\n\\n        float d_join = join( int(u_linejoin), abs(dy),\\n                            v_segment, v_texcoord, v_miter, v_linewidth );\\n\\n        // When path is closed, we do not have room for linecaps, so we make room\\n        // by shortening the total length\\n        if (closed) {\\n             line_start += v_linewidth/2.0;\\n             line_stop  -= v_linewidth/2.0;\\n        }\\n\\n        // We also need to take antialias area into account\\n        //line_start += u_antialias;\\n        //line_stop  -= u_antialias;\\n\\n        // Check is dash stop is before line start\\n        if( dash_stop <= line_start ) {\\n            discard;\\n        }\\n        // Check is dash start is beyond line stop\\n        if( dash_start >= line_stop ) {\\n            discard;\\n        }\\n\\n        // Check if current dash start is beyond segment stop\\n        if( discontinuous ) {\\n            // Dash start is beyond segment, we discard\\n            if( (dash_start > segment_stop) ) {\\n                discard;\\n                //gl_FragColor = vec4(1.0,0.0,0.0,.25); return;\\n            }\\n\\n            // Dash stop is before segment, we discard\\n            if( (dash_stop < segment_start) ) {\\n                discard;  //gl_FragColor = vec4(0.0,1.0,0.0,.25); return;\\n            }\\n\\n            // Special case for round caps (nicer with this)\\n            if( dash_caps.x == 1.0 ) {\\n                if( (u > _stop) && (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for round caps  (nicer with this)\\n            if( dash_caps.y == 1.0 ) {\\n                if( (u < _start) && (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.x != 1.0) && (dash_caps.x != 5.0) ) {\\n                if( (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0) ) {\\n                    float a = v_angles.x/2.0;\\n                    float x = (segment_start-dx)*cos(a) - dy*sin(a);\\n                    float y = (segment_start-dx)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the cap into square to avoid holes\\n                    dash_caps.x = 4.0;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.y != 1.0) && (dash_caps.y != 5.0) ) {\\n                if( (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0) ) {\\n                    float a = v_angles.y/2.0;\\n                    float x = (dx-segment_stop)*cos(a) - dy*sin(a);\\n                    float y = (dx-segment_stop)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the caps into square to avoid holes\\n                    dash_caps.y = 4.0;\\n                }\\n            }\\n        }\\n\\n        // Line cap at start\\n        if( (dx < line_start) && (dash_start < line_start) && (dash_stop > line_start) ) {\\n            d = cap( int(linecaps.x), dx-line_start, dy, t, v_linewidth);\\n        }\\n        // Line cap at stop\\n        else if( (dx > line_stop) && (dash_stop > line_stop) && (dash_start < line_stop) ) {\\n            d = cap( int(linecaps.y), dx-line_stop, dy, t, v_linewidth);\\n        }\\n        // Dash cap left - dash_type = -1, 0 or 1, but there may be roundoff errors\\n        else if( dash_type < -0.5 ) {\\n            d = cap( int(dash_caps.y), abs(u-dash_center), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash cap right\\n        else if( dash_type > 0.5 ) {\\n            d = cap( int(dash_caps.x), abs(dash_center-u), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash body (plain)\\n        else {// if( dash_type > -0.5 &&  dash_type < 0.5) {\\n            d = abs(dy);\\n        }\\n\\n        // Line join\\n        if( (dx > line_start) && (dx < line_stop)) {\\n            if( (dx <= segment_start) && (dash_start <= segment_start)\\n                && (dash_stop >= segment_start) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.x;\\n                float f = abs( (segment_start - dx)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( (dx > segment_stop) && (dash_start <= segment_stop)\\n                     && (dash_stop >= segment_stop) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.y;\\n                float f = abs((dx - segment_stop)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( dx < (segment_start - v_linewidth/2.)) {\\n                discard;\\n            }\\n            else if( dx > (segment_stop + v_linewidth/2.)) {\\n                discard;\\n            }\\n        }\\n        else if( dx < (segment_start - v_linewidth/2.)) {\\n            discard;\\n        }\\n        else if( dx > (segment_stop + v_linewidth/2.)) {\\n            discard;\\n        }\\n    }\\n\\n    // Distance to border ------------------------------------------------------\\n    d = d - t;\\n    if( d < 0.0 ) {\\n        gl_FragColor = color;\\n    } else {\\n        d /= u_antialias;\\n        gl_FragColor = vec4(color.rgb, exp(-d*d)*color.a);\\n    }\\n}\",e.prototype.init=function(){var t;return t=this.gl,this._scale_aspect=0,this.prog=new i.Program(t),this.prog.set_shaders(this.VERT,this.FRAG),this.index_buffer=new i.IndexBuffer(t),this.vbo_position=new i.VertexBuffer(t),this.vbo_tangents=new i.VertexBuffer(t),this.vbo_segment=new i.VertexBuffer(t),this.vbo_angles=new i.VertexBuffer(t),this.vbo_texcoord=new i.VertexBuffer(t),this.dash_atlas=new a(t)},e.prototype.draw=function(t,e,n){var a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m,x,b,w;if(_=e.glglyph,_.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;_._baked_offset=[n.dx,n.dy],_._set_data(),_.data_changed=!1}if(this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1),m=n.sx,x=n.sy,y=Math.sqrt(m*m+x*x),m/=y,x/=y,Math.abs(this._scale_aspect-x/m)>Math.abs(.001*this._scale_aspect)&&(_._update_scale(m,x),this._scale_aspect=x/m),this.prog.set_attribute(\"a_position\",\"vec2\",_.vbo_position),this.prog.set_attribute(\"a_tangents\",\"vec4\",_.vbo_tangents),this.prog.set_attribute(\"a_segment\",\"vec2\",_.vbo_segment),this.prog.set_attribute(\"a_angles\",\"vec2\",_.vbo_angles),this.prog.set_attribute(\"a_texcoord\",\"vec2\",_.vbo_texcoord),this.prog.set_uniform(\"u_length\",\"float\",[_.cumsum]),this.prog.set_texture(\"u_dash_atlas\",this.dash_atlas.tex),a=_._baked_offset,this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-a[0],n.dy-a[1]]),this.prog.set_uniform(\"u_scale_aspect\",\"vec2\",[m,x]),this.prog.set_uniform(\"u_scale_length\",\"float\",[y]),this.I_triangles=_.I_triangles,this.I_triangles.length<65535)return this.index_buffer.set_size(2*this.I_triangles.length),this.index_buffer.set_data(0,new Uint16Array(this.I_triangles)),this.prog.draw(this.gl.TRIANGLES,this.index_buffer);for(t=this.I_triangles,h=this.I_triangles.length,i=64008,r=[],o=l=0,d=Math.ceil(h/i);0<=d?l<d:l>d;o=0<=d?++l:--l)r.push([]);for(o=u=0,p=t.length;0<=p?u<p:u>p;o=0<=p?++u:--u)w=t[o]%i,s=Math.floor(t[o]/i),r[s].push(w);for(v=[],s=f=0,g=r.length;0<=g?f<g:f>g;s=0<=g?++f:--f)b=new Uint16Array(r[s]),c=s*i*4,0!==b.length&&(this.prog.set_attribute(\"a_position\",\"vec2\",_.vbo_position,0,2*c),this.prog.set_attribute(\"a_tangents\",\"vec4\",_.vbo_tangents,0,4*c),this.prog.set_attribute(\"a_segment\",\"vec2\",_.vbo_segment,0,2*c),this.prog.set_attribute(\"a_angles\",\"vec2\",_.vbo_angles,0,2*c),this.prog.set_attribute(\"a_texcoord\",\"vec2\",_.vbo_texcoord,0,2*c),this.index_buffer.set_size(2*b.length),this.index_buffer.set_data(0,b),v.push(this.prog.draw(this.gl.TRIANGLES,this.index_buffer)));return v},e.prototype._set_data=function(){return this._bake(),this.vbo_position.set_size(4*this.V_position.length),this.vbo_position.set_data(0,this.V_position),this.vbo_tangents.set_size(4*this.V_tangents.length),this.vbo_tangents.set_data(0,this.V_tangents),this.vbo_angles.set_size(4*this.V_angles.length),this.vbo_angles.set_data(0,this.V_angles),this.vbo_texcoord.set_size(4*this.V_texcoord.length),this.vbo_texcoord.set_data(0,this.V_texcoord)},e.prototype._set_visuals=function(){var t,e,n,a,s,r,i;return e=l.color2rgba(this.glyph.visuals.line.line_color.value(),this.glyph.visuals.line.line_alpha.value()),t=this.CAPS[this.glyph.visuals.line.line_cap.value()],r=this.JOINS[this.glyph.visuals.line.line_join.value()],this.prog.set_uniform(\"u_color\",\"vec4\",e),this.prog.set_uniform(\"u_linewidth\",\"float\",[this.glyph.visuals.line.line_width.value()]),this.prog.set_uniform(\"u_antialias\",\"float\",[.9]),this.prog.set_uniform(\"u_linecaps\",\"vec2\",[t,t]),this.prog.set_uniform(\"u_linejoin\",\"float\",[r]),this.prog.set_uniform(\"u_miter_limit\",\"float\",[10]),a=this.glyph.visuals.line.line_dash.value(),n=0,s=1,a.length&&(i=this.dash_atlas.get_atlas_data(a),n=i[0],s=i[1]),this.prog.set_uniform(\"u_dash_index\",\"float\",[n]),this.prog.set_uniform(\"u_dash_phase\",\"float\",[this.glyph.visuals.line.line_dash_offset.value()]),this.prog.set_uniform(\"u_dash_period\",\"float\",[s]),this.prog.set_uniform(\"u_dash_caps\",\"vec2\",[t,t]),this.prog.set_uniform(\"u_closed\",\"float\",[0])},e.prototype._bake=function(){var t,e,n,a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m,x,b,w,P,A,E,z,R,q,T,k,S,O,G,M,I,D,L,j,F,C,V;for(b=this.nvertices,f=new Float64Array(this.glyph._x),d=new Float64Array(this.glyph._y),r=c=new Float32Array(2*b),a=new Float32Array(2*b),o=u=new Float32Array(4*b),_=new Float32Array(2*b),p=m=0,R=b;0<=R?m<R:m>R;p=0<=R?++m:--m)r[2*p+0]=f[p]+this._baked_offset[0],r[2*p+1]=d[p]+this._baked_offset[1];for(this.tangents=n=new Float32Array(2*b-2),p=A=0,q=b-1;0<=q?A<q:A>q;p=0<=q?++A:--A)n[2*p+0]=c[2*(p+1)+0]-c[2*p+0],n[2*p+1]=c[2*(p+1)+1]-c[2*p+1];for(p=E=0,T=b-1;0<=T?E<T:E>T;p=0<=T?++E:--E)o[4*(p+1)+0]=n[2*p+0],o[4*(p+1)+1]=n[2*p+1],o[4*p+2]=n[2*p+0],o[4*p+3]=n[2*p+1];for(o[0]=n[0],o[1]=n[1],o[4*(b-1)+2]=n[2*(b-2)+0],o[4*(b-1)+3]=n[2*(b-2)+1],t=new Float32Array(b),p=z=0,k=b;0<=k?z<k:z>k;p=0<=k?++z:--z)t[p]=Math.atan2(u[4*p+0]*u[4*p+3]-u[4*p+1]*u[4*p+2],u[4*p+0]*u[4*p+2]+u[4*p+1]*u[4*p+3]);for(p=D=0,S=b-1;0<=S?D<S:D>S;p=0<=S?++D:--D)a[2*p+0]=t[p],a[2*p+1]=t[p+1];for(x=4*b-4,this.V_position=i=new Float32Array(2*x),this.V_angles=s=new Float32Array(2*x),this.V_tangents=l=new Float32Array(4*x),this.V_texcoord=h=new Float32Array(2*x),P=2,p=L=0,O=b;0<=O?L<O:L>O;p=0<=O?++L:--L)for(v=j=0;j<4;v=++j){for(y=F=0;F<2;y=++F)i[2*(4*p+v-P)+y]=r[2*p+y],s[2*(4*p+v)+y]=a[2*p+y];for(y=C=0;C<4;y=++C)l[4*(4*p+v-P)+y]=o[4*p+y]}for(p=V=0,G=b;0<=G?V<=G:V>=G;p=0<=G?++V:--V)h[2*(4*p+0)+0]=-1,h[2*(4*p+1)+0]=-1,h[2*(4*p+2)+0]=1,h[2*(4*p+3)+0]=1,h[2*(4*p+0)+1]=-1,h[2*(4*p+1)+1]=1,h[2*(4*p+2)+1]=-1,h[2*(4*p+3)+1]=1;for(w=6*(b-1),this.I_triangles=e=new Uint32Array(w),I=[],p=g=0,M=b;0<=M?g<M:g>M;p=0<=M?++g:--g)e[6*p+0]=0+4*p,e[6*p+1]=1+4*p,e[6*p+2]=3+4*p,e[6*p+3]=2+4*p,e[6*p+4]=0+4*p,I.push(e[6*p+5]=3+4*p);return I},e.prototype._update_scale=function(t,e){var n,a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m;for(u=this.nvertices,c=4*u-4,a=this.tangents,n=new Float32Array(u-1),s=new Float32Array(2*u),this.V_segment=r=new Float32Array(2*c),o=h=0,g=u-1;0<=g?h<g:h>g;o=0<=g?++h:--h)n[o]=Math.sqrt(Math.pow(a[2*o+0]*t,2)+Math.pow(a[2*o+1]*e,2));for(i=0,o=f=0,v=u-1;0<=v?f<v:f>v;o=0<=v?++f:--f)i+=n[o],s[2*(o+1)+0]=i,s[2*o+1]=i;for(o=d=0,y=u;0<=y?d<y:d>y;o=0<=y?++d:--d)for(l=p=0;p<4;l=++p)for(_=m=0;m<2;_=++m)r[2*(4*o+l)+_]=s[2*o+_];return this.cumsum=i,this.vbo_segment.set_size(4*this.V_segment.length),this.vbo_segment.set_data(0,this.V_segment)},e}(o.BaseGLGlyph)},424:function(t,e,n){\"use strict\";Object.defineProperty(n,\"__esModule\",{value:!0}),t(422)},425:function(t,e,n){\"use strict\";Object.defineProperty(n,\"__esModule\",{value:!0});var a,s=function(t,e){function n(){this.constructor=t}for(var a in e)r.call(e,a)&&(t[a]=e[a]);return n.prototype=e.prototype,t.prototype=new n,t.__super__=e.prototype,t},r={}.hasOwnProperty,i=t(421),o=t(420),l=t(13);a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.VERT=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\n//\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size;\\nuniform vec2 u_offset;\\nuniform vec2 u_scale;\\nuniform float u_antialias;\\n//\\nattribute float a_x;\\nattribute float a_y;\\nattribute float a_size;\\nattribute float a_angle;  // in radians\\nattribute float a_linewidth;\\nattribute vec4  a_fg_color;\\nattribute vec4  a_bg_color;\\n//\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying vec2  v_rotation;\\n\\nvoid main (void)\\n{\\n    v_size = a_size * u_pixel_ratio;\\n    v_linewidth = a_linewidth * u_pixel_ratio;\\n    v_fg_color = a_fg_color;\\n    v_bg_color = a_bg_color;\\n    v_rotation = vec2(cos(-a_angle), sin(-a_angle));\\n    // Calculate position - the -0.5 is to correct for canvas origin\\n    vec2 pos = (vec2(a_x, a_y) + u_offset) * u_scale; // in pixels\\n    pos += 0.5;  // make up for Bokeh's offset\\n    pos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(pos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;\\n    gl_PointSize = SQRT_2 * v_size + 2.0 * (v_linewidth + 1.5*u_antialias);\\n}\",e.prototype.FRAG=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\nconst float PI = 3.14159265358979323846264;\\n//\\nuniform float u_antialias;\\n//\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec2  v_rotation;\\n\\nMARKERCODE\\n\\nvec4 outline(float distance, float linewidth, float antialias, vec4 fg_color, vec4 bg_color)\\n{\\n    vec4 frag_color;\\n    float t = linewidth/2.0 - antialias;\\n    float signed_distance = distance;\\n    float border_distance = abs(signed_distance) - t;\\n    float alpha = border_distance/antialias;\\n    alpha = exp(-alpha*alpha);\\n\\n    // If fg alpha is zero, it probably means no outline. To avoid a dark outline\\n    // shining through due to aa, we set the fg color to the bg color. Avoid if (i.e. branching).\\n    float select = float(bool(fg_color.a));\\n    fg_color.rgb = select * fg_color.rgb + (1.0  - select) * bg_color.rgb;\\n    // Similarly, if we want a transparent bg\\n    select = float(bool(bg_color.a));\\n    bg_color.rgb = select * bg_color.rgb + (1.0  - select) * fg_color.rgb;\\n\\n    if( border_distance < 0.0)\\n        frag_color = fg_color;\\n    else if( signed_distance < 0.0 ) {\\n        frag_color = mix(bg_color, fg_color, sqrt(alpha));\\n    } else {\\n        if( abs(signed_distance) < (linewidth/2.0 + antialias) ) {\\n            frag_color = vec4(fg_color.rgb, fg_color.a * alpha);\\n        } else {\\n            discard;\\n        }\\n    }\\n    return frag_color;\\n}\\n\\nvoid main()\\n{\\n    vec2 P = gl_PointCoord.xy - vec2(0.5, 0.5);\\n    P = vec2(v_rotation.x*P.x - v_rotation.y*P.y,\\n             v_rotation.y*P.x + v_rotation.x*P.y);\\n    float point_size = SQRT_2*v_size  + 2.0 * (v_linewidth + 1.5*u_antialias);\\n    float distance = marker(P*point_size, v_size);\\n    gl_FragColor = outline(distance, v_linewidth, u_antialias, v_fg_color, v_bg_color);\\n    //gl_FragColor.rgb *= gl_FragColor.a;  // pre-multiply alpha\\n}\",e.prototype.MARKERCODE=\"<defined in subclasses>\",e.prototype.init=function(){\n",
       "      var t,e;return e=this.gl,t=this.FRAG.replace(/MARKERCODE/,this.MARKERCODE),this.last_trans={},this.prog=new i.Program(e),this.prog.set_shaders(this.VERT,t),this.vbo_x=new i.VertexBuffer(e),this.prog.set_attribute(\"a_x\",\"float\",this.vbo_x),this.vbo_y=new i.VertexBuffer(e),this.prog.set_attribute(\"a_y\",\"float\",this.vbo_y),this.vbo_s=new i.VertexBuffer(e),this.prog.set_attribute(\"a_size\",\"float\",this.vbo_s),this.vbo_a=new i.VertexBuffer(e),this.prog.set_attribute(\"a_angle\",\"float\",this.vbo_a),this.vbo_linewidth=new i.VertexBuffer(e),this.vbo_fg_color=new i.VertexBuffer(e),this.vbo_bg_color=new i.VertexBuffer(e),this.index_buffer=new i.IndexBuffer(e)},e.prototype.draw=function(t,e,n){var a,s,r,i,o,_,h,c,u,f,d,p,g,v,y,m,x,b,w;if(u=e.glglyph,f=u.nvertices,u.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;u._baked_offset=[n.dx,n.dy],u._set_data(f),u.data_changed=!1}else null==this.glyph._radius||n.sx===this.last_trans.sx&&n.sy===this.last_trans.sy||(this.last_trans=n,this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,a;for(n=this.glyph.sradius,a=[],t=0,e=n.length;t<e;t++)m=n[t],a.push(2*m);return a}.call(this))));if(this.visuals_changed&&(this._set_visuals(f),this.visuals_changed=!1),a=u._baked_offset,this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-a[0],n.dy-a[1]]),this.prog.set_uniform(\"u_scale\",\"vec2\",[n.sx,n.sy]),this.prog.set_attribute(\"a_x\",\"float\",u.vbo_x),this.prog.set_attribute(\"a_y\",\"float\",u.vbo_y),this.prog.set_attribute(\"a_size\",\"float\",u.vbo_s),this.prog.set_attribute(\"a_angle\",\"float\",u.vbo_a),0!==t.length){if(t.length===f)return this.prog.draw(this.gl.POINTS,[0,f]);if(f<65535)return b=window.navigator.userAgent,b.indexOf(\"MSIE \")+b.indexOf(\"Trident/\")+b.indexOf(\"Edge/\")>0&&l.logger.warn(\"WebGL warning: IE is known to produce 1px sprites whith selections.\"),this.index_buffer.set_size(2*t.length),this.index_buffer.set_data(0,new Uint16Array(t)),this.prog.draw(this.gl.POINTS,this.index_buffer);for(i=64e3,r=[],o=_=0,p=Math.ceil(f/i);0<=p?_<p:_>p;o=0<=p?++_:--_)r.push([]);for(o=h=0,g=t.length;0<=g?h<g:h>g;o=0<=g?++h:--h)w=t[o]%i,s=Math.floor(t[o]/i),r[s].push(w);for(y=[],s=c=0,v=r.length;0<=v?c<v:c>v;s=0<=v?++c:--c)x=new Uint16Array(r[s]),d=s*i*4,0!==x.length&&(this.prog.set_attribute(\"a_x\",\"float\",u.vbo_x,0,d),this.prog.set_attribute(\"a_y\",\"float\",u.vbo_y,0,d),this.prog.set_attribute(\"a_size\",\"float\",u.vbo_s,0,d),this.prog.set_attribute(\"a_angle\",\"float\",u.vbo_a,0,d),this.vbo_linewidth.used&&this.prog.set_attribute(\"a_linewidth\",\"float\",this.vbo_linewidth,0,d),this.vbo_fg_color.used&&this.prog.set_attribute(\"a_fg_color\",\"vec4\",this.vbo_fg_color,0,4*d),this.vbo_bg_color.used&&this.prog.set_attribute(\"a_bg_color\",\"vec4\",this.vbo_bg_color,0,4*d),this.index_buffer.set_size(2*x.length),this.index_buffer.set_data(0,x),y.push(this.prog.draw(this.gl.POINTS,this.index_buffer)));return y}},e.prototype._set_data=function(t){var e,n,a,s,r,i,o;for(a=4*t,this.vbo_x.set_size(a),this.vbo_y.set_size(a),this.vbo_a.set_size(a),this.vbo_s.set_size(a),i=new Float64Array(this.glyph._x),o=new Float64Array(this.glyph._y),e=n=0,s=t;0<=s?n<s:n>s;e=0<=s?++n:--n)i[e]+=this._baked_offset[0],o[e]+=this._baked_offset[1];return this.vbo_x.set_data(0,new Float32Array(i)),this.vbo_y.set_data(0,new Float32Array(o)),null!=this.glyph._angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph._angle)),null!=this.glyph._radius?this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,a;for(n=this.glyph.sradius,a=[],t=0,e=n.length;t<e;t++)r=n[t],a.push(2*r);return a}.call(this))):this.vbo_s.set_data(0,new Float32Array(this.glyph._size))},e.prototype._set_visuals=function(t){return o.attach_float(this.prog,this.vbo_linewidth,\"a_linewidth\",t,this.glyph.visuals.line,\"line_width\"),o.attach_color(this.prog,this.vbo_fg_color,\"a_fg_color\",t,this.glyph.visuals.line,\"line\"),o.attach_color(this.prog,this.vbo_bg_color,\"a_bg_color\",t,this.glyph.visuals.fill,\"fill\"),this.prog.set_uniform(\"u_antialias\",\"float\",[.8])},e}(o.BaseGLGlyph),n.CircleGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"circle\",e.prototype.MARKERCODE=\"// --- disc\\nfloat marker(vec2 P, float size)\\n{\\n    return length(P) - size/2.0;\\n}\",e}(a),n.SquareGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"square\",e.prototype.MARKERCODE=\"// --- square\\nfloat marker(vec2 P, float size)\\n{\\n    return max(abs(P.x), abs(P.y)) - size/2.0;\\n}\",e}(a),n.AnnulusGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"annulus\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    float r1 = length(P) - size/2.0;\\n    float r2 = length(P) - size/4.0;  // half width\\n    return max(r1, -r2);\\n}\",e}(a),n.DiamondGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"diamond\",e.prototype.MARKERCODE=\"// --- diamond\\nfloat marker(vec2 P, float size)\\n{\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    return r1 / SQRT_2;\\n}\",e}(a),n.TriangleGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"triangle\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    P.y -= size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = P.y;\\n    return max(r1 / SQRT_2, r2);  // Instersect diamond with rectangle\\n}\",e}(a),n.InvertedTriangleGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"invertedtriangle\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    P.y += size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = - P.y;\\n    return max(r1 / SQRT_2, r2);  // Instersect diamond with rectangle\\n}\",e}(a),n.CrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"cross\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    float square = max(abs(P.x), abs(P.y)) - size / 2.5;  // 2.5 is a tweak\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(square, cross);\\n}',e}(a),n.CircleCrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"circlecross\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.SquareCrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"squarecross\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.DiamondCrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"diamondcross\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float diamond = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    diamond /= SQRT_2;\\n    float c1 = max(diamond, s1);\\n    float c2 = max(diamond, s2);\\n    float c3 = max(diamond, s3);\\n    float c4 = max(diamond, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.XGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"x\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    float circle = length(P) - size / 1.6;\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(circle, X);\\n}',e}(a),n.CircleXGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"circlex\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    float almost = min(min(min(c1, c2), c3), c4);\\n    // In this case, the X is also outside of the main shape\\n    float Xmask = length(P) - size / 1.6;  // a circle\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return min(max(X, Xmask), almost);\\n}',e}(a),n.SquareXGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"squarex\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.AsteriskGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"asterisk\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    // Masks\\n    float diamond = max(abs(SQRT_2 / 2.0 * (P.x - P.y)), abs(SQRT_2 / 2.0 * (P.x + P.y))) - size / (2.0 * SQRT_2);\\n    float square = max(abs(P.x), abs(P.y)) - size / (2.0 * SQRT_2);\\n    // Shapes\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    // Result is union of masked shapes\\n    return min(max(X, diamond), max(cross, square));\\n}',e}(a)}},{\"models/glyphs/webgl/base\":420,\"models/glyphs/webgl/gloo2\":421,\"models/glyphs/webgl/index\":422,\"models/glyphs/webgl/line\":423,\"models/glyphs/webgl/main\":424,\"models/glyphs/webgl/markers\":425},424)});/*!\n",
       "      Copyright (c) 2012, Anaconda, Inc.\n",
       "      All rights reserved.\n",
       "      \n",
       "      Redistribution and use in source and binary forms, with or without modification,\n",
       "      are permitted provided that the following conditions are met:\n",
       "      \n",
       "      Redistributions of source code must retain the above copyright notice,\n",
       "      this list of conditions and the following disclaimer.\n",
       "      \n",
       "      Redistributions in binary form must reproduce the above copyright notice,\n",
       "      this list of conditions and the following disclaimer in the documentation\n",
       "      and/or other materials provided with the distribution.\n",
       "      \n",
       "      Neither the name of Anaconda nor the names of any contributors\n",
       "      may be used to endorse or promote products derived from this software\n",
       "      without specific prior written permission.\n",
       "      \n",
       "      THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n",
       "      AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n",
       "      IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n",
       "      ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n",
       "      LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n",
       "      CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n",
       "      SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n",
       "      INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n",
       "      CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n",
       "      ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n",
       "      THE POSSIBILITY OF SUCH DAMAGE.\n",
       "      */\n",
       "      \n",
       "      //# sourceMappingURL=bokeh-gl.min.js.map\n",
       "      \n",
       "      /* END bokeh-gl.min.js */\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      Bokeh.set_log_level(\"info\");\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      \n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      console.log(\"Bokeh: injecting raw CSS\");\n",
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.bk-tip{float:right;top:-22px;left:-26px}.bk-root .bk-toolbar-above .bk-toolbar-button{border-bottom:2px solid transparent}.bk-root .bk-toolbar-above .bk-toolbar-button.bk-active{border-bottom-color:#26aae1}.bk-root .bk-toolbar-below .bk-toolbar-button{border-top:2px solid transparent}.bk-root .bk-toolbar-below .bk-toolbar-button.bk-active{border-top-color:#26aae1}.bk-root .bk-toolbar-right .bk-toolbar-button{border-left:2px solid transparent}.bk-root .bk-toolbar-right .bk-toolbar-button.bk-active{border-left-color:#26aae1}.bk-root .bk-toolbar-left .bk-toolbar-button{border-right:2px solid transparent}.bk-root .bk-toolbar-left .bk-toolbar-button.bk-active{border-right-color:#26aae1}.bk-root .bk-button-bar>.bk-toolbar-button.bk-active{border-bottom:1px solid #26aae1}.bk-root .bk-toolbar-above.bk-toolbar-not-sticky{border-bottom:1px solid #e5e5e5}.bk-root .bk-toolbar-below.bk-toolbar-not-sticky{border-top:1px solid #e5e5e5}.bk-root .bk-toolbar-left.bk-toolbar-not-sticky{border-right:1px solid #e5e5e5}.bk-root .bk-toolbar-right.bk-toolbar-not-sticky{border-left:1px solid #e5e5e5}.bk-root .bk-toolbar-above .bk-button-bar{top:2px}.bk-root .bk-toolbar-right .bk-button-bar{left:1px}.bk-root .bk-toolbar-above,.bk-root .bk-toolbar-below{margin:0;position:absolute;right:0}.bk-root .bk-toolbar-above .bk-logo,.bk-root .bk-toolbar-below .bk-logo{float:right;margin-right:-1px}.bk-root .bk-toolbar-above .bk-button-bar,.bk-root .bk-toolbar-below .bk-button-bar{padding:0;float:right;position:relative}.bk-root .bk-toolbar-above .bk-button-bar .bk-button-bar-list,.bk-root .bk-toolbar-below .bk-button-bar .bk-button-bar-list{float:left}.bk-root .bk-toolbar-above .bk-button-bar .bk-button-bar-list[type='help'] .bk-toolbar-button .bk-tip,.bk-root .bk-toolbar-below .bk-button-bar .bk-button-bar-list[type='help'] .bk-toolbar-button .bk-tip{float:right;color:#333}.bk-root .bk-toolbar-left,.bk-root .bk-toolbar-right{margin:0;position:absolute;top:0}.bk-root .bk-toolbar-left .bk-logo,.bk-root .bk-toolbar-right .bk-logo{margin-top:-1px}.bk-root .bk-toolbar-left .bk-button-bar,.bk-root .bk-toolbar-right .bk-button-bar{position:relative}.bk-root .bk-toolbar-left .bk-button-bar:before,.bk-root .bk-toolbar-right .bk-button-bar:before,.bk-root .bk-toolbar-left .bk-button-bar:after,.bk-root .bk-toolbar-right .bk-button-bar:after{content:\\\" \\\";display:block;height:0;clear:both}.bk-root .bk-toolbar-left .bk-button-bar .bk-button-bar-list .bk-toolbar-button,.bk-root .bk-toolbar-right .bk-button-bar .bk-button-bar-list .bk-toolbar-button{clear:both}.bk-root .bk-toolbar-box .bk-toolbar-below{top:-1px}.bk-root .bk-toolbar-box .bk-toolbar-right{top:-1px;right:0}.bk-root .bk-button-bar-list:empty{display:none}.bk-root .bk-toolbar-above .bk-button-bar-list+.bk-button-bar-list:before,.bk-root .bk-toolbar-below .bk-button-bar-list+.bk-button-bar-list:before{content:\\\" \\\";float:left;background-color:lightgray;height:10px;width:1px;margin:10px 3px 0 3px}.bk-root .bk-toolbar-left .bk-button-bar-list+.bk-button-bar-list:before,.bk-root .bk-toolbar-right .bk-button-bar-list+.bk-button-bar-list:before{content:\\\" \\\";float:none;clear:both;display:block;background-color:lightgray;height:1px;width:10px;margin:3px 0 3px 10px}.bk-root .bk-tooltip{font-family:\\\"HelveticaNeue-Light\\\",\\\"Helvetica Neue Light\\\",\\\"Helvetica Neue\\\",Helvetica,Arial,\\\"Lucida Grande\\\",sans-serif;font-weight:300;font-size:12px;position:absolute;padding:5px;border:1px solid #e5e5e5;background-color:white;pointer-events:none;opacity:.95}.bk-root .bk-tooltip>div:not(:first-child){margin-top:5px;border-top:#e5e5e5 1px dashed}.bk-root .bk-tooltip.bk-left.bk-tooltip-arrow::before{position:absolute;margin:-7px 0 0 0;top:50%;width:0;height:0;border-style:solid;border-width:7px 0 7px 0;border-color:transparent;content:\\\" \\\";display:block;left:-10px;border-right-width:10px;border-right-color:#909599}.bk-root .bk-tooltip.bk-left::before{left:-10px;border-right-width:10px;border-right-color:#909599}.bk-root .bk-tooltip.bk-right.bk-tooltip-arrow::after{position:absolute;margin:-7px 0 0 0;top:50%;width:0;height:0;border-style:solid;border-width:7px 0 7px 0;border-color:transparent;content:\\\" \\\";display:block;right:-10px;border-left-width:10px;border-left-color:#909599}.bk-root .bk-tooltip.bk-right::after{right:-10px;border-left-width:10px;border-left-color:#909599}.bk-root .bk-tooltip.bk-above::before{position:absolute;margin:0 0 0 -7px;left:50%;width:0;height:0;border-style:solid;border-width:0 7px 0 7px;border-color:transparent;content:\\\" \\\";display:block;top:-10px;border-bottom-width:10px;border-bottom-color:#909599}.bk-root .bk-tooltip.bk-below::after{position:absolute;margin:0 0 0 -7px;left:50%;width:0;height:0;border-style:solid;border-width:0 7px 0 7px;border-color:transparent;content:\\\" \\\";display:block;bottom:-10px;border-top-width:10px;border-top-color:#909599}.bk-root .bk-tooltip-row-label{text-align:right;color:#26aae1}.bk-root .bk-tooltip-row-value{color:default}.bk-root .bk-tooltip-color-block{width:12px;height:12px;margin-left:5px;margin-right:5px;outline:#ddd solid 1px;display:inline-block}.bk-root .bk-plotdiv{position:relative;width:100%;height:100%}.rendered_html .bk-root .bk-tooltip table,.rendered_html .bk-root .bk-tooltip tr,.rendered_html .bk-root .bk-tooltip th,.rendered_html .bk-root .bk-tooltip td{border:0;padding:1px}//# sourceMappingURL=bokeh.min.css.map\\n\\n/* END bokeh.min.css */\");\n",
       "      console.log(\"Bokeh: injecting raw CSS\");\n",
       "      Bokeh.embed.inject_raw_css(\"/* BEGIN bokeh-widgets.min.css */\\n@charset \\\"UTF-8\\\";.bk-root{/*!\\n * Pikaday\\n * Copyright \\u00a9 2014 David Bushell | BSD & MIT license | http://dbushell.com/\\n */}.bk-root .bk-noUi-target,.bk-root .bk-noUi-target *{-webkit-touch-callout:none;-webkit-tap-highlight-color:rgba(0,0,0,0);-webkit-user-select:none;-ms-touch-action:none;touch-action:none;-ms-user-select:none;-moz-user-select:none;user-select:none;-moz-box-sizing:border-box;box-sizing:border-box}.bk-root .bk-noUi-target{position:relative;direction:ltr}.bk-root .bk-noUi-base{width:100%;height:100%;position:relative;z-index:1}.bk-root .bk-noUi-connect{position:absolute;right:0;top:0;left:0;bottom:0}.bk-root .bk-noUi-origin{position:absolute;height:0;width:0}.bk-root .bk-noUi-handle{position:relative;z-index:1}.bk-root .bk-noUi-state-tap .bk-noUi-connect,.bk-root .bk-noUi-state-tap .bk-noUi-origin{-webkit-transition:top .3s,right .3s,bottom .3s,left .3s;transition:top .3s,right .3s,bottom .3s,left .3s}.bk-root .bk-noUi-state-drag *{cursor:inherit !important}.bk-root .bk-noUi-base,.bk-root .bk-noUi-handle{-webkit-transform:translate3d(0,0,0);transform:translate3d(0,0,0)}.bk-root .bk-noUi-horizontal{height:18px}.bk-root .bk-noUi-horizontal .bk-noUi-handle{width:34px;height:28px;left:-17px;top:-6px}.bk-root .bk-noUi-vertical{width:18px}.bk-root .bk-noUi-vertical .bk-noUi-handle{width:28px;height:34px;left:-6px;top:-17px}.bk-root .bk-noUi-target{background:#fafafa;border-radius:4px;border:1px solid #d3d3d3;box-shadow:inset 0 1px 1px #f0f0f0,0 3px 6px -5px #BBB}.bk-root .bk-noUi-connect{background:#3fb8af;border-radius:4px;box-shadow:inset 0 0 3px rgba(51,51,51,0.45);-webkit-transition:background 450ms;transition:background 450ms}.bk-root .bk-noUi-draggable{cursor:ew-resize}.bk-root .bk-noUi-vertical .bk-noUi-draggable{cursor:ns-resize}.bk-root .bk-noUi-handle{border:1px solid #d9d9d9;border-radius:3px;background:#FFF;cursor:default;box-shadow:inset 0 0 1px #FFF,inset 0 1px 7px #ebebeb,0 3px 6px -3px #BBB}.bk-root .bk-noUi-active{box-shadow:inset 0 0 1px #FFF,inset 0 1px 7px #DDD,0 3px 6px -3px #BBB}.bk-root .bk-noUi-handle:before,.bk-root .bk-noUi-handle:after{content:\\\"\\\";display:block;position:absolute;height:14px;width:1px;background:#e8e7e6;left:14px;top:6px}.bk-root .bk-noUi-handle:after{left:17px}.bk-root .bk-noUi-vertical .bk-noUi-handle:before,.bk-root .bk-noUi-vertical .bk-noUi-handle:after{width:14px;height:1px;left:6px;top:14px}.bk-root .bk-noUi-vertical .bk-noUi-handle:after{top:17px}.bk-root [disabled] .bk-noUi-connect{background:#b8b8b8}.bk-root [disabled].bk-noUi-target,.bk-root [disabled].bk-noUi-handle,.bk-root [disabled] .bk-noUi-handle{cursor:not-allowed}.bk-root .bk-noUi-pips,.bk-root .bk-noUi-pips *{-moz-box-sizing:border-box;box-sizing:border-box}.bk-root .bk-noUi-pips{position:absolute;color:#999}.bk-root .bk-noUi-value{position:absolute;white-space:nowrap;text-align:center}.bk-root .bk-noUi-value-sub{color:#ccc;font-size:10px}.bk-root .bk-noUi-marker{position:absolute;background:#CCC}.bk-root .bk-noUi-marker-sub{background:#AAA}.bk-root .bk-noUi-marker-large{background:#AAA}.bk-root .bk-noUi-pips-horizontal{padding:10px 0;height:80px;top:100%;left:0;width:100%}.bk-root .bk-noUi-value-horizontal{-webkit-transform:translate3d(-50%,50%,0);transform:translate3d(-50%,50%,0)}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker{margin-left:-1px;width:2px;height:5px}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-sub{height:10px}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-large{height:15px}.bk-root .bk-noUi-pips-vertical{padding:0 10px;height:100%;top:0;left:100%}.bk-root .bk-noUi-value-vertical{-webkit-transform:translate3d(0,50%,0);transform:translate3d(0,50%,0);padding-left:25px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker{width:5px;height:2px;margin-top:-1px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-sub{width:10px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-large{width:15px}.bk-root .bk-noUi-tooltip{display:block;position:absolute;border:1px solid #d9d9d9;border-radius:3px;background:#fff;color:#000;padding:5px;text-align:center;white-space:nowrap}.bk-root .bk-noUi-horizontal .bk-noUi-tooltip{-webkit-transform:translate(-50%,0);transform:translate(-50%,0);left:50%;bottom:120%}.bk-root .bk-noUi-vertical .bk-noUi-tooltip{-webkit-transform:translate(0,-50%);transform:translate(0,-50%);top:50%;right:120%}.bk-root .bk-noUi-handle{cursor:grab;cursor:-webkit-grab}.bk-root .bk-noUi-handle.bk-noUi-active{cursor:grabbing;cursor:-webkit-grabbing}.bk-root .bk-noUi-tooltip{display:none;white-space:nowrap}.bk-root .bk-noUi-handle:hover .bk-noUi-tooltip{display:block}.bk-root .bk-noUi-horizontal{width:100%;height:10px}.bk-root .bk-noUi-horizontal .bk-noUi-handle{width:14px;height:18px;left:-7px;top:-5px}.bk-root .bk-noUi-vertical{width:10px;height:100%}.bk-root .bk-noUi-vertical .bk-noUi-handle{width:18px;height:14px;left:-5px;top:-7px}.bk-root .bk-noUi-handle:after,.bk-root .bk-noUi-handle:before{display:none}.bk-root .bk-noUi-connect{box-shadow:none}.bk-root fieldset{padding:0;margin:0;border:0;min-width:0}.bk-root legend{display:block;width:100%;padding:0;margin-bottom:17px;line-height:inherit;color:#333;border:0;border-bottom:1px solid #e5e5e5}.bk-root label{display:inline-block;margin-bottom:5px}.bk-root input[type=\\\"search\\\"]{-webkit-box-sizing:border-box;-moz-box-sizing:border-box;box-sizing:border-box}.bk-root input[type=\\\"radio\\\"],.bk-root input[type=\\\"checkbox\\\"]{margin:4px 0 0;margin-top:1px \\\\9;line-height:normal}.bk-root input[type=\\\"file\\\"]{display:block}.bk-root input[type=\\\"range\\\"]{display:block;width:100%}.bk-root select[multiple],.bk-root select[size]{height:auto}.bk-root input[type=\\\"file\\\"]:focus,.bk-root input[type=\\\"radio\\\"]:focus,.bk-root input[type=\\\"checkbox\\\"]:focus{outline:thin dotted;outline:5px auto -webkit-focus-ring-color;outline-offset:-2px}.bk-root output{display:block;padding-top:7px;line-height:1.42857143;color:#555}.bk-root .bk-bs-form-control{display:block;height:31px;padding:0 12px;background-color:#fff;background-image:none;border:1px solid #ccc;border-radius:4px}.bk-root .bk-bs-form-control:focus{border-color:#66afe9;outline:0;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,0.6);box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,0.6)}.bk-root .bk-bs-form-control::-moz-placeholder{color:#999;opacity:1}.bk-root .bk-bs-form-control:-ms-input-placeholder{color:#999}.bk-root .bk-bs-form-control::-webkit-input-placeholder{color:#999}.bk-root .bk-bs-form-control[disabled],.bk-root .bk-bs-form-control[readonly],fieldset[disabled] .bk-root .bk-bs-form-control{cursor:not-allowed;background-color:#eee;opacity:1}textarea.bk-root .bk-bs-form-control{height:auto}.bk-root input[type=\\\"search\\\"]{-webkit-appearance:none}.bk-root input[type=\\\"date\\\"]{line-height:31px}.bk-root .bk-bs-form-group{margin-bottom:15px}.bk-root .bk-bs-radio,.bk-root .bk-bs-checkbox{display:block;min-height:17px;margin-top:10px;margin-bottom:10px;padding-left:20px}.bk-root .bk-bs-radio label,.bk-root .bk-bs-checkbox label{display:inline;font-weight:normal;cursor:pointer}.bk-root .bk-bs-radio input[type=\\\"radio\\\"],.bk-root .bk-bs-radio-inline input[type=\\\"radio\\\"],.bk-root .bk-bs-checkbox input[type=\\\"checkbox\\\"],.bk-root .bk-bs-checkbox-inline input[type=\\\"checkbox\\\"]{float:left;margin-left:-20px}.bk-root .bk-bs-radio+.bk-bs-radio,.bk-root .bk-bs-checkbox+.bk-bs-checkbox{margin-top:-5px}.bk-root .bk-bs-radio-inline,.bk-root .bk-bs-checkbox-inline{display:inline-block;padding-left:20px;margin-bottom:0;vertical-align:middle;font-weight:normal;cursor:pointer}.bk-root .bk-bs-radio-inline+.bk-bs-radio-inline,.bk-root .bk-bs-checkbox-inline+.bk-bs-checkbox-inline{margin-top:0;margin-left:10px}.bk-root input[type=\\\"radio\\\"][disabled],.bk-root input[type=\\\"checkbox\\\"][disabled],.bk-root .bk-bs-radio[disabled],.bk-root .bk-bs-radio-inline[disabled],.bk-root .bk-bs-checkbox[disabled],.bk-root .bk-bs-checkbox-inline[disabled],fieldset[disabled] .bk-root input[type=\\\"radio\\\"],fieldset[disabled] .bk-root input[type=\\\"checkbox\\\"],fieldset[disabled] .bk-root .bk-bs-radio,fieldset[disabled] .bk-root .bk-bs-radio-inline,fieldset[disabled] .bk-root .bk-bs-checkbox,fieldset[disabled] .bk-root .bk-bs-checkbox-inline{cursor:not-allowed}.bk-root .bk-bs-input-sm{height:28px;padding:5px 10px;font-size:11px;line-height:1.5;border-radius:3px}select.bk-root .bk-bs-input-sm{height:28px;line-height:28px}textarea.bk-root .bk-bs-input-sm,select[multiple].bk-root .bk-bs-input-sm{height:auto}.bk-root .bk-bs-input-lg{height:42px;padding:10px 16px;font-size:15px;line-height:1.33;border-radius:6px}select.bk-root .bk-bs-input-lg{height:42px;line-height:42px}textarea.bk-root .bk-bs-input-lg,select[multiple].bk-root .bk-bs-input-lg{height:auto}.bk-root .bk-bs-has-feedback{position:relative}.bk-root .bk-bs-has-feedback .bk-bs-form-control{padding-right:38.75px}.bk-root .bk-bs-has-feedback .bk-bs-form-control-feedback{position:absolute;top:22px;right:0;display:block;width:31px;height:31px;line-height:31px;text-align:center}.bk-root .bk-bs-has-success .bk-bs-help-block,.bk-root .bk-bs-has-success .bk-bs-control-label,.bk-root .bk-bs-has-success .bk-bs-radio,.bk-root .bk-bs-has-success .bk-bs-checkbox,.bk-root .bk-bs-has-success .bk-bs-radio-inline,.bk-root .bk-bs-has-success .bk-bs-checkbox-inline{color:#3c763d}.bk-root .bk-bs-has-success .bk-bs-form-control{border-color:#3c763d;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,0.075);box-shadow:inset 0 1px 1px rgba(0,0,0,0.075)}.bk-root .bk-bs-has-success .bk-bs-form-control:focus{border-color:#2b542c;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,0.075),0 0 6px #67b168;box-shadow:inset 0 1px 1px 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.bk-bs-btn-group-vertical>.bk-bs-btn-group+.bk-bs-btn,.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn-group+.bk-bs-btn-group{margin-top:-1px;margin-left:0}.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn:not(:first-child):not(:last-child){border-radius:0}.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn:first-child:not(:last-child){border-top-right-radius:4px;border-bottom-right-radius:0;border-bottom-left-radius:0}.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn:last-child:not(:first-child){border-bottom-left-radius:4px;border-top-right-radius:0;border-top-left-radius:0}.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn-group:not(:first-child):not(:last-child)>.bk-bs-btn{border-radius:0}.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn-group:first-child:not(:last-child)>.bk-bs-btn:last-child,.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn-group:first-child:not(:last-child)>.bk-bs-dropdown-toggle{border-bottom-right-radius:0;border-bottom-left-radius:0}.bk-root .bk-bs-btn-group-vertical>.bk-bs-btn-group:last-child:not(:first-child)>.bk-bs-btn:first-child{border-top-right-radius:0;border-top-left-radius:0}.bk-root .bk-bs-btn-group-justified{display:table;width:100%;table-layout:fixed;border-collapse:separate}.bk-root .bk-bs-btn-group-justified>.bk-bs-btn,.bk-root .bk-bs-btn-group-justified>.bk-bs-btn-group{float:none;display:table-cell;width:1%}.bk-root .bk-bs-btn-group-justified>.bk-bs-btn-group .bk-bs-btn{width:100%}.bk-root .bk-bs-btn-group>.bk-bs-btn>input[type=\\\"radio\\\"],.bk-root .bk-bs-btn-group>.bk-bs-btn>input[type=\\\"checkbox\\\"]{display:none}.bk-root .bk-bs-input-group{position:relative;display:table;border-collapse:separate}.bk-root .bk-bs-input-group[class*=\\\"col-\\\"]{float:none;padding-left:0;padding-right:0}.bk-root .bk-bs-input-group .bk-bs-form-control{position:relative;z-index:2;float:left;width:100%;margin-bottom:0}.bk-root .bk-bs-input-group-lg>.bk-bs-form-control,.bk-root .bk-bs-input-group-lg>.bk-bs-input-group-addon,.bk-root .bk-bs-input-group-lg>.bk-bs-input-group-btn>.bk-bs-btn{height:42px;padding:10px 16px;font-size:15px;line-height:1.33;border-radius:6px}select.bk-root .bk-bs-input-group-lg>.bk-bs-form-control,select.bk-root .bk-bs-input-group-lg>.bk-bs-input-group-addon,select.bk-root .bk-bs-input-group-lg>.bk-bs-input-group-btn>.bk-bs-btn{height:42px;line-height:42px}textarea.bk-root .bk-bs-input-group-lg>.bk-bs-form-control,textarea.bk-root .bk-bs-input-group-lg>.bk-bs-input-group-addon,textarea.bk-root .bk-bs-input-group-lg>.bk-bs-input-group-btn>.bk-bs-btn,select[multiple].bk-root .bk-bs-input-group-lg>.bk-bs-form-control,select[multiple].bk-root .bk-bs-input-group-lg>.bk-bs-input-group-addon,select[multiple].bk-root .bk-bs-input-group-lg>.bk-bs-input-group-btn>.bk-bs-btn{height:auto}.bk-root .bk-bs-input-group-sm>.bk-bs-form-control,.bk-root .bk-bs-input-group-sm>.bk-bs-input-group-addon,.bk-root .bk-bs-input-group-sm>.bk-bs-input-group-btn>.bk-bs-btn{height:28px;padding:5px 10px;font-size:11px;line-height:1.5;border-radius:3px}select.bk-root .bk-bs-input-group-sm>.bk-bs-form-control,select.bk-root .bk-bs-input-group-sm>.bk-bs-input-group-addon,select.bk-root .bk-bs-input-group-sm>.bk-bs-input-group-btn>.bk-bs-btn{height:28px;line-height:28px}textarea.bk-root .bk-bs-input-group-sm>.bk-bs-form-control,textarea.bk-root .bk-bs-input-group-sm>.bk-bs-input-group-addon,textarea.bk-root .bk-bs-input-group-sm>.bk-bs-input-group-btn>.bk-bs-btn,select[multiple].bk-root .bk-bs-input-group-sm>.bk-bs-form-control,select[multiple].bk-root .bk-bs-input-group-sm>.bk-bs-input-group-addon,select[multiple].bk-root .bk-bs-input-group-sm>.bk-bs-input-group-btn>.bk-bs-btn{height:auto}.bk-root .bk-bs-input-group-addon,.bk-root .bk-bs-input-group-btn,.bk-root .bk-bs-input-group .bk-bs-form-control{display:table-cell}.bk-root .bk-bs-input-group-addon:not(:first-child):not(:last-child),.bk-root .bk-bs-input-group-btn:not(:first-child):not(:last-child),.bk-root .bk-bs-input-group .bk-bs-form-control:not(:first-child):not(:last-child){border-radius:0}.bk-root .bk-bs-input-group-addon,.bk-root .bk-bs-input-group-btn{width:1%;white-space:nowrap;vertical-align:middle}.bk-root .bk-bs-input-group-addon{padding:6px 12px;font-size:12px;font-weight:normal;line-height:1;color:#555;text-align:center;background-color:#eee;border:1px solid #ccc;border-radius:4px}.bk-root .bk-bs-input-group-addon.bk-bs-input-sm{padding:5px 10px;font-size:11px;border-radius:3px}.bk-root .bk-bs-input-group-addon.bk-bs-input-lg{padding:10px 16px;font-size:15px;border-radius:6px}.bk-root .bk-bs-input-group-addon input[type=\\\"radio\\\"],.bk-root .bk-bs-input-group-addon input[type=\\\"checkbox\\\"]{margin-top:0}.bk-root .bk-bs-input-group .bk-bs-form-control:first-child,.bk-root .bk-bs-input-group-addon:first-child,.bk-root .bk-bs-input-group-btn:first-child>.bk-bs-btn,.bk-root .bk-bs-input-group-btn:first-child>.bk-bs-btn-group>.bk-bs-btn,.bk-root .bk-bs-input-group-btn:first-child>.bk-bs-dropdown-toggle,.bk-root .bk-bs-input-group-btn:last-child>.bk-bs-btn:not(:last-child):not(.bk-bs-dropdown-toggle),.bk-root .bk-bs-input-group-btn:last-child>.bk-bs-btn-group:not(:last-child)>.bk-bs-btn{border-bottom-right-radius:0;border-top-right-radius:0}.bk-root .bk-bs-input-group-addon:first-child{border-right:0}.bk-root .bk-bs-input-group .bk-bs-form-control:last-child,.bk-root .bk-bs-input-group-addon:last-child,.bk-root .bk-bs-input-group-btn:last-child>.bk-bs-btn,.bk-root .bk-bs-input-group-btn:last-child>.bk-bs-btn-group>.bk-bs-btn,.bk-root .bk-bs-input-group-btn:last-child>.bk-bs-dropdown-toggle,.bk-root .bk-bs-input-group-btn:first-child>.bk-bs-btn:not(:first-child),.bk-root .bk-bs-input-group-btn:first-child>.bk-bs-btn-group:not(:first-child)>.bk-bs-btn{border-bottom-left-radius:0;border-top-left-radius:0}.bk-root .bk-bs-input-group-addon:last-child{border-left:0}.bk-root .bk-bs-input-group-btn{position:relative;font-size:0;white-space:nowrap}.bk-root .bk-bs-input-group-btn>.bk-bs-btn{position:relative}.bk-root .bk-bs-input-group-btn>.bk-bs-btn+.bk-bs-btn{margin-left:-1px}.bk-root .bk-bs-input-group-btn>.bk-bs-btn:hover,.bk-root .bk-bs-input-group-btn>.bk-bs-btn:focus,.bk-root .bk-bs-input-group-btn>.bk-bs-btn:active{z-index:2}.bk-root .bk-bs-input-group-btn:first-child>.bk-bs-btn,.bk-root .bk-bs-input-group-btn:first-child>.bk-bs-btn-group{margin-right:-1px}.bk-root .bk-bs-input-group-btn:last-child>.bk-bs-btn,.bk-root .bk-bs-input-group-btn:last-child>.bk-bs-btn-group{margin-left:-1px}.bk-root .bk-bs-nav{margin-bottom:0;padding-left:0;list-style:none}.bk-root .bk-bs-nav>li{position:relative;display:block}.bk-root .bk-bs-nav>li>span{position:relative;display:block;padding:10px 15px}.bk-root .bk-bs-nav>li>span:hover,.bk-root .bk-bs-nav>li>span:focus{text-decoration:none;background-color:#eee}.bk-root .bk-bs-nav>li.bk-bs-disabled>span{color:#999}.bk-root .bk-bs-nav>li.bk-bs-disabled>span:hover,.bk-root .bk-bs-nav>li.bk-bs-disabled>span:focus{color:#999;text-decoration:none;background-color:transparent;cursor:not-allowed}.bk-root .bk-bs-nav-tabs{border-bottom:1px solid #ddd}.bk-root .bk-bs-nav-tabs>li{float:left;margin-bottom:-1px}.bk-root .bk-bs-nav-tabs>li>span{margin-right:2px;line-height:1.42857143;border:1px solid transparent;border-radius:4px 4px 0 0}.bk-root .bk-bs-nav-tabs>li>span:hover{border-color:#eee #eee #ddd;cursor:pointer}.bk-root .bk-bs-nav-tabs>li.bk-bs-active>span,.bk-root .bk-bs-nav-tabs>li.bk-bs-active>span:hover,.bk-root .bk-bs-nav-tabs>li.bk-bs-active>span:focus{color:#555;background-color:#fff;border:1px solid #ddd;border-bottom-color:transparent;cursor:default}.bk-root .bk-bs-tab-content>.bk-bs-tab-pane{display:none}.bk-root .bk-bs-tab-content>.bk-bs-active{display:block}.bk-root .pika-single{z-index:9999;display:block;position:relative;color:#333;background:#fff;border:1px solid #ccc;border-bottom-color:#bbb;font-family:\\\"Helvetica Neue\\\",Helvetica,Arial,sans-serif}.bk-root .pika-single:before,.bk-root .pika-single:after{content:\\\" \\\";display:table}.bk-root .pika-single:after{clear:both}.bk-root .pika-single{*zoom:1}.bk-root .pika-single.is-hidden{display:none}.bk-root .pika-single.is-bound{position:absolute;box-shadow:0 5px 15px -5px rgba(0,0,0,0.5)}.bk-root .pika-lendar{float:left;width:240px;margin:8px}.bk-root .pika-title{position:relative;text-align:center}.bk-root .pika-label{display:inline-block;*display:inline;position:relative;z-index:9999;overflow:hidden;margin:0;padding:5px 3px;font-size:14px;line-height:20px;font-weight:bold;background-color:#fff}.bk-root .pika-title select{cursor:pointer;position:absolute;z-index:9998;margin:0;left:0;top:5px;filter:alpha(opacity=0);opacity:0}.bk-root .pika-prev,.bk-root .pika-next{display:block;cursor:pointer;position:relative;outline:0;border:0;padding:0;width:20px;height:30px;text-indent:20px;white-space:nowrap;overflow:hidden;background-color:transparent;background-position:center center;background-repeat:no-repeat;background-size:75% 75%;opacity:.5;*position:absolute;*top:0}.bk-root .pika-prev:hover,.bk-root .pika-next:hover{opacity:1}.bk-root .pika-prev,.bk-root .is-rtl .pika-next{float:left;background-image:url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAUklEQVR42u3VMQoAIBADQf8Pgj+OD9hG2CtONJB2ymQkKe0HbwAP0xucDiQWARITIDEBEnMgMQ8S8+AqBIl6kKgHiXqQqAeJepBo/z38J/U0uAHlaBkBl9I4GwAAAABJRU5ErkJggg==');*left:0}.bk-root .pika-next,.bk-root .is-rtl .pika-prev{float:right;background-image:url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAU0lEQVR42u3VOwoAMAgE0dwfAnNjU26bYkBCFGwfiL9VVWoO+BJ4Gf3gtsEKKoFBNTCoCAYVwaAiGNQGMUHMkjGbgjk2mIONuXo0nC8XnCf1JXgArVIZAQh5TKYAAAAASUVORK5CYII=');*right:0}.bk-root .pika-prev.is-disabled,.bk-root .pika-next.is-disabled{cursor:default;opacity:.2}.bk-root .pika-select{display:inline-block;*display:inline}.bk-root .pika-table{width:100%;border-collapse:collapse;border-spacing:0;border:0}.bk-root .pika-table th,.bk-root .pika-table td{width:14.285714285714286%;padding:0}.bk-root .pika-table th{color:#999;font-size:12px;line-height:25px;font-weight:bold;text-align:center}.bk-root .pika-button{cursor:pointer;display:block;box-sizing:border-box;-moz-box-sizing:border-box;outline:0;border:0;margin:0;width:100%;padding:5px;color:#666;font-size:12px;line-height:15px;text-align:right;background:#f5f5f5}.bk-root .pika-week{font-size:11px;color:#999}.bk-root .is-today .pika-button{color:#3af;font-weight:bold}.bk-root .is-selected .pika-button,.bk-root .has-event .pika-button{color:#fff;font-weight:bold;background:#3af;box-shadow:inset 0 1px 3px #178fe5;border-radius:3px}.bk-root .has-event .pika-button{background:#005da9;box-shadow:inset 0 1px 3px #0076c9}.bk-root .is-disabled .pika-button,.bk-root .is-inrange .pika-button{background:#d5e9f7}.bk-root .is-startrange .pika-button{color:#fff;background:#6cb31d;box-shadow:none;border-radius:3px}.bk-root .is-endrange .pika-button{color:#fff;background:#3af;box-shadow:none;border-radius:3px}.bk-root .is-disabled .pika-button{pointer-events:none;cursor:default;color:#999;opacity:.3}.bk-root .is-outside-current-month .pika-button{color:#999;opacity:.3}.bk-root .is-selection-disabled{pointer-events:none;cursor:default}.bk-root .pika-button:hover,.bk-root .pika-row.pick-whole-week:hover .pika-button{color:#fff;background:#ff8000;box-shadow:none;border-radius:3px}.bk-root .pika-table abbr{border-bottom:0;cursor:help}.bk-root .bk-widget-box{overflow:visible;padding:5px 10px}.bk-root .bk-widget label{margin-bottom:2px}.bk-root .bk-widget{margin-top:10px}.bk-root .bk-widget h1:first-child,.bk-root .bk-widget h2:first-child,.bk-root .bk-widget h3:first-child,.bk-root .bk-widget h4:first-child,.bk-root .bk-widget h5:first-child,.bk-root .bk-widget h6:first-child,.bk-root .bk-widget p:first-child{margin-top:0}.bk-root .bk-widget-form-input{display:block;height:31px;padding:0 12px;background-color:#fff;background-image:none;border:1px solid #ccc;border-radius:4px}.bk-root .bk-widget-form-input:focus{border-color:#66afe9;outline:0;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,0.6);box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,0.6)}.bk-root .bk-widget-form-input::-moz-placeholder{color:#999;opacity:1}.bk-root .bk-widget-form-input:-ms-input-placeholder{color:#999}.bk-root .bk-widget-form-input::-webkit-input-placeholder{color:#999}.bk-root .bk-widget-form-input[disabled],.bk-root .bk-widget-form-input[readonly],fieldset[disabled] .bk-root .bk-widget-form-input{cursor:not-allowed;background-color:#eee;opacity:1}textarea.bk-root .bk-widget-form-input{height:auto}.bk-root .bk-widget button{min-width:100%}.bk-root .bk-widget input[type=\\\"text\\\"]{min-width:90%}.bk-root .bk-widget select{min-width:97%}.bk-root .bk-bs-dropdown-toggle .bk-bs-caret{margin-left:5px}.bk-root .bk-bs-dropdown-menu{width:100%}.bk-root .bk-bs-nav-tabs{overflow:hidden}.bk-root .bk-bs-tab-pane{float:left}.bk-root .bk-slider label{margin-right:5px}.bk-root .bk-slider .bk-slider-value{display:inline-block;font-weight:600}.bk-root .bk-slider input,.bk-root .bk-slider .bk-slider-value{margin-bottom:5px}//# sourceMappingURL=bokeh-widgets.min.css.map\\n\\n/* END bokeh-widgets.min.css */\");\n",
       "      console.log(\"Bokeh: injecting raw CSS\");\n",
       "      Bokeh.embed.inject_raw_css(\"/* BEGIN bokeh-tables.min.css */\\n.bk-root .slick-header.ui-state-default,.bk-root .slick-headerrow.ui-state-default,.bk-root .slick-footerrow.ui-state-default{width:100%;overflow:hidden;border-left:0 !important}.bk-root .slick-header-columns,.bk-root .slick-headerrow-columns,.bk-root .slick-footerrow-columns{position:relative;white-space:nowrap;cursor:default;overflow:hidden}.bk-root .slick-header-column.ui-state-default{position:relative;display:inline-block;overflow:hidden;-o-text-overflow:ellipsis;text-overflow:ellipsis;height:16px;line-height:16px;margin:0;padding:4px;border-right:1px solid silver;border-left:0 !important;border-top:0 !important;border-bottom:0 !important;float:left}.bk-root .slick-headerrow-column.ui-state-default,.bk-root .slick-footerrow-column.ui-state-default{padding:4px}.bk-root .slick-header-column-sorted{font-style:italic}.bk-root .slick-sort-indicator{display:inline-block;width:8px;height:5px;margin-left:4px;margin-top:6px;float:left}.bk-root .slick-sort-indicator-numbered{display:inline-block;width:8px;height:5px;margin-left:4px;margin-top:0;padding-left:1px;line-height:20px;float:left;font-family:Arial;font-style:normal;font-weight:bold;color:#6190cd}.bk-root .slick-sort-indicator-desc{background:url(images/sort-desc.gif)}.bk-root .slick-sort-indicator-asc{background:url(images/sort-asc.gif)}.bk-root .slick-resizable-handle{position:absolute;font-size:.1px;display:block;cursor:col-resize;width:4px;right:0;top:0;height:100%}.bk-root .slick-sortable-placeholder{background:silver}.bk-root .grid-canvas{position:relative;outline:0}.bk-root .slick-row.ui-widget-content,.bk-root .slick-row.ui-state-active{position:absolute;border:0;width:100%}.bk-root .slick-cell,.bk-root .slick-headerrow-column,.bk-root .slick-footerrow-column{position:absolute;border:1px solid transparent;border-right:1px dotted silver;border-bottom-color:silver;overflow:hidden;-o-text-overflow:ellipsis;text-overflow:ellipsis;vertical-align:middle;z-index:1;padding:1px 2px 2px 1px;margin:0;white-space:nowrap;cursor:default}.bk-root .slick-cell,.bk-root .slick-headerrow-column{border-bottom-color:silver}.bk-root .slick-footerrow-column{border-top-color:silver}.bk-root .slick-group-toggle{display:inline-block}.bk-root .slick-cell.highlighted{background:lightskyblue;background:rgba(0,0,255,0.2);-webkit-transition:all .5s;-moz-transition:all .5s;-o-transition:all .5s;transition:all .5s}.bk-root .slick-cell.flashing{border:1px solid red !important}.bk-root .slick-cell.editable{z-index:11;overflow:visible;background:white;border-color:black;border-style:solid}.bk-root .slick-cell:focus{outline:0}.bk-root .slick-reorder-proxy{display:inline-block;background:blue;opacity:.15;cursor:move}.bk-root .slick-reorder-guide{display:inline-block;height:2px;background:blue;opacity:.7}.bk-root .slick-selection{z-index:10;position:absolute;border:2px dashed black}.bk-root .slick-header-columns{background:url('images/header-columns-bg.gif') repeat-x center bottom;border-bottom:1px solid silver}.bk-root .slick-header-column{background:url('images/header-columns-bg.gif') repeat-x center bottom;border-right:1px solid silver}.bk-root .slick-header-column:hover,.bk-root .slick-header-column-active{background:white url('images/header-columns-over-bg.gif') repeat-x center bottom}.bk-root .slick-headerrow{background:#fafafa}.bk-root .slick-headerrow-column{background:#fafafa;border-bottom:0;height:100%}.bk-root .slick-row.ui-state-active{background:#f5f7d7}.bk-root .slick-row{position:absolute;background:white;border:0;line-height:20px}.bk-root .slick-row.selected{z-index:10;background:#dfe8f6}.bk-root .slick-cell{padding-left:4px;padding-right:4px}.bk-root .slick-group{border-bottom:2px solid silver}.bk-root .slick-group-toggle{width:9px;height:9px;margin-right:5px}.bk-root .slick-group-toggle.expanded{background:url(images/collapse.gif) no-repeat center center}.bk-root .slick-group-toggle.collapsed{background:url(images/expand.gif) no-repeat center center}.bk-root .slick-group-totals{color:gray;background:white}.bk-root .slick-group-select-checkbox{width:13px;height:13px;margin:3px 10px 0 0;display:inline-block}.bk-root .slick-group-select-checkbox.checked{background:url(images/GrpCheckboxY.png) no-repeat center center}.bk-root .slick-group-select-checkbox.unchecked{background:url(images/GrpCheckboxN.png) no-repeat center center}.bk-root .slick-cell.selected{background-color:beige}.bk-root .slick-cell.active{border-color:gray;border-style:solid}.bk-root .slick-sortable-placeholder{background:silver !important}.bk-root .slick-row.odd{background:#fafafa}.bk-root .slick-row.ui-state-active{background:#f5f7d7}.bk-root .slick-row.loading{opacity:.5}.bk-root .slick-cell.invalid{border-color:red;-moz-animation-duration:.2s;-webkit-animation-duration:.2s;-moz-animation-name:slickgrid-invalid-hilite;-webkit-animation-name:slickgrid-invalid-hilite}@-moz-keyframes slickgrid-invalid-hilite{from{box-shadow:0 0 6px red}to{box-shadow:none}}@-webkit-keyframes slickgrid-invalid-hilite{from{box-shadow:0 0 6px red}to{box-shadow:none}}.bk-root .slick-column-name,.bk-root .slick-sort-indicator{display:inline-block;float:left;margin-bottom:100px}.bk-root .slick-header-button{display:inline-block;float:right;vertical-align:top;margin:1px;margin-bottom:100px;height:15px;width:15px;background-repeat:no-repeat;background-position:center center;cursor:pointer}.bk-root .slick-header-button-hidden{width:0;-webkit-transition:.2s width;-ms-transition:.2s width;transition:.2s width}.bk-root .slick-header-column:hover>.slick-header-button{width:15px}.bk-root .slick-header-menubutton{position:absolute;right:0;top:0;bottom:0;width:14px;background-repeat:no-repeat;background-position:left center;background-image:url(../images/down.gif);cursor:pointer;display:none;border-left:thin ridge silver}.bk-root .slick-header-column:hover>.slick-header-menubutton,.bk-root .slick-header-column-active .slick-header-menubutton{display:inline-block}.bk-root .slick-header-menu{position:absolute;display:inline-block;margin:0;padding:2px;cursor:default}.bk-root .slick-header-menuitem{list-style:none;margin:0;padding:0;cursor:pointer}.bk-root .slick-header-menuicon{display:inline-block;width:16px;height:16px;vertical-align:middle;margin-right:4px;background-repeat:no-repeat;background-position:center center}.bk-root .slick-header-menucontent{display:inline-block;vertical-align:middle}.bk-root .slick-header-menuitem-disabled{color:silver}.bk-root .slick-columnpicker{border:1px solid #718bb7;background:#f0f0f0;padding:6px;-moz-box-shadow:2px 2px 2px silver;-webkit-box-shadow:2px 2px 2px silver;box-shadow:2px 2px 2px silver;min-width:100px;cursor:default}.bk-root .slick-columnpicker li{list-style:none;margin:0;padding:0;background:0}.bk-root .slick-columnpicker input{margin:4px}.bk-root .slick-columnpicker li a{display:block;padding:4px;font-weight:bold}.bk-root .slick-columnpicker li a:hover{background:white}.bk-root .slick-pager{width:100%;height:26px;border:1px solid gray;border-top:0;background:url('../images/header-columns-bg.gif') repeat-x center bottom;vertical-align:middle}.bk-root .slick-pager .slick-pager-status{display:inline-block;padding:6px}.bk-root .slick-pager .ui-icon-container{display:inline-block;margin:2px;border-color:gray}.bk-root .slick-pager .slick-pager-nav{display:inline-block;float:left;padding:2px}.bk-root .slick-pager .slick-pager-settings{display:block;float:right;padding:2px}.bk-root .slick-pager .slick-pager-settings *{vertical-align:middle}.bk-root .slick-pager .slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-root .slick-header-columns{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .slick-header-column{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .slick-header-column:hover,.bk-root .slick-header-column-active{background-image:url(\\\"data:image/gif;base64,R0lGODlhAgAWAIcAAKrM9tno++vz/QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAAAAP8ALAAAAAACABYAAAgUAAUIHEiwoIAACBMqXMhwIQAAAQEAOw==\\\")}.bk-root .slick-group-toggle.expanded{background-image:url(\\\"data:image/gif;base64,R0lGODlhCQAJAPcAAAFGeoCAgNXz/+v5/+v6/+z5/+36//L7//X8//j9/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwAAAAACQAJAAAIMwADCBxIUIDBgwIEChgwwECBAgQUFjBAkaJCABgxGlB4AGHCAAIQiBypEEECkScJqgwQEAA7\\\")}.bk-root .slick-group-toggle.collapsed{background-image:url(\\\"data:image/gif;base64,R0lGODlhCQAJAPcAAAFGeoCAgNXz/+v5/+v6/+z5/+36//L7//X8//j9/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwAAAAACQAJAAAIOAADCBxIUIDBgwIEChgwAECBAgQUFjAAQIABAwoBaNSIMYCAAwIqGlSIAEHFkiQTIBCgkqDLAAEBADs=\\\")}.bk-root .slick-group-select-checkbox.checked{background-image:url(\\\"data:image/png;base64,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\\\")}.bk-root .slick-group-select-checkbox.unchecked{background-image:url(\\\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAOCAIAAACQKrqGAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwQAADsEBuJFr7QAAABl0RVh0U29mdHdhcmUAcGFpbnQubmV0IDQuMC4xNkRpr/UAAACXSURBVChT1dIxC4MwEAXg/v8/VOhQVDBNakV0KA6pxS4JhWRSIYPEJxwdDi1de7wleR+3JIf486w0hKCKRpSvvOhZcCmvNQBRuKqdah03U7UjNNH81rOaBYDo8SQaPX8JANFEaLaGBeAPaaY61rGksiN6TmR5H1j9CSoAosYYHLA7vTxYMvVEZa0liif23r93xjm3/oEYF8PiDn/I2FHCAAAAAElFTkSuQmCC\\\")}.bk-root .slick-sort-indicator-desc{background-image:url(\\\"data:image/gif;base64,R0lGODlhDQAFAIcAAGGQzUD/QOPu+wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAMAAAEALAAAAAANAAUAAAgeAAUAGEgQgIAACBEKLHgwYcKFBh1KFNhQosOKEgMCADs=\\\")}.bk-root .slick-sort-indicator-asc{background-image:url(\\\"data:image/gif;base64,R0lGODlhDQAFAIcAAGGQzUD/QOPu+wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAMAAAEALAAAAAANAAUAAAgbAAMIDABgoEGDABIeRJhQ4cKGEA8KmEiRosGAADs=\\\")}.bk-root .slick-header-menubutton{background-image:url(\\\"data:image/gif;base64,R0lGODlhDgAOAIABADtKYwAAACH5BAEAAAEALAAAAAAOAA4AAAISjI+py+0PHZgUsGobhTn6DxoFADs=\\\")}.bk-root .slick-pager{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .bk-data-table{font-size:11px}.bk-root .bk-data-table input[type=\\\"checkbox\\\"]{margin-left:4px;margin-right:4px}.bk-root .bk-data-table *{-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box}.bk-root .bk-data-table *:before,.bk-root .bk-data-table *:after{-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box}.bk-root .bk-cell-special-defaults{border-right-color:silver;border-right-style:solid;background:#f5f5f5}.bk-root .bk-cell-select{border-right-color:silver;border-right-style:solid;background:#f5f5f5}.bk-root .bk-cell-index{border-right-color:silver;border-right-style:solid;background:#f5f5f5;text-align:right;color:gray}.bk-root .slick-row.selected .bk-cell-index{background-color:transparent}.bk-root .slick-cell{padding-left:4px;padding-right:4px}.bk-root .slick-cell.active{border-style:dashed}.bk-root .slick-cell.editable{padding-left:0;padding-right:0}.bk-root .bk-cell-editor input,.bk-root .bk-cell-editor select{width:100%;height:100%;border:0;margin:0;padding:0;outline:0;background:transparent;vertical-align:baseline}.bk-root .bk-cell-editor input{padding-left:4px;padding-right:4px}.bk-root .bk-cell-editor-completion{font-size:11px}//# sourceMappingURL=bokeh-tables.min.css.map\\n\\n/* END bokeh-tables.min.css */\");\n",
       "    }\n",
       "  ];\n",
       "\n",
       "  function run_inline_js() {\n",
       "    \n",
       "    if ((root.Bokeh !== undefined) || (force === true)) {\n",
       "      for (var i = 0; i < inline_js.length; i++) {\n",
       "        inline_js[i].call(root, root.Bokeh);\n",
       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(run_inline_js, 100);\n",
       "    } else if (!root._bokeh_failed_load) {\n",
       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
       "      root._bokeh_failed_load = true;\n",
       "    } else if (force !== true) {\n",
       "      var cell = $(document.getElementById(null)).parents('.cell').data().cell;\n",
       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
       "    }\n",
       "\n",
       "  }\n",
       "\n",
       "  if (root._bokeh_is_loading === 0) {\n",
       "    console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
       "    run_inline_js();\n",
       "  } else {\n",
       "    load_libs(js_urls, function() {\n",
       "      console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
       "      run_inline_js();\n",
       "    });\n",
       "  }\n",
       "}(window));"
      ],
      "application/vnd.bokehjs_load.v0+json": "\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  var force = true;\n\n  if (typeof (root._bokeh_onload_callbacks) === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n  \n\n  \n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  var NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded() {\n    var el = document.getElementById(null);\n    if (el != null) {\n      el.textContent = \"BokehJS is loading...\";\n    }\n    if (root.Bokeh !== undefined) {\n      if (el != null) {\n        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(display_loaded, 100)\n    }\n  }\n\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n    }\n    finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.info(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(js_urls, callback) {\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = js_urls.length;\n    for (var i = 0; i < js_urls.length; i++) {\n      var url = js_urls[i];\n      var s = document.createElement('script');\n      s.src = url;\n      s.async = false;\n      s.onreadystatechange = s.onload = function() {\n        root._bokeh_is_loading--;\n        if (root._bokeh_is_loading === 0) {\n          console.log(\"Bokeh: all BokehJS libraries loaded\");\n          run_callbacks()\n        }\n      };\n      s.onerror = function() {\n        console.warn(\"failed to load library \" + url);\n      };\n      console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.getElementsByTagName(\"head\")[0].appendChild(s);\n    }\n  };\n\n  var js_urls = [];\n\n  var inline_js = [\n    function(Bokeh) {\n      /* BEGIN bokeh.min.js */\n      !function(t,e){t.Bokeh=e()}(this,function(){var t;return function(t,e,r){var n={},i=function(r){var o=null!=e[r]?e[r]:r;if(!n[o]){if(!t[o]){var s=new Error(\"Cannot find module '\"+r+\"'\");throw s.code=\"MODULE_NOT_FOUND\",s}var a=n[o]={exports:{}};t[o].call(a.exports,i,a,a.exports)}return n[o].exports},o=i(r);return o.require=i,o.register_plugin=function(r,n,s){for(var a in r)t[a]=r[a];for(var a in n)e[a]=n[a];var l=i(s);for(var a in l)o[a]=l[a];return l},o}([function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(132),i=t(29);r.overrides={};var o=i.clone(n);r.Models=function(t){var e=r.overrides[t]||o[t];if(null==e)throw new Error(\"Model '\"+t+\"' does not exist. This could be due to a widget\\n                     or a custom model not being registered before first usage.\");return e},r.Models.register=function(t,e){r.overrides[t]=e},r.Models.unregister=function(t){delete r.overrides[t]},r.Models.register_models=function(t,e,r){if(void 0===e&&(e=!1),null!=t)for(var n in t){var i=t[n];e||!o.hasOwnProperty(n)?o[n]=i:null!=r?r(n):console.warn(\"Model '\"+n+\"' was already registered\")}},r.register_models=r.Models.register_models,r.Models.registered_names=function(){return Object.keys(o)},r.index={}},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(299),i=t(13),o=t(46),s=t(242),a=t(243),l=t(2);r.DEFAULT_SERVER_WEBSOCKET_URL=\"ws://localhost:5006/ws\",r.DEFAULT_SESSION_ID=\"default\",r.ClientConnection=function(){function t(e,n,o,s,l){this.url=e,this.id=n,this.args_string=o,this._on_have_session_hook=s,this._on_closed_permanently_hook=l,this._number=t._connection_count,t._connection_count=this._number+1,null==this.url&&(this.url=r.DEFAULT_SERVER_WEBSOCKET_URL),null==this.id&&(this.id=r.DEFAULT_SESSION_ID),i.logger.debug(\"Creating websocket \"+this._number+\" to '\"+this.url+\"' session '\"+this.id+\"'\"),this.socket=null,this.session=null,this.closed_permanently=!1,this._current_handler=null,this._pending_ack=null,this._pending_replies={},this._receiver=new a.Receiver}return t._connection_count=0,t.prototype.connect=function(){var t,e,r;if(this.closed_permanently)return n.Promise.reject(new Error(\"Cannot connect() a closed ClientConnection\"));if(null!=this.socket)return n.Promise.reject(new Error(\"Already connected\"));this._pending_replies={},this._current_handler=null;try{return r=this.url+\"?bokeh-protocol-version=1.0&bokeh-session-id=\"+this.id,(null!=(e=this.args_string)?e.length:void 0)>0&&(r+=\"&\"+this.args_string),null!=window.MozWebSocket?this.socket=new MozWebSocket(r):this.socket=new WebSocket(r),new n.Promise(function(t){return function(e,r){return t.socket.binaryType=\"arraybuffer\",t.socket.onopen=function(){return t._on_open(e,r)},t.socket.onmessage=function(e){return t._on_message(e)},t.socket.onclose=function(e){return t._on_close(e)},t.socket.onerror=function(){return t._on_error(r)}}}(this))}catch(o){return t=o,i.logger.error(\"websocket creation failed to url: \"+this.url),i.logger.error(\" - \"+t),n.Promise.reject(t)}},t.prototype.close=function(){if(!this.closed_permanently&&(i.logger.debug(\"Permanently closing websocket connection \"+this._number),this.closed_permanently=!0,null!=this.socket&&this.socket.close(1e3,\"close method called on ClientConnection \"+this._number),this.session._connection_closed(),null!=this._on_closed_permanently_hook))return this._on_closed_permanently_hook(),this._on_closed_permanently_hook=null},t.prototype._schedule_reconnect=function(t){var e;return e=function(t){return function(){t.closed_permanently||i.logger.info(\"Websocket connection \"+t._number+\" disconnected, will not attempt to reconnect\")}}(this),setTimeout(e,t)},t.prototype.send=function(t){if(null===this.socket)throw new Error(\"not connected so cannot send \"+t);return t.send(this.socket)},t.prototype.send_with_reply=function(t){var e;return e=new n.Promise(function(e){return function(r,n){return e._pending_replies[t.msgid()]=[r,n],e.send(t)}}(this)),e.then(function(t){if(\"ERROR\"===t.msgtype())throw new Error(\"Error reply \"+t.content.text);return t},function(t){throw t})},t.prototype._pull_doc_json=function(){var t,e;return t=s.Message.create(\"PULL-DOC-REQ\",{}),e=this.send_with_reply(t),e.then(function(t){if(!(\"doc\"in t.content))throw new Error(\"No 'doc' field in PULL-DOC-REPLY\");return t.content.doc},function(t){throw t})},t.prototype._repull_session_doc=function(){return null===this.session?i.logger.debug(\"Pulling session for first time\"):i.logger.debug(\"Repulling session\"),this._pull_doc_json().then(function(t){return function(e){var r,n,a;return null!==t.session?(t.session.document.replace_with_json(e),i.logger.debug(\"Updated existing session with new pulled doc\")):t.closed_permanently?i.logger.debug(\"Got new document after connection was already closed\"):(r=o.Document.from_json(e),n=o.Document._compute_patch_since_json(e,r),n.events.length>0&&(i.logger.debug(\"Sending \"+n.events.length+\" changes from model construction back to server\"),a=s.Message.create(\"PATCH-DOC\",{},n),t.send(a)),t.session=new l.ClientSession(t,r,t.id),i.logger.debug(\"Created a new session from new pulled doc\"),null!=t._on_have_session_hook?(t._on_have_session_hook(t.session),t._on_have_session_hook=null):void 0)}}(this),function(t){throw t})[\"catch\"](function(t){return 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t._mouse_wheel(e)}}(this)),document.addEventListener(\"keydown\",function(t){return function(e){return t._key_down(e)}}(this)),document.addEventListener(\"keyup\",function(t){return function(e){return t._key_up(e)}}(this))},t.prototype.register_tool=function(t){var e,r,n,i;if(e=t.model.event_type,r=t.model.id,n=t.model.type,null==e)return void o.logger.debug(\"Button tool: \"+n);switch(i=t,e){case\"pan\":null!=i._pan_start&&i.connect(this.pan_start,function(t){if(t.id===r)return i._pan_start(t.e)}),null!=i._pan&&i.connect(this.pan,function(t){if(t.id===r)return i._pan(t.e)}),null!=i._pan_end&&i.connect(this.pan_end,function(t){if(t.id===r)return i._pan_end(t.e)});break;case\"pinch\":null!=i._pinch_start&&i.connect(this.pinch_start,function(t){if(t.id===r)return i._pinch_start(t.e)}),null!=i._pinch&&i.connect(this.pinch,function(t){if(t.id===r)return i._pinch(t.e)}),null!=i._pinch_end&&i.connect(this.pinch_end,function(t){if(t.id===r)return i._pinch_end(t.e)});break;case\"rotate\":null!=i._rotate_start&&i.connect(this.rotate_start,function(t){if(t.id===r)return i._rotate_start(t.e)}),null!=i._rotate&&i.connect(this.rotate,function(t){if(t.id===r)return i._rotate(t.e)}),null!=i._rotate_end&&i.connect(this.rotate_end,function(t){if(t.id===r)return i._rotate_end(t.e)});break;case\"move\":null!=i._move_enter&&i.connect(this.move_enter,function(t){if(t.id===r)return i._move_enter(t.e)}),null!=i._move&&i.connect(this.move,function(t){if(t.id===r)return i._move(t.e)}),null!=i._move_exit&&i.connect(this.move_exit,function(t){if(t.id===r)return i._move_exit(t.e)});break;case\"tap\":null!=i._tap&&i.connect(this.tap,function(t){if(t.id===r)return i._tap(t.e)});break;case\"press\":null!=i._press&&i.connect(this.press,function(t){if(t.id===r)return i._press(t.e)});break;case\"scroll\":null!=i._scroll&&i.connect(this.scroll,function(t){if(t.id===r)return i._scroll(t.e)});break;default:throw new Error(\"unsupported event_type: \"+ev)}return null!=i._doubletap&&i.connect(this.doubletap,function(t){return i._doubletap(t.e)}),null!=i._keydown&&i.connect(this.keydown,function(t){return i._keydown(t.e)}),null!=i._keyup&&i.connect(this.keyup,function(t){return i._keyup(t.e)}),(\"ontouchstart\"in window||navigator.maxTouchPoints>0)&&\"pinch\"===e?(o.logger.debug(\"Registering scroll on touch screen\"),i.connect(this.scroll,function(t){if(t.id===r)return i._scroll(t.e)})):void 0},t.prototype._hit_test_renderers=function(t,e){var r,n,i,o;for(n=this.plot_view.get_renderer_views(),r=n.length-1;r>=0;r+=-1)if(o=n[r],(\"annotation\"===(i=o.model.level)||\"overlay\"===i)&&null!=o.bbox&&o.bbox().contains(t,e))return o;return null},t.prototype._hit_test_frame=function(t,e){var r,n,i;return r=this.plot_view.canvas,n=r.sx_to_vx(t),i=r.sy_to_vy(e),this.plot_view.frame.contains(n,i)},t.prototype._trigger=function(t,e){var r,n,i,o,s,a,u,c,_,h,p;switch(a=t.name,o=a.split(\":\")[0],p=this._hit_test_renderers(e.bokeh.sx,e.bokeh.sy),o){case\"move\":for(n=this.toolbar.inspectors.filter(function(t){return t.active}),s=\"default\",null!=p?(null!=p.model.cursor&&(s=p.model.cursor()),l.isEmpty(n)||(t=this.move_exit,a=t.name)):this._hit_test_frame(e.bokeh.sx,e.bokeh.sy)&&(l.isEmpty(n)||(s=\"crosshair\")),this.plot_view.set_cursor(s),h=[],u=0,_=n.length;u<_;u++)c=n[u],h.push(this.trigger(t,e,c.id));return h;case\"tap\":if(null!=p&&\"function\"==typeof p.on_hit&&p.on_hit(e.bokeh.sx,e.bokeh.sy),r=this.toolbar.gestures[o].active,null!=r)return this.trigger(t,e,r.id);break;case\"scroll\":if(i=\"ontouchstart\"in window||navigator.maxTouchPoints>0?\"pinch\":\"scroll\",r=this.toolbar.gestures[i].active,null!=r)return e.preventDefault(),e.stopPropagation(),this.trigger(t,e,r.id);break;default:if(r=this.toolbar.gestures[o].active,null!=r)return this.trigger(t,e,r.id)}},t.prototype.trigger=function(t,e,r){return null==r&&(r=null),t.emit({id:r,e:e})},t.prototype._bokify_hammer=function(t,e){var r,n,i,a,c,_;return null==e&&(e={}),\"mouse\"===t.pointerType?(c=t.srcEvent.pageX,_=t.srcEvent.pageY):(c=t.pointers[0].pageX,_=t.pointers[0].pageY),i=s.offset(t.target),n=i.left,a=i.top,t.bokeh={sx:c-n,sy:_-a},t.bokeh=l.extend(t.bokeh,e),r=u.BokehEvent.event_class(t),null!=r?this.plot.trigger_event(r.from_event(t)):o.logger.debug(\"Unhandled event of type \"+t.type)},t.prototype._bokify_point_event=function(t,e){var r,n,i,a;return null==e&&(e={}),i=s.offset(t.currentTarget),n=i.left,a=i.top,t.bokeh={sx:t.pageX-n,sy:t.pageY-a},t.bokeh=l.extend(t.bokeh,e),r=u.BokehEvent.event_class(t),null!=r?this.plot.trigger_event(r.from_event(t)):o.logger.debug(\"Unhandled event of type \"+t.type)},t.prototype._tap=function(t){return this._bokify_hammer(t),this._trigger(this.tap,t)},t.prototype._doubletap=function(t){return this._bokify_hammer(t),this.trigger(this.doubletap,t)},t.prototype._press=function(t){return this._bokify_hammer(t),this._trigger(this.press,t)},t.prototype._pan_start=function(t){return this._bokify_hammer(t),t.bokeh.sx-=t.deltaX,t.bokeh.sy-=t.deltaY,this._trigger(this.pan_start,t)},t.prototype._pan=function(t){return this._bokify_hammer(t),this._trigger(this.pan,t)},t.prototype._pan_end=function(t){return this._bokify_hammer(t),this._trigger(this.pan_end,t)},t.prototype._pinch_start=function(t){return this._bokify_hammer(t),this._trigger(this.pinch_start,t)},t.prototype._pinch=function(t){return this._bokify_hammer(t),this._trigger(this.pinch,t)},t.prototype._pinch_end=function(t){return this._bokify_hammer(t),this._trigger(this.pinch_end,t)},t.prototype._rotate_start=function(t){return this._bokify_hammer(t),this._trigger(this.rotate_start,t)},t.prototype._rotate=function(t){return this._bokify_hammer(t),this._trigger(this.rotate,t)},t.prototype._rotate_end=function(t){return this._bokify_hammer(t),this._trigger(this.rotate_end,t)},t.prototype._mouse_enter=function(t){return this._bokify_point_event(t),this._trigger(this.move_enter,t);\n      },t.prototype._mouse_move=function(t){return this._bokify_point_event(t),this._trigger(this.move,t)},t.prototype._mouse_exit=function(t){return this._bokify_point_event(t),this._trigger(this.move_exit,t)},t.prototype._mouse_wheel=function(t){return this._bokify_point_event(t,{delta:a.getDeltaY(t)}),this._trigger(this.scroll,t)},t.prototype._key_down=function(t){return this.trigger(this.keydown,t)},t.prototype._key_up=function(t){return this.trigger(this.keyup,t)},t}()},function(t,e,r){\"use strict\";function n(t){return t[t.length-1]}function i(t){return I.call(t)}function o(t){return(e=[]).concat.apply(e,t);var e}function s(t,e){return t.indexOf(e)!==-1}function a(t,e){return t[e>=0?e:t.length+e]}function l(t,e){for(var r=Math.min(t.length,e.length),n=new Array(r),i=0;i<r;i++)n[i]=[t[i],e[i]];return n}function 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t;this._push_all_models_freeze();try{for(t=[];this._roots.length>0;)t.push(this.remove_root(this._roots[0]));return t}finally{this._pop_all_models_freeze()}},t.prototype.destructively_move=function(t){var e,r,n,i,o,s,a,l,u;if(t===this)throw new Error(\"Attempted to overwrite a document with itself\");for(t.clear(),u=[],l=this._roots,e=0,n=l.length;e<n;e++)a=l[e],u.push(a);for(this.clear(),r=0,i=u.length;r<i;r++)if(a=u[r],null!==a.document)throw new Error(\"Somehow we didn't detach \"+a);if(0!==Object.keys(this._all_models).length)throw new Error(\"@_all_models still had stuff in it: \"+this._all_models);for(s=0,o=u.length;s<o;s++)a=u[s],t.add_root(a);return t.set_title(this._title)},t.prototype._push_all_models_freeze=function(){return this._all_models_freeze_count+=1},t.prototype._pop_all_models_freeze=function(){if(this._all_models_freeze_count-=1,0===this._all_models_freeze_count)return this._recompute_all_models()},t.prototype._invalidate_all_models=function(){if(u.logger.debug(\"invalidating document models\"),0===this._all_models_freeze_count)return this._recompute_all_models()},t.prototype._recompute_all_models=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,f,m,v,g,b,w,x,k;for(_=new d.Set,v=this._roots,r=0,i=v.length;r<i;r++)f=v[r],_=_.union(f.references());for(p=new d.Set(y.values(this._all_models)),k=p.diff(_),x=_.diff(p),m={},g=_.values,n=0,o=g.length;n<o;n++)l=g[n],m[l.id]=l;for(b=k.values,u=0,s=b.length;u<s;u++)e=b[u],e.detach_document(),c=e.name,null!==c&&this._all_models_by_name.remove_value(c,e);for(w=x.values,h=0,a=w.length;h<a;h++)t=w[h],t.attach_document(this),c=t.name,null!==c&&this._all_models_by_name.add_value(c,t);return this._all_models=m},t.prototype.roots=function(){return this._roots},t.prototype.add_root=function(t,e){if(u.logger.debug(\"Adding root: 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t=this.plot_view.canvas_view.ctx,t.save(),e=this._map_data(),this.start=e[0],this.end=e[1],null!=this.model.end&&this._arrow_head(t,\"render\",this.model.end,this.start,this.end),null!=this.model.start&&this._arrow_head(t,\"render\",this.model.start,this.end,this.start),t.beginPath(),t.rect(0,0,this.canvas._width.value,this.canvas._height.value),\n      null!=this.model.end&&this._arrow_head(t,\"clip\",this.model.end,this.start,this.end),null!=this.model.start&&this._arrow_head(t,\"clip\",this.model.start,this.end,this.start),t.closePath(),t.clip(),this._arrow_body(t),t.restore()},e.prototype._arrow_body=function(t){var e,r,n,i;if(this.visuals.line.doit){for(i=[],e=r=0,n=this._x_start.length;0<=n?r<n:r>n;e=0<=n?++r:--r)this.visuals.line.set_vectorize(t,e),t.beginPath(),t.moveTo(this.start[0][e],this.start[1][e]),t.lineTo(this.end[0][e],this.end[1][e]),i.push(t.stroke());return i}},e.prototype._arrow_head=function(t,e,r,n,i){var 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c=this.plot_view.frame.xscales[this.model.x_range_name],_=this.plot_view.frame.yscales[this.model.y_range_name],l=\"height\"===this.model.dimension?_:c,o=\"height\"===this.model.dimension?c:_,r=\"data\"===this.model.lower.units?l.v_compute(this._lower):this._lower,i=\"data\"===this.model.upper.units?l.v_compute(this._upper):this._upper,t=\"data\"===this.model.base.units?o.v_compute(this._base):this._base,u=this.model._normals(),s=u[0],a=u[1],e=[r,t],n=[i,t],this._lower_sx=this.plot_model.canvas.v_vx_to_sx(e[s]),this._lower_sy=this.plot_model.canvas.v_vy_to_sy(e[a]),this._upper_sx=this.plot_model.canvas.v_vx_to_sx(n[s]),this._upper_sy=this.plot_model.canvas.v_vy_to_sy(n[a])},e.prototype.render=function(){var t,e,r,n,i,o,s,a,l,u;if(this.model.visible){for(this._map_data(),t=this.plot_view.canvas_view.ctx,t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]),e=r=0,s=this._lower_sx.length;0<=s?r<s:r>s;e=0<=s?++r:--r)t.lineTo(this._lower_sx[e],this._lower_sy[e]);for(e=n=a=this._upper_sx.length-1;a<=0?n<=0:n>=0;e=a<=0?++n:--n)t.lineTo(this._upper_sx[e],this._upper_sy[e]);for(t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_value(t),t.fill()),t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]),e=i=0,l=this._lower_sx.length;0<=l?i<l:i>l;e=0<=l?++i:--i)t.lineTo(this._lower_sx[e],this._lower_sy[e]);for(this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke()),t.beginPath(),t.moveTo(this._upper_sx[0],this._upper_sy[0]),e=o=0,u=this._upper_sx.length;0<=u?o<u:o>u;e=0<=u?++o:--o)t.lineTo(this._upper_sx[e],this._upper_sy[e]);return this.visuals.line.doit?(this.visuals.line.set_value(t),t.stroke()):void 0}},e}(o.AnnotationView),r.Band=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.BandView,e.prototype.type=\"Band\",e.mixins([\"line\",\"fill\"]),e.define({lower:[a.DistanceSpec],upper:[a.DistanceSpec],base:[a.DistanceSpec],dimension:[a.Dimension,\"height\"],source:[a.Instance,function(){return new s.ColumnDataSource}],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),e.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3}),e.prototype._normals=function(){var t,e,r,n;return\"height\"===this.dimension?(r=[1,0],t=r[0],e=r[1]):(n=[0,1],t=n[0],e=n[1]),[t,e]},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(19),a=t(5),l=t(14),u=t(41);r.BoxAnnotationView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view.canvas_overlays.appendChild(this.el),this.el.classList.add(\"bk-shading\"),a.hide(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),\"css\"===this.model.render_mode?(this.connect(this.model.change,function(){return this.render()}),this.connect(this.model.data_update,function(){return this.render()})):(this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.data_update,function(t){return function(){return t.plot_view.request_render()}}(this)))},e.prototype.render=function(){var t,e,r,n,i,o,s,l;if(this.model.visible||\"css\"!==this.model.render_mode||a.hide(this.el),this.model.visible)return null==this.model.left&&null==this.model.right&&null==this.model.top&&null==this.model.bottom?(a.hide(this.el),null):(e=this.plot_model.frame,t=this.plot_model.canvas,s=this.plot_view.frame.xscales[this.model.x_range_name],l=this.plot_view.frame.yscales[this.model.y_range_name],n=t.vx_to_sx(this._calc_dim(this.model.left,this.model.left_units,s,e.h_range.start)),i=t.vx_to_sx(this._calc_dim(this.model.right,this.model.right_units,s,e.h_range.end)),r=t.vy_to_sy(this._calc_dim(this.model.bottom,this.model.bottom_units,l,e.v_range.start)),o=t.vy_to_sy(this._calc_dim(this.model.top,this.model.top_units,l,e.v_range.end)),\"css\"===this.model.render_mode?this._css_box(n,i,r,o):this._canvas_box(n,i,r,o))},e.prototype._css_box=function(t,e,r,n){var i,o,s;return s=Math.abs(e-t),o=Math.abs(r-n),this.el.style.left=t+\"px\",this.el.style.width=s+\"px\",this.el.style.top=n+\"px\",this.el.style.height=o+\"px\",this.el.style.borderWidth=this.model.line_width.value+\"px\",this.el.style.borderColor=this.model.line_color.value,this.el.style.backgroundColor=this.model.fill_color.value,this.el.style.opacity=this.model.fill_alpha.value,i=this.model.line_dash,u.isArray(i)&&(i=i.length<2?\"solid\":\"dashed\"),u.isString(i)&&(this.el.style.borderStyle=i),a.show(this.el)},e.prototype._canvas_box=function(t,e,r,n){var i;return i=this.plot_view.canvas_view.ctx,i.save(),i.beginPath(),i.rect(t,n,e-t,r-n),this.visuals.fill.set_value(i),i.fill(),this.visuals.line.set_value(i),i.stroke(),i.restore()},e.prototype._calc_dim=function(t,e,r,n){var i;return i=null!=t?\"data\"===e?r.compute(t):t:n},e}(o.AnnotationView),r.BoxAnnotation=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.BoxAnnotationView,e.prototype.type=\"BoxAnnotation\",e.mixins([\"line\",\"fill\"]),e.define({render_mode:[l.RenderMode,\"canvas\"],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"],top:[l.Number,null],top_units:[l.SpatialUnits,\"data\"],bottom:[l.Number,null],bottom_units:[l.SpatialUnits,\"data\"],left:[l.Number,null],left_units:[l.SpatialUnits,\"data\"],right:[l.Number,null],right_units:[l.SpatialUnits,\"data\"]}),e.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.data_update=new s.Signal(this,\"data_update\")},e.prototype.update=function(t){var e,r,n,i;return r=t.left,n=t.right,i=t.top,e=t.bottom,this.setv({left:r,right:n,top:i,bottom:e},{silent:!0}),this.data_update.emit()},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i,o,s=function(t,e){function r(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},a={}.hasOwnProperty,l=t(50),u=t(177),c=t(89),_=t(143),h=t(165),p=t(166),d=t(157),f=t(14),y=t(39),m=t(21),v=t(29),g=t(41);o=25,i=.3,n=.8,r.ColorBarView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this._set_canvas_image()},e.prototype.connect_signals=function(){if(e.__super__.connect_signals.call(this),this.connect(this.model.properties.visible.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.ticker.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.formatter.change,function(t){return function(){return t.plot_view.request_render()}}(this)),null!=this.model.color_mapper)return this.connect(this.model.color_mapper.change,function(){return this._set_canvas_image(),this.plot_view.request_render()})},e.prototype._get_panel_offset=function(){var t,e;return t=this.model.panel._left.value,e=this.model.panel._top.value,{x:t,y:-e}},e.prototype._get_size=function(){var t,e;if(null!=this.model.color_mapper)return t=this.compute_legend_dimensions(),e=this.model.panel.side,\"above\"===e||\"below\"===e?t.height:\"left\"===e||\"right\"===e?t.width:void 0},e.prototype._set_canvas_image=function(){var t,e,r,n,i,o,s,a,l,u,c,h,p;if(null!=this.model.color_mapper){switch(a=this.model.color_mapper.palette,\"vertical\"===this.model.orientation&&(a=a.slice(0).reverse()),this.model.orientation){case\"vertical\":l=[1,a.length],p=l[0],i=l[1];break;case\"horizontal\":u=[a.length,1],p=u[0],i=u[1]}return r=document.createElement(\"canvas\"),c=[p,i],r.width=c[0],r.height=c[1],o=r.getContext(\"2d\"),s=o.getImageData(0,0,p,i),n=new _.LinearColorMapper({palette:a}),t=n.v_map_screen(function(){h=[];for(var t=0,e=a.length;0<=e?t<e:t>e;0<=e?t++:t--)h.push(t);return h}.apply(this)),e=new Uint8Array(t),s.data.set(e),o.putImageData(s,0,0),this.image=r}},e.prototype.compute_legend_dimensions=function(){var t,e,r,n,i,o,s,a,l,u;switch(t=this.model._computed_image_dimensions(),a=[t.height,t.width],e=a[0],r=a[1],n=this._get_label_extent(),u=this.model._title_extent(),l=this.model._tick_extent(),s=this.model.padding,this.model.orientation){case\"vertical\":i=e+u+2*s,o=r+l+n+2*s;break;case\"horizontal\":i=e+u+l+n+2*s,o=r+2*s}return{height:i,width:o}},e.prototype.compute_legend_location=function(){var t,e,r,n,i,o,s,a,l,u,c,_;if(e=this.compute_legend_dimensions(),s=[e.height,e.width],r=s[0],i=s[1],n=this.model.margin,o=this.model.location,t=this.plot_view.frame.h_range,u=this.plot_view.frame.v_range,g.isString(o))switch(o){case\"top_left\":c=t.start+n,_=u.end-n;break;case\"top_center\":c=(t.end+t.start)/2-i/2,_=u.end-n;break;case\"top_right\":c=t.end-n-i,_=u.end-n;break;case\"center_right\":c=t.end-n-i,_=(u.end+u.start)/2+r/2;break;case\"bottom_right\":c=t.end-n-i,_=u.start+n+r;break;case\"bottom_center\":c=(t.end+t.start)/2-i/2,_=u.start+n+r;break;case\"bottom_left\":c=t.start+n,_=u.start+n+r;break;case\"center_left\":c=t.start+n,_=(u.end+u.start)/2+r/2;break;case\"center\":c=(t.end+t.start)/2-i/2,_=(u.end+u.start)/2+r/2}else g.isArray(o)&&2===o.length&&(c=o[0],_=o[1]);return a=this.plot_view.canvas.vx_to_sx(c),l=this.plot_view.canvas.vy_to_sy(_),{sx:a,sy:l}},e.prototype.render=function(){var t,e,r,n,i,o;if(this.model.visible&&null!=this.model.color_mapper)return t=this.plot_view.canvas_view.ctx,t.save(),null!=this.model.panel&&(i=this._get_panel_offset(),t.translate(i.x,i.y),e=this._get_frame_offset(),t.translate(e.x,e.y)),n=this.compute_legend_location(),t.translate(n.sx,n.sy),this._draw_bbox(t),r=this._get_image_offset(),t.translate(r.x,r.y),this._draw_image(t),null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high&&(o=this.model.tick_info(),this._draw_major_ticks(t,o),this._draw_minor_ticks(t,o),this._draw_major_labels(t,o)),this.model.title&&this._draw_title(t),t.restore()},e.prototype._draw_bbox=function(t){var e;return e=this.compute_legend_dimensions(),t.save(),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(0,0,e.width,e.height)),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_image=function(t){var e;return e=this.model._computed_image_dimensions(),t.save(),t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.scale_alpha,t.drawImage(this.image,0,0,e.width,e.height),this.visuals.bar_line.doit&&(this.visuals.bar_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_major_ticks=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y;if(this.visuals.major_tick_line.doit){for(a=this.model._normals(),o=a[0],s=a[1],n=this.model._computed_image_dimensions(),l=[n.width*o,n.height*s],f=l[0],y=l[1],u=e.coords.major,_=u[0],h=u[1],p=this.model.major_tick_in,d=this.model.major_tick_out,t.save(),t.translate(f,y),this.visuals.major_tick_line.set_value(t),r=i=0,c=_.length;0<=c?i<c:i>c;r=0<=c?++i:--i)t.beginPath(),t.moveTo(Math.round(_[r]+o*d),Math.round(h[r]+s*d)),t.lineTo(Math.round(_[r]-o*p),Math.round(h[r]-s*p)),t.stroke();return t.restore()}},e.prototype._draw_minor_ticks=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y;if(this.visuals.minor_tick_line.doit){for(a=this.model._normals(),o=a[0],s=a[1],n=this.model._computed_image_dimensions(),l=[n.width*o,n.height*s],f=l[0],y=l[1],u=e.coords.minor,_=u[0],h=u[1],p=this.model.minor_tick_in,d=this.model.minor_tick_out,t.save(),t.translate(f,y),this.visuals.minor_tick_line.set_value(t),r=i=0,c=_.length;0<=c?i<c:i>c;r=0<=c?++i:--i)t.beginPath(),t.moveTo(Math.round(_[r]+o*d),Math.round(h[r]+s*d)),t.lineTo(Math.round(_[r]-o*p),Math.round(h[r]-s*p)),t.stroke();return t.restore()}},e.prototype._draw_major_labels=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g;if(this.visuals.major_label_text.doit){for(l=this.model._normals(),s=l[0],a=l[1],i=this.model._computed_image_dimensions(),u=[i.width*s,i.height*a],y=u[0],v=u[1],p=this.model.label_standoff+this.model._tick_extent(),c=[p*s,p*a],m=c[0],g=c[1],_=e.coords.major,d=_[0],f=_[1],r=e.labels.major,this.visuals.major_label_text.set_value(t),t.save(),t.translate(y+m,v+g),n=o=0,h=d.length;0<=h?o<h:o>h;n=0<=h?++o:--o)t.fillText(r[n],Math.round(d[n]+s*this.model.label_standoff),Math.round(f[n]+a*this.model.label_standoff));return t.restore()}},e.prototype._draw_title=function(t){if(this.visuals.title_text.doit)return t.save(),this.visuals.title_text.set_value(t),t.fillText(this.model.title,0,-this.model.title_standoff),t.restore()},e.prototype._get_label_extent=function(){var t,e,r,n;if(n=this.model.tick_info().labels.major,null==this.model.color_mapper.low||null==this.model.color_mapper.high||v.isEmpty(n))r=0;else{switch(t=this.plot_view.canvas_view.ctx,t.save(),this.visuals.major_label_text.set_value(t),this.model.orientation){case\"vertical\":r=m.max(function(){var r,i,o;for(o=[],r=0,i=n.length;r<i;r++)e=n[r],o.push(t.measureText(e.toString()).width);return o}());break;case\"horizontal\":r=y.get_text_height(this.visuals.major_label_text.font_value()).height}r+=this.model.label_standoff,t.restore()}return r},e.prototype._get_frame_offset=function(){var t,e,r,n,i;switch(r=[0,0],n=r[0],i=r[1],e=this.model.panel,t=this.plot_view.frame,e.side){case\"left\":case\"right\":i=Math.abs(e._top.value-t._top.value);break;case\"above\":case\"below\":n=Math.abs(t._left.value)}return{x:n,y:i}},e.prototype._get_image_offset=function(){var t,e;return t=this.model.padding,e=this.model.padding+this.model._title_extent(),{x:t,y:e}},e}(l.AnnotationView),r.ColorBar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.default_view=r.ColorBarView,e.prototype.type=\"ColorBar\",e.mixins([\"text:major_label_\",\"text:title_\",\"line:major_tick_\",\"line:minor_tick_\",\"line:border_\",\"line:bar_\",\"fill:background_\"]),e.define({location:[f.Any,\"top_right\"],orientation:[f.Orientation,\"vertical\"],title:[f.String],title_standoff:[f.Number,2],height:[f.Any,\"auto\"],width:[f.Any,\"auto\"],scale_alpha:[f.Number,1],ticker:[f.Instance,function(){return new u.BasicTicker}],formatter:[f.Instance,function(){return new c.BasicTickFormatter}],major_label_overrides:[f.Any,{}],color_mapper:[f.Instance],label_standoff:[f.Number,5],margin:[f.Number,30],padding:[f.Number,10],major_tick_in:[f.Number,5],major_tick_out:[f.Number,0],minor_tick_in:[f.Number,0],minor_tick_out:[f.Number,0]}),e.override({background_fill_color:\"#ffffff\",background_fill_alpha:.95,bar_line_color:null,border_line_color:null,major_label_text_align:\"center\",major_label_text_baseline:\"middle\",major_label_text_font_size:\"8pt\",major_tick_line_color:\"#ffffff\",minor_tick_line_color:null,title_text_font_size:\"10pt\",title_text_font_style:\"italic\"}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r)},e.prototype._normals=function(){var t,e,r,n;return\"vertical\"===this.orientation?(r=[1,0],t=r[0],e=r[1]):(n=[0,1],t=n[0],e=n[1]),[t,e]},e.prototype._title_extent=function(){var t,e;return t=this.title_text_font+\" \"+this.title_text_font_size+\" \"+this.title_text_font_style,e=this.title?y.get_text_height(t).height+this.title_standoff:0},e.prototype._tick_extent=function(){var t;return t=null!=this.color_mapper.low&&null!=this.color_mapper.high?m.max([this.major_tick_out,this.minor_tick_out]):0},e.prototype._computed_image_dimensions=function(){var t,e,r,s,a;switch(t=this.plot.plot_canvas.frame._height.value,e=this.plot.plot_canvas.frame._width.value,s=this._title_extent(),this.orientation){case\"vertical\":\"auto\"===this.height?null!=this.panel?r=t-2*this.padding-s:(r=m.max([this.color_mapper.palette.length*o,t*i]),r=m.min([r,t*n-2*this.padding-s])):r=this.height,a=\"auto\"===this.width?o:this.width;break;case\"horizontal\":r=\"auto\"===this.height?o:this.height,\"auto\"===this.width?null!=this.panel?a=e-2*this.padding:(a=m.max([this.color_mapper.palette.length*o,e*i]),a=m.min([a,e*n-2*this.padding])):a=this.width}return{height:r,width:a}},e.prototype._tick_coordinate_scale=function(t){var e,r;switch(e={source_range:new d.Range1d({start:this.color_mapper.low,end:this.color_mapper.high}),target_range:new d.Range1d({start:0,end:t})},this.color_mapper.type){case\"LinearColorMapper\":r=new h.LinearScale(e);break;case\"LogColorMapper\":r=new p.LogScale(e)}return r},e.prototype._format_major_labels=function(t,e){var r,n,i,o,s;for(o=t,r=this.formatter.doFormat(o,null),n=i=0,s=e.length;0<=s?i<s:i>s;n=0<=s?++i:--i)e[n]in this.major_label_overrides&&(r[n]=this.major_label_overrides[e[n]]);return r},e.prototype.tick_info=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w;switch(o=this._computed_image_dimensions(),this.orientation){case\"vertical\":g=o.height;break;case\"horizontal\":g=o.width}for(v=this._tick_coordinate_scale(g),d=this._normals(),n=d[0],s=d[1],f=[this.color_mapper.low,this.color_mapper.high],b=f[0],r=f[1],w=this.ticker.get_ticks(b,r,null,null,this.ticker.desired_num_ticks),e={major:[[],[]],minor:[[],[]]},_=w.major,p=w.minor,c=e.major,h=e.minor,i=a=0,y=_.length;0<=y?a<y:a>y;i=0<=y?++a:--a)_[i]<b||_[i]>r||(c[n].push(_[i]),c[s].push(0));for(i=l=0,m=p.length;0<=m?l<m:l>m;i=0<=m?++l:--l)p[i]<b||p[i]>r||(h[n].push(p[i]),h[s].push(0));return u={major:this._format_major_labels(c[n].slice(0),_)},c[n]=v.v_compute(c[n]),h[n]=v.v_compute(h[n]),\"vertical\"===this.orientation&&(c[n]=new Float64Array(function(){var e,r,i,o;for(i=c[n],o=[],r=0,e=i.length;r<e;r++)t=i[r],o.push(g-t);return o}()),h[n]=new Float64Array(function(){var e,r,i,o;for(i=h[n],o=[],r=0,e=i.length;r<e;r++)t=i[r],o.push(g-t);return o}())),{ticks:w,coords:e,labels:u}},e}(l.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(50);r.Annotation=n.Annotation;var i=t(51);r.Arrow=i.Arrow;var o=t(52);r.ArrowHead=o.ArrowHead;var s=t(52);r.OpenHead=s.OpenHead;var a=t(52);r.NormalHead=a.NormalHead;var l=t(52);r.TeeHead=l.TeeHead;var u=t(52);r.VeeHead=u.VeeHead;var c=t(53);r.Band=c.Band;var _=t(54);r.BoxAnnotation=_.BoxAnnotation;var h=t(55);r.ColorBar=h.ColorBar;var p=t(57);r.Label=p.Label;var d=t(58);r.LabelSet=d.LabelSet;var f=t(59);r.Legend=f.Legend;var y=t(60);r.LegendItem=y.LegendItem;var m=t(61);r.PolyAnnotation=m.PolyAnnotation;var v=t(62);r.Span=v.Span;var g=t(63);r.TextAnnotation=g.TextAnnotation;var b=t(64);r.Title=b.Title;var w=t(65);r.Tooltip=w.Tooltip;var x=t(66);r.Whisker=x.Whisker},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(63),s=t(5),a=t(14);r.LabelView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.canvas=this.plot_model.canvas,this.visuals.warm_cache(null)},e.prototype._get_size=function(){var t,e,r;return t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),this.model.panel.is_horizontal?e=t.measureText(this.model.text).ascent:r=t.measureText(this.model.text).width},e.prototype.render=function(){var t,e,r,n,i,o,a,l,u,c;if(this.model.visible||\"css\"!==this.model.render_mode||s.hide(this.el),this.model.visible){switch(u=this.plot_view.frame.xscales[this.model.x_range_name],c=this.plot_view.frame.yscales[this.model.y_range_name],e=this.plot_view.canvas_view.ctx,this.model.angle_units){case\"rad\":t=-1*this.model.angle;break;case\"deg\":t=-1*this.model.angle*Math.PI/180}return r=null!=(n=this.model.panel)?n:this.plot_view.frame,a=\"data\"===this.model.x_units?u.compute(this.model.x):this.model.x+r._left.value,l=\"data\"===this.model.y_units?c.compute(this.model.y):this.model.y+r._bottom.value,i=this.canvas.vx_to_sx(a),o=this.canvas.vy_to_sy(l),\"canvas\"===this.model.render_mode?this._canvas_text(e,this.model.text,i+this.model.x_offset,o-this.model.y_offset,t):this._css_text(e,this.model.text,i+this.model.x_offset,o-this.model.y_offset,t)}},e}(o.TextAnnotationView),r.Label=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LabelView,e.prototype.type=\"Label\",e.mixins([\"text\",\"line:border_\",\"fill:background_\"]),e.define({x:[a.Number],x_units:[a.SpatialUnits,\"data\"],y:[a.Number],y_units:[a.SpatialUnits,\"data\"],text:[a.String],angle:[a.Angle,0],angle_units:[a.AngleUnits,\"rad\"],x_offset:[a.Number,0],y_offset:[a.Number,0],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"],render_mode:[a.RenderMode,\"canvas\"]}),e.override({background_fill_color:null,border_line_color:null}),e}(o.TextAnnotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(63),s=t(170),a=t(5),l=t(14),u=t(41);r.LabelSetView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){var r,n,i,o;if(e.__super__.initialize.call(this,t),this.set_data(this.model.source),\"css\"===this.model.render_mode){for(o=[],r=n=0,i=this._text.length;0<=i?n<i:n>i;r=0<=i?++n:--n)this.title_div=a.div({\"class\":\"bk-annotation-child\",style:{display:\"none\"}}),o.push(this.el.appendChild(this.title_div));return o}},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),\"css\"===this.model.render_mode?(this.connect(this.model.change,function(){return this.set_data(this.model.source),this.render()}),this.connect(this.model.source.streaming,function(){return this.set_data(this.model.source),this.render()}),this.connect(this.model.source.patching,function(){return this.set_data(this.model.source),this.render()}),this.connect(this.model.source.change,function(){return this.set_data(this.model.source),this.render()})):(this.connect(this.model.change,function(){return this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.streaming,function(){return this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.patching,function(){return this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.change,function(){return this.set_data(this.model.source),this.plot_view.request_render()}))},e.prototype.set_data=function(t){return e.__super__.set_data.call(this,t),this.visuals.warm_cache(t)},e.prototype._map_data=function(){var t,e,r,n,i,o;return i=this.plot_view.frame.xscales[this.model.x_range_name],o=this.plot_view.frame.yscales[this.model.y_range_name],r=\"data\"===this.model.x_units?i.v_compute(this._x):this._x.slice(0),t=this.canvas.v_vx_to_sx(r),n=\"data\"===this.model.y_units?o.v_compute(this._y):this._y.slice(0),e=this.canvas.v_vy_to_sy(n),[t,e]},e.prototype.render=function(){var t,e,r,n,i,o,s,l,u,c,_;if(this.model.visible||\"css\"!==this.model.render_mode||a.hide(this.el),this.model.visible){if(t=this.plot_view.canvas_view.ctx,i=this._map_data(),c=i[0],_=i[1],\"canvas\"===this.model.render_mode){for(l=[],e=r=0,o=this._text.length;0<=o?r<o:r>o;e=0<=o?++r:--r)l.push(this._v_canvas_text(t,e,this._text[e],c[e]+this._x_offset[e],_[e]-this._y_offset[e],this._angle[e]));return l}for(u=[],e=n=0,s=this._text.length;0<=s?n<s:n>s;e=0<=s?++n:--n)u.push(this._v_css_text(t,e,this._text[e],c[e]+this._x_offset[e],_[e]-this._y_offset[e],this._angle[e]));return u}},e.prototype._get_size=function(){var t,e,r,n;return t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),r=this.model.panel.side,\"above\"===r||\"below\"===r?e=t.measureText(this._text[0]).ascent:\"left\"===r||\"right\"===r?n=t.measureText(this._text[0]).width:void 0},e.prototype._v_canvas_text=function(t,e,r,n,i,o){var s;return this.visuals.text.set_vectorize(t,e),s=this._calculate_bounding_box_dimensions(t,r),t.save(),t.beginPath(),t.translate(n,i),t.rotate(o),t.rect(s[0],s[1],s[2],s[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_vectorize(t,e),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_vectorize(t,e),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_vectorize(t,e),t.fillText(r,0,0)),t.restore()},e.prototype._v_css_text=function(t,e,r,n,i,o){var s,l,c,_;return l=this.el.childNodes[e],l.textContent=r,this.visuals.text.set_vectorize(t,e),s=this._calculate_bounding_box_dimensions(t,r),c=this.visuals.border_line.line_dash.value(),u.isArray(c)&&(_=c.length<2?\"solid\":\"dashed\"),u.isString(c)&&(_=c),this.visuals.border_line.set_vectorize(t,e),this.visuals.background_fill.set_vectorize(t,e),l.style.position=\"absolute\",l.style.left=n+s[0]+\"px\",l.style.top=i+s[1]+\"px\",l.style.color=\"\"+this.visuals.text.text_color.value(),l.style.opacity=\"\"+this.visuals.text.text_alpha.value(),l.style.font=\"\"+this.visuals.text.font_value(),l.style.lineHeight=\"normal\",o&&(l.style.transform=\"rotate(\"+o+\"rad)\"),this.visuals.background_fill.doit&&(l.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(l.style.borderStyle=\"\"+_,l.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",l.style.borderColor=\"\"+this.visuals.border_line.color_value()),a.show(l)},e}(o.TextAnnotationView),r.LabelSet=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LabelSetView,e.prototype.type=\"Label\",e.mixins([\"text\",\"line:border_\",\"fill:background_\"]),e.define({x:[l.NumberSpec],y:[l.NumberSpec],x_units:[l.SpatialUnits,\"data\"],y_units:[l.SpatialUnits,\"data\"],text:[l.StringSpec,{field:\"text\"}],angle:[l.AngleSpec,0],x_offset:[l.NumberSpec,{value:0}],y_offset:[l.NumberSpec,{value:0}],source:[l.Instance,function(){return new s.ColumnDataSource;\n      }],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"],render_mode:[l.RenderMode,\"canvas\"]}),e.override({background_fill_color:null,border_line_color:null}),e}(o.TextAnnotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(14),a=t(39),l=t(22),u=t(21),c=t(29),_=t(41);r.LegendView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.visible.change,function(t){return function(){return t.plot_view.request_render()}}(this))},e.getters({legend_padding:function(){return null!=this.visuals.border_line.line_color.value()?this.model.padding:0}}),e.prototype.compute_legend_bbox=function(){var t,e,r,n,i,o,s,l,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;for(d=this.model.get_legend_names(),e=this.model.glyph_height,r=this.model.glyph_width,o=this.model.label_height,l=this.model.label_width,this.max_label_height=u.max([a.get_text_height(this.visuals.label_text.font_value()).height,o,e]),t=this.plot_view.canvas_view.ctx,t.save(),this.visuals.label_text.set_value(t),this.text_widths={},i=0,v=d.length;i<v;i++)w=d[i],this.text_widths[w]=u.max([t.measureText(w).width,l]);if(t.restore(),b=u.max(c.values(this.text_widths)),p=this.model.margin,f=this.legend_padding,y=this.model.spacing,s=this.model.label_standoff,\"vertical\"===this.model.orientation)h=d.length*this.max_label_height+(d.length-1)*y+2*f,m=b+r+s+2*f;else{m=2*f+(d.length-1)*y,k=this.text_widths;for(w in k)T=k[w],m+=u.max([T,l])+r+s;h=this.max_label_height+2*f}if(x=null!=(M=this.model.panel)?M:this.plot_view.frame,n={start:x._left.value,end:x._right.value},S={start:x._bottom.value,end:x._top.value},g=this.model.location,_.isString(g))switch(g){case\"top_left\":O=n.start+p,P=S.end-p;break;case\"top_center\":O=(n.end+n.start)/2-m/2,P=S.end-p;break;case\"top_right\":O=n.end-p-m,P=S.end-p;break;case\"center_right\":O=n.end-p-m,P=(S.end+S.start)/2+h/2;break;case\"bottom_right\":O=n.end-p-m,P=S.start+p+h;break;case\"bottom_center\":O=(n.end+n.start)/2-m/2,P=S.start+p+h;break;case\"bottom_left\":O=n.start+p,P=S.start+p+h;break;case\"center_left\":O=n.start+p,P=(S.end+S.start)/2+h/2;break;case\"center\":O=(n.end+n.start)/2-m/2,P=(S.end+S.start)/2+h/2}else _.isArray(g)&&2===g.length&&(O=g[0],P=g[1],O+=n.start,P+=S.start+h);return O=this.plot_view.canvas.vx_to_sx(O),P=this.plot_view.canvas.vy_to_sy(P),{x:O,y:P,width:m,height:h}},e.prototype.bbox=function(){var t,e,r,n,i;return e=this.compute_legend_bbox(),n=e.x,i=e.y,r=e.width,t=e.height,new l.BBox({x0:n,y0:i,x1:n+r,y1:i+t})},e.prototype.on_hit=function(t,e){var r,n,i,o,s,a,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F;for(i=this.model.glyph_height,o=this.model.glyph_width,m=this.legend_padding,v=this.model.spacing,d=this.model.label_standoff,C=F=m,y=this.compute_legend_bbox(),A=\"vertical\"===this.model.orientation,M=this.model.items,a=0,g=M.length;a<g;a++)for(u=M[a],f=u.get_labels_list_from_label_prop(),n=u.get_field_from_label_prop(),c=0,b=f.length;c<b;c++){if(p=f[c],j=y.x+C,N=y.y+F,z=j+o,D=N+i,A?(S=[y.width-2*m,this.max_label_height],E=S[0],s=S[1]):(T=[this.text_widths[p]+o+d,this.max_label_height],E=T[0],s=T[1]),r=new l.BBox({x0:j,y0:N,x1:j+E,y1:N+s}),r.contains(t,e)){switch(this.model.click_policy){case\"hide\":for(O=u.renderers,_=0,w=O.length;_<w;_++)k=O[_],k.visible=!k.visible;break;case\"mute\":for(P=u.renderers,h=0,x=P.length;h<x;h++)k=P[h],k.muted=!k.muted}return!0}A?F+=this.max_label_height+v:C+=this.text_widths[p]+o+d+v}return!1},e.prototype.render=function(){var t,e;if(this.model.visible&&0!==this.model.items.length)return e=this.plot_view.canvas_view.ctx,t=this.compute_legend_bbox(),e.save(),this._draw_legend_box(e,t),this._draw_legend_items(e,t),e.restore()},e.prototype._draw_legend_box=function(t,e){if(t.beginPath(),t.rect(e.x,e.y,e.width,e.height),this.visuals.background_fill.set_value(t),t.fill(),this.visuals.border_line.doit)return this.visuals.border_line.set_value(t),t.stroke()},e.prototype._draw_legend_items=function(t,e){var r,n,i,o,s,a,l,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C;for(i=this.model.glyph_height,o=this.model.glyph_width,f=this.legend_padding,y=this.model.spacing,p=this.model.label_standoff,E=C=f,S=\"vertical\"===this.model.orientation,w=this.model.items,a=0,m=w.length;a<m;a++)if(l=w[a],d=l.get_labels_list_from_label_prop(),n=l.get_field_from_label_prop(),0!==d.length)for(r=function(){switch(this.model.click_policy){case\"none\":return!0;case\"hide\":return u.all(l.renderers,function(t){return t.visible});case\"mute\":return u.all(l.renderers,function(t){return!t.muted})}}.call(this),c=0,v=d.length;c<v;c++){for(h=d[c],P=e.x+E,j=e.y+C,A=P+o,z=j+i,S?C+=this.max_label_height+y:E+=this.text_widths[h]+o+p+y,this.visuals.label_text.set_value(t),t.fillText(h,A+p,j+this.max_label_height/2),x=l.renderers,_=0,g=x.length;_<g;_++)b=x[_],T=this.plot_view.renderer_views[b.id],T.draw_legend(t,P,A,j,z,n,h);r||(S?(k=[e.width-2*f,this.max_label_height],O=k[0],s=k[1]):(M=[this.text_widths[h]+o+p,this.max_label_height],O=M[0],s=M[1]),t.beginPath(),t.rect(P,j,O,s),this.visuals.inactive_fill.set_value(t),t.fill())}return null},e.prototype._get_size=function(){var t,e;return t=this.compute_legend_bbox(),e=this.model.panel.side,\"above\"===e||\"below\"===e?t.height+2*this.model.margin:\"left\"===e||\"right\"===e?t.width+2*this.model.margin:void 0},e}(o.AnnotationView),r.Legend=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LegendView,e.prototype.type=\"Legend\",e.prototype.cursor=function(){return\"none\"===this.click_policy?null:\"pointer\"},e.prototype.get_legend_names=function(){var t,e,r,n,i,o;for(n=[],o=this.items,t=0,i=o.length;t<i;t++)e=o[t],r=e.get_labels_list_from_label_prop(),n=n.concat(r);return n},e.mixins([\"text:label_\",\"fill:inactive_\",\"line:border_\",\"fill:background_\"]),e.define({orientation:[s.Orientation,\"vertical\"],location:[s.Any,\"top_right\"],label_standoff:[s.Number,5],glyph_height:[s.Number,20],glyph_width:[s.Number,20],label_height:[s.Number,20],label_width:[s.Number,20],margin:[s.Number,10],padding:[s.Number,10],spacing:[s.Number,3],items:[s.Array,[]],click_policy:[s.Any,\"none\"]}),e.override({border_line_color:\"#e5e5e5\",border_line_alpha:.5,border_line_width:1,background_fill_color:\"#ffffff\",background_fill_alpha:.95,inactive_fill_color:\"white\",inactive_fill_alpha:.9,label_text_font_size:\"10pt\",label_text_baseline:\"middle\"}),e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){return function(){return t.apply(e,arguments)}},i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},a=t(49),l=t(14),u=t(13),c=t(21),_=t(170);r.LegendItem=function(t){function e(){return this.get_labels_list_from_label_prop=n(this.get_labels_list_from_label_prop,this),this.get_field_from_label_prop=n(this.get_field_from_label_prop,this),e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.type=\"LegendItem\",e.prototype._check_data_sources_on_renderers=function(){var t,e,r,n,i,o;if(t=this.get_field_from_label_prop(),null!=t){if(this.renderers.length<1)return!1;if(o=this.renderers[0].data_source,null!=o)for(i=this.renderers,e=0,r=i.length;e<r;e++)if(n=i[e],n.data_source!==o)return!1}return!0},e.prototype._check_field_label_on_data_source=function(){var t,e;if(t=this.get_field_from_label_prop(),null!=t){if(this.renderers.length<1)return!1;if(e=this.renderers[0].data_source,null!=e&&s.call(e.columns(),t)<0)return!1}return!0},e.prototype.initialize=function(t,r){var n,i;if(e.__super__.initialize.call(this,t,r),n=this._check_data_sources_on_renderers(),n||u.logger.error(\"Non matching data sources on legend item renderers\"),i=this._check_field_label_on_data_source(),!i)return u.logger.error(\"Bad column name on label: \"+this.label)},e.define({label:[l.StringSpec,null],renderers:[l.Array,[]]}),e.prototype.get_field_from_label_prop=function(){if(null!=this.label&&null!=this.label.field)return this.label.field},e.prototype.get_labels_list_from_label_prop=function(){var t,e,r;if(null!=this.label&&null!=this.label.value)return[this.label.value];if(e=this.get_field_from_label_prop(),null!=e){if(!this.renderers[0]||null==this.renderers[0].data_source)return[\"No source found\"];if(r=this.renderers[0].data_source,r instanceof _.ColumnDataSource)return t=r.get_column(e),null!=t?c.uniq(t):[\"Invalid field\"]}return[]},e}(a.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(19),a=t(14);r.PolyAnnotationView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.data_update,function(t){return function(){return t.plot_view.request_render()}}(this))},e.prototype.render=function(t){var e,r,n,i,o,s,a,l,u,c;if(this.model.visible){if(u=this.model.xs,c=this.model.ys,u.length!==c.length)return null;if(u.length<3||c.length<3)return null;for(e=this.plot_view.canvas,t=this.plot_view.canvas_view.ctx,r=n=0,i=u.length;0<=i?n<i:n>i;r=0<=i?++n:--n)\"screen\"===this.model.xs_units&&(a=u[r]),\"screen\"===this.model.ys_units&&(l=c[r]),o=e.vx_to_sx(a),s=e.vy_to_sy(l),0===r?(t.beginPath(),t.moveTo(o,s)):t.lineTo(o,s);return t.closePath(),this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke()),this.visuals.fill.doit?(this.visuals.fill.set_value(t),t.fill()):void 0}},e}(o.AnnotationView),r.PolyAnnotation=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PolyAnnotationView,e.prototype.type=\"PolyAnnotation\",e.mixins([\"line\",\"fill\"]),e.define({xs:[a.Array,[]],xs_units:[a.SpatialUnits,\"data\"],ys:[a.Array,[]],ys_units:[a.SpatialUnits,\"data\"],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),e.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.data_update=new s.Signal(this,\"data_update\")},e.prototype.update=function(t){var e,r;return e=t.xs,r=t.ys,this.setv({xs:e,ys:r},{silent:!0}),this.data_update.emit()},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(5),a=t(14);r.SpanView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view.canvas_overlays.appendChild(this.el),this.el.style.position=\"absolute\",s.hide(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.model.for_hover?this.connect(this.model.properties.computed_location.change,function(){return this._draw_span()}):\"canvas\"===this.model.render_mode?(this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this)),this.connect(this.model.properties.location.change,function(t){return function(){return t.plot_view.request_render()}}(this))):(this.connect(this.model.change,function(){return this.render()}),this.connect(this.model.properties.location.change,function(){return this._draw_span()}))},e.prototype.render=function(){if(this.model.visible||\"css\"!==this.model.render_mode||s.hide(this.el),this.model.visible)return this._draw_span()},e.prototype._draw_span=function(){var t,e,r,n,i,o,a,l,u,c;return i=this.model.for_hover?this.model.computed_location:this.model.location,null==i?void s.hide(this.el):(r=this.plot_model.frame,t=this.plot_model.canvas,u=this.plot_view.frame.xscales[this.model.x_range_name],c=this.plot_view.frame.yscales[this.model.y_range_name],\"width\"===this.model.dimension?(a=t.vy_to_sy(this._calc_dim(i,c)),o=t.vx_to_sx(r._left.value),l=r._width.value,n=this.model.properties.line_width.value()):(a=t.vy_to_sy(r._top.value),o=t.vx_to_sx(this._calc_dim(i,u)),l=this.model.properties.line_width.value(),n=r._height.value),\"css\"===this.model.render_mode?(this.el.style.top=a+\"px\",this.el.style.left=o+\"px\",this.el.style.width=l+\"px\",this.el.style.height=n+\"px\",this.el.style.zIndex=1e3,this.el.style.backgroundColor=this.model.properties.line_color.value(),this.el.style.opacity=this.model.properties.line_alpha.value(),s.show(this.el)):\"canvas\"===this.model.render_mode?(e=this.plot_view.canvas_view.ctx,e.save(),e.beginPath(),this.visuals.line.set_value(e),e.moveTo(o,a),\"width\"===this.model.dimension?e.lineTo(o+l,a):e.lineTo(o,a+n),e.stroke(),e.restore()):void 0)},e.prototype._calc_dim=function(t,e){var r;return r=\"data\"===this.model.location_units?e.compute(t):t},e}(o.AnnotationView),r.Span=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.SpanView,e.prototype.type=\"Span\",e.mixins([\"line\"]),e.define({render_mode:[a.RenderMode,\"canvas\"],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"],location:[a.Number,null],location_units:[a.SpatialUnits,\"data\"],dimension:[a.Dimension,\"width\"]}),e.override({line_color:\"black\"}),e.internal({for_hover:[a.Boolean,!1],computed_location:[a.Number,null]}),e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(5),a=t(41),l=t(39);r.TextAnnotationView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){if(e.__super__.initialize.call(this,t),this.canvas=this.plot_model.canvas,this.frame=this.plot_model.frame,\"css\"===this.model.render_mode)return this.el.classList.add(\"bk-annotation\"),this.plot_view.canvas_overlays.appendChild(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),\"css\"===this.model.render_mode?this.connect(this.model.change,function(){return this.render()}):this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this))},e.prototype._calculate_text_dimensions=function(t,e){var r,n;return n=t.measureText(e).width,r=l.get_text_height(this.visuals.text.font_value()).height,[n,r]},e.prototype._calculate_bounding_box_dimensions=function(t,e){var r,n,i,o,s;switch(n=this._calculate_text_dimensions(t,e),i=n[0],r=n[1],t.textAlign){case\"left\":o=0;break;case\"center\":o=-i/2;break;case\"right\":o=-i}switch(t.textBaseline){case\"top\":s=0;break;case\"middle\":s=-.5*r;break;case\"bottom\":s=-1*r;break;case\"alphabetic\":s=-.8*r;break;case\"hanging\":s=-.17*r;break;case\"ideographic\":s=-.83*r}return[o,s,i,r]},e.prototype._get_size=function(){var t;return t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),t.measureText(this.model.text).ascent},e.prototype.render=function(){return null},e.prototype._canvas_text=function(t,e,r,n,i){var o;return this.visuals.text.set_value(t),o=this._calculate_bounding_box_dimensions(t,e),t.save(),t.beginPath(),t.translate(r,n),i&&t.rotate(i),t.rect(o[0],o[1],o[2],o[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_value(t),t.fillText(e,0,0)),t.restore()},e.prototype._css_text=function(t,e,r,n,i){var o,l,u;return s.hide(this.el),this.visuals.text.set_value(t),o=this._calculate_bounding_box_dimensions(t,e),l=this.visuals.border_line.line_dash.value(),a.isArray(l)&&(u=l.length<2?\"solid\":\"dashed\"),a.isString(l)&&(u=l),this.visuals.border_line.set_value(t),this.visuals.background_fill.set_value(t),this.el.style.position=\"absolute\",this.el.style.left=r+o[0]+\"px\",this.el.style.top=n+o[1]+\"px\",this.el.style.color=\"\"+this.visuals.text.text_color.value(),this.el.style.opacity=\"\"+this.visuals.text.text_alpha.value(),this.el.style.font=\"\"+this.visuals.text.font_value(),this.el.style.lineHeight=\"normal\",i&&(this.el.style.transform=\"rotate(\"+i+\"rad)\"),this.visuals.background_fill.doit&&(this.el.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(this.el.style.borderStyle=\"\"+u,this.el.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",this.el.style.borderColor=\"\"+this.visuals.border_line.color_value()),this.el.textContent=e,s.show(this.el)},e}(o.AnnotationView),r.TextAnnotation=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"TextAnnotation\",e.prototype.default_view=r.TextAnnotationView,e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(63),s=t(5),a=t(14),l=t(45);r.TitleView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){var r;return e.__super__.initialize.call(this,t),this.visuals.text=new l.Text(this.model),r=this.plot_view.canvas_view.ctx,r.save(),this.model.panel.apply_label_text_heuristics(r,\"justified\"),this.model.text_baseline=r.textBaseline,this.model.text_align=this.model.align,r.restore()},e.prototype._get_computed_location=function(){var t,e,r,n,i,o,s;switch(e=this._calculate_text_dimensions(this.plot_view.canvas_view.ctx,this.text),s=e[0],t=e[1],this.model.panel.side){case\"left\":i=this.model.panel._left.value,o=this._get_text_location(this.model.align,this.frame.v_range)+this.model.offset;break;case\"right\":i=this.model.panel._right.value,o=this.canvas._height.value-this._get_text_location(this.model.align,this.frame.v_range)-this.model.offset;break;case\"above\":i=this._get_text_location(this.model.align,this.frame.h_range)+this.model.offset,o=this.model.panel._top.value-10;break;case\"below\":i=this._get_text_location(this.model.align,this.frame.h_range)+this.model.offset,o=this.model.panel._bottom.value}return r=this.canvas.vx_to_sx(i),n=this.canvas.vy_to_sy(o),[r,n]},e.prototype._get_text_location=function(t,e){var r;switch(t){case\"left\":r=e.start;break;case\"center\":r=(e.end+e.start)/2;break;case\"right\":r=e.end}return r},e.prototype.render=function(){var t,e,r,n,i;if(this.model.visible||\"css\"!==this.model.render_mode||s.hide(this.el),this.model.visible&&(t=this.model.panel.get_label_angle_heuristic(\"parallel\"),r=this._get_computed_location(),n=r[0],i=r[1],e=this.plot_view.canvas_view.ctx,\"\"!==this.model.text&&null!==this.model.text))return\"canvas\"===this.model.render_mode?this._canvas_text(e,this.model.text,n,i,t):this._css_text(e,this.model.text,n,i,t)},e.prototype._get_size=function(){var t,e;return e=this.model.text,\"\"===e||null===e?0:(t=this.plot_view.canvas_view.ctx,this.visuals.text.set_value(t),t.measureText(e).ascent+10)},e}(o.TextAnnotationView),r.Title=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.TitleView,e.prototype.type=\"Title\",e.mixins([\"line:border_\",\"fill:background_\"]),e.define({text:[a.String],text_font:[a.Font,\"helvetica\"],text_font_size:[a.FontSizeSpec,\"10pt\"],text_font_style:[a.FontStyle,\"bold\"],text_color:[a.ColorSpec,\"#444444\"],text_alpha:[a.NumberSpec,1],align:[a.TextAlign,\"left\"],offset:[a.Number,0],render_mode:[a.RenderMode,\"canvas\"]}),e.override({background_fill_color:null,border_line_color:null}),e.internal({text_align:[a.TextAlign,\"left\"],text_baseline:[a.TextBaseline,\"bottom\"]}),e}(o.TextAnnotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(5),a=t(14);r.TooltipView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-tooltip\",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view.canvas_overlays.appendChild(this.el),this.el.style.zIndex=1010,s.hide(this.el)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.data.change,function(){return this._draw_tips()})},e.prototype.render=function(){if(this.model.visible)return this._draw_tips()},e.prototype._draw_tips=function(){var t,e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v;if(i=this.model.data,s.empty(this.el),s.hide(this.el),this.model.custom?this.el.classList.add(\"bk-tooltip-custom\"):this.el.classList.remove(\"bk-tooltip-custom\"),0!==i.length){for(a=0,u=i.length;a<u;a++)f=i[a],y=f[0],m=f[1],n=f[2],this.model.inner_only&&!this.plot_view.frame.contains(y,m)||(p=s.div({},n),this.el.appendChild(p));switch(_=this.plot_view.model.canvas.vx_to_sx(y),h=this.plot_view.model.canvas.vy_to_sy(m),e=this.model.attachment){case\"horizontal\":v=this.plot_view.frame._width.value,l=this.plot_view.frame._left.value,c=y-l<v/2?\"right\":\"left\";break;case\"vertical\":o=this.plot_view.frame._height.value,r=this.plot_view.frame._bottom.value,c=m-r<o/2?\"below\":\"above\";break;default:c=e}switch(this.el.classList.remove(\"bk-right\"),this.el.classList.remove(\"bk-left\"),this.el.classList.remove(\"bk-above\"),this.el.classList.remove(\"bk-below\"),t=10,s.show(this.el),c){case\"right\":this.el.classList.add(\"bk-left\"),l=_+(this.el.offsetWidth-this.el.clientWidth)+t,d=h-this.el.offsetHeight/2;break;case\"left\":this.el.classList.add(\"bk-right\"),l=_-this.el.offsetWidth-t,d=h-this.el.offsetHeight/2;break;case\"above\":this.el.classList.add(\"bk-above\"),d=h+(this.el.offsetHeight-this.el.clientHeight)+t,l=Math.round(_-this.el.offsetWidth/2);break;case\"below\":this.el.classList.add(\"bk-below\"),d=h-this.el.offsetHeight-t,l=Math.round(_-this.el.offsetWidth/2)}return this.model.show_arrow&&this.el.classList.add(\"bk-tooltip-arrow\"),this.el.childNodes.length>0?(this.el.style.top=d+\"px\",this.el.style.left=l+\"px\"):s.hide(this.el)}},e}(o.AnnotationView),r.Tooltip=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.TooltipView,e.prototype.type=\"Tooltip\",e.define({attachment:[a.String,\"horizontal\"],inner_only:[a.Bool,!0],show_arrow:[a.Bool,!0]}),e.override({level:\"overlay\"}),e.internal({data:[a.Any,[]],custom:[a.Any]}),e.prototype.clear=function(){return this.data=[]},e.prototype.add=function(t,e,r){var n;return n=this.data,n.push([t,e,r]),this.data=n,this.properties.data.change.emit()},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(50),s=t(170),a=t(52),l=t(14);r.WhiskerView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.set_data(this.model.source)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return this.set_data(this.model.source)}),this.connect(this.model.source.patching,function(){return this.set_data(this.model.source)}),this.connect(this.model.source.change,function(){return this.set_data(this.model.source)})},e.prototype.set_data=function(t){return e.__super__.set_data.call(this,t),this.visuals.warm_cache(t),this.plot_view.request_render()},e.prototype._map_data=function(){var t,e,r,n,i,o,s,a,l,u,c,_;return c=this.plot_view.frame.xscales[this.model.x_range_name],_=this.plot_view.frame.yscales[this.model.y_range_name],l=\"height\"===this.model.dimension?_:c,o=\"height\"===this.model.dimension?c:_,r=\"data\"===this.model.lower.units?l.v_compute(this._lower):this._lower,i=\"data\"===this.model.upper.units?l.v_compute(this._upper):this._upper,t=\"data\"===this.model.base.units?o.v_compute(this._base):this._base,u=this.model._normals(),s=u[0],a=u[1],e=[r,t],n=[i,t],this._lower_sx=this.plot_model.canvas.v_vx_to_sx(e[s]),this._lower_sy=this.plot_model.canvas.v_vy_to_sy(e[a]),this._upper_sx=this.plot_model.canvas.v_vx_to_sx(n[s]),this._upper_sy=this.plot_model.canvas.v_vy_to_sy(n[a])},e.prototype.render=function(){var t,e,r,n,i,o,s,a,l,u;if(this.model.visible){if(this._map_data(),e=this.plot_view.canvas_view.ctx,this.visuals.line.doit)for(r=n=0,s=this._lower_sx.length;0<=s?n<s:n>s;r=0<=s?++n:--n)this.visuals.line.set_vectorize(e,r),e.beginPath(),e.moveTo(this._lower_sx[r],this._lower_sy[r]),e.lineTo(this._upper_sx[r],this._upper_sy[r]),e.stroke();if(t=\"height\"===this.model.dimension?0:Math.PI/2,null!=this.model.lower_head)for(r=i=0,a=this._lower_sx.length;0<=a?i<a:i>a;r=0<=a?++i:--i)e.save(),e.translate(this._lower_sx[r],this._lower_sy[r]),e.rotate(t+Math.PI),this.model.lower_head.render(e,r),e.restore();if(null!=this.model.upper_head){for(u=[],r=o=0,l=this._upper_sx.length;0<=l?o<l:o>l;r=0<=l?++o:--o)e.save(),e.translate(this._upper_sx[r],this._upper_sy[r]),e.rotate(t),this.model.upper_head.render(e,r),u.push(e.restore());return u}}},e}(o.AnnotationView),r.Whisker=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.WhiskerView,e.prototype.type=\"Whisker\",e.mixins([\"line\"]),e.define({lower:[l.DistanceSpec],lower_head:[l.Instance,function(){return new a.TeeHead({level:\"underlay\",size:10})}],upper:[l.DistanceSpec],upper_head:[l.Instance,function(){return new a.TeeHead({level:\"underlay\",size:10})}],base:[l.DistanceSpec],dimension:[l.Dimension,\"height\"],source:[l.Instance,function(){return new s.ColumnDataSource}],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"]}),e.override({level:\"underlay\"}),e.prototype._normals=function(){var t,e,r,n;return\"height\"===this.dimension?(r=[1,0],t=r[0],e=r[1]):(n=[0,1],t=n[0],e=n[1]),[t,e]},e}(o.Annotation)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(11),s=t(160),a=t(162),l=t(13),u=t(14),c=t(21),_=t(41);r.AxisView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.render=function(){var t,e,r;if(this.model.visible!==!1)return e={tick:this._tick_extent(),tick_label:this._tick_label_extents(),axis_label:this._axis_label_extent()},r=this.model.tick_coords,t=this.plot_view.canvas_view.ctx,t.save(),this._draw_rule(t,e),this._draw_major_ticks(t,e,r),this._draw_minor_ticks(t,e,r),this._draw_major_labels(t,e,r),this._draw_axis_label(t,e,r),null!=this._render&&this._render(t,e,r),t.restore()},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(t){return function(){return t.plot_view.request_render()}}(this))},e.prototype._get_size=function(){return this._tick_extent()+this._tick_label_extent()+this._axis_label_extent()},e.prototype._draw_rule=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m;if(this.visuals.axis_line.doit){for(a=this.model.rule_coords,d=a[0],y=a[1],l=this.plot_view.map_to_screen(d,y,this.model.x_range_name,this.model.y_range_name),h=l[0],p=l[1],u=this.model.normals,o=u[0],s=u[1],c=this.model.offsets,f=c[0],m=c[1],this.visuals.axis_line.set_value(t),t.beginPath(),t.moveTo(Math.round(h[0]+o*f),Math.round(p[0]+s*m)),n=i=1,_=h.length;1<=_?i<_:i>_;n=1<=_?++i:--i)h=Math.round(h[n]+o*f),p=Math.round(p[n]+s*m),t.lineTo(h,p);t.stroke()}},e.prototype._draw_major_ticks=function(t,e,r){var n,i,o;n=this.model.major_tick_in,i=this.model.major_tick_out,o=this.visuals.major_tick_line,this._draw_ticks(t,r.major,n,i,o)},e.prototype._draw_minor_ticks=function(t,e,r){var n,i,o;n=this.model.minor_tick_in,i=this.model.minor_tick_out,o=this.visuals.minor_tick_line,this._draw_ticks(t,r.minor,n,i,o)},e.prototype._draw_major_labels=function(t,e,r){var n,i,o,s,a;n=r.major,i=this.model.compute_labels(n[this.model.dimension]),o=this.model.major_label_orientation,s=e.tick+this.model.major_label_standoff,a=this.visuals.major_label_text,this._draw_oriented_labels(t,i,n,o,this.model.panel_side,s,a)},e.prototype._draw_axis_label=function(t,e,r){var n,i,o,s,a;if(null!=this.model.axis_label){switch(this.model.panel.side){case\"above\":s=this.model.panel._hcenter.value,a=this.model.panel._bottom.value;break;case\"below\":s=this.model.panel._hcenter.value,a=this.model.panel._top.value;break;case\"left\":s=this.model.panel._right.value,a=this.model.panel._vcenter._value;break;case\"right\":s=this.model.panel._left.value,a=this.model.panel._vcenter._value}n=[[s],[a]],i=e.tick+c.sum(e.tick_label)+this.model.axis_label_standoff,o=this.visuals.axis_label_text,this._draw_oriented_labels(t,[this.model.axis_label],n,\"parallel\",this.model.panel_side,i,o,\"screen\")}},e.prototype._draw_ticks=function(t,e,r,n,i){var o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;if(i.doit&&0!==e.length)for(S=e[0],O=e[1],p=this.plot_view.map_to_screen(S,O,this.model.x_range_name,this.model.y_range_name),w=p[0],M=p[1],d=this.model.normals,a=d[0],c=d[1],f=this.model.offsets,T=f[0],P=f[1],y=[a*(T-r),c*(P-r)],l=y[0],_=y[1],m=[a*(T+n),c*(P+n)],u=m[0],h=m[1],i.set_value(t),o=s=0,v=w.length;0<=v?s<v:s>v;o=0<=v?++s:--s)g=Math.round(w[o]+u),x=Math.round(M[o]+h),b=Math.round(w[o]+l),k=Math.round(M[o]+_),t.beginPath(),t.moveTo(g,x),t.lineTo(b,k),t.stroke()},e.prototype._draw_oriented_labels=function(t,e,r,n,i,o,s,a){var l,u,c,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E;if(null==a&&(a=\"data\"),s.doit&&0!==e.length)for(\"screen\"===a?(O=r[0],P=r[1],v=[this.plot_view.canvas.v_vx_to_sx(O),this.plot_view.canvas.v_vy_to_sy(P)],M=v[0],T=v[1]):(u=r[0],c=r[1],g=this.plot_view.map_to_screen(u,c,this.model.x_range_name,this.model.y_range_name),M=g[0],T=g[1]),b=this.model.normals,d=b[0],y=b[1],w=this.model.offsets,A=w[0],E=w[1],f=d*(A+o),m=y*(E+o),s.set_value(t),this.model.panel.apply_label_text_heuristics(t,n),l=_.isString(n)?this.model.panel.get_label_angle_heuristic(n):-n,h=p=0,x=M.length;0<=x?p<x:p>x;h=0<=x?++p:--p)k=Math.round(M[h]+f),S=Math.round(T[h]+m),t.translate(k,S),t.rotate(l),t.fillText(e[h],0,0),t.rotate(-l),t.translate(-k,-S)},e.prototype._axis_label_extent=function(){var t,e;return null==this.model.axis_label||\"\"===this.model.axis_label?0:(t=this.model.axis_label_standoff,e=this.visuals.axis_label_text,this._oriented_labels_extent([this.model.axis_label],\"parallel\",this.model.panel_side,t,e))},e.prototype._tick_extent=function(){return this.model.major_tick_out},e.prototype._tick_label_extent=function(){return c.sum(this._tick_label_extents())},e.prototype._tick_label_extents=function(){var t,e,r,n,i;return t=this.model.tick_coords.major,e=this.model.compute_labels(t[this.model.dimension]),\n      r=this.model.major_label_orientation,n=this.model.major_label_standoff,i=this.visuals.major_label_text,[this._oriented_labels_extent(e,r,this.model.panel_side,n,i)]},e.prototype._tick_label_extent=function(){return c.sum(this._tick_label_extents())},e.prototype._oriented_labels_extent=function(t,e,r,n,i){var o,s,a,l,u,c,h,p,d,f,y,m;if(0===t.length)return 0;for(a=this.plot_view.canvas_view.ctx,i.set_value(a),_.isString(e)?(c=1,o=this.model.panel.get_label_angle_heuristic(e)):(c=2,o=-e),o=Math.abs(o),s=Math.cos(o),f=Math.sin(o),l=0,h=p=0,d=t.length;0<=d?p<d:p>d;h=0<=d?++p:--p)m=1.1*a.measureText(t[h]).width,u=.9*a.measureText(t[h]).ascent,y=\"above\"===r||\"below\"===r?m*f+u/c*s:m*s+u/c*f,y>l&&(l=y);return l>0&&(l+=n),l},e}(a.RendererView),r.Axis=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.AxisView,e.prototype.type=\"Axis\",e.mixins([\"line:axis_\",\"line:major_tick_\",\"line:minor_tick_\",\"text:major_label_\",\"text:axis_label_\"]),e.define({bounds:[u.Any,\"auto\"],ticker:[u.Instance,null],formatter:[u.Instance,null],x_range_name:[u.String,\"default\"],y_range_name:[u.String,\"default\"],axis_label:[u.String,\"\"],axis_label_standoff:[u.Int,5],major_label_standoff:[u.Int,5],major_label_orientation:[u.Any,\"horizontal\"],major_label_overrides:[u.Any,{}],major_tick_in:[u.Number,2],major_tick_out:[u.Number,6],minor_tick_in:[u.Number,0],minor_tick_out:[u.Number,4]}),e.override({axis_line_color:\"black\",major_tick_line_color:\"black\",minor_tick_line_color:\"black\",major_label_text_font_size:\"8pt\",major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label_text_font_size:\"10pt\",axis_label_text_font_style:\"italic\"}),e.internal({panel_side:[u.Any]}),e.prototype.compute_labels=function(t){var e,r,n,i;for(n=this.formatter.doFormat(t,this),e=r=0,i=t.length;0<=i?r<i:r>i;e=0<=i?++r:--r)t[e]in this.major_label_overrides&&(n[e]=this.major_label_overrides[t[e]]);return n},e.prototype.label_info=function(t){var e,r;return r=this.major_label_orientation,e={dim:this.dimension,coords:t,side:this.panel_side,orient:r,standoff:this.major_label_standoff}},e.getters({computed_bounds:function(){return this._computed_bounds()},rule_coords:function(){return this._rule_coords()},tick_coords:function(){return this._tick_coords()},ranges:function(){return this._ranges()},normals:function(){return this.panel._normals},dimension:function(){return this.panel._dim},offsets:function(){return this._offsets()},loc:function(){return this._get_loc()}}),e.prototype.add_panel=function(t){return this.panel=new o.SidePanel({side:t}),this.panel.attach_document(this.document),this.panel_side=t},e.prototype._offsets=function(){var t,e,r,n,i;switch(r=this.panel_side,e=[0,0],n=e[0],i=e[1],t=this.plot.plot_canvas.frame,r){case\"below\":i=Math.abs(this.panel._top.value-t._bottom.value);break;case\"above\":i=Math.abs(this.panel._bottom.value-t._top.value);break;case\"right\":n=Math.abs(this.panel._left.value-t._right.value);break;case\"left\":n=Math.abs(this.panel._right.value-t._left.value)}return[n,i]},e.prototype._ranges=function(){var t,e,r,n;return e=this.dimension,r=(e+1)%2,t=this.plot.plot_canvas.frame,n=[t.x_ranges[this.x_range_name],t.y_ranges[this.y_range_name]],[n[e],n[r]]},e.prototype._computed_bounds=function(){var t,e,r,n,i,o,s,a;return i=this.ranges,r=i[0],t=i[1],a=null!=(o=this.bounds)?o:\"auto\",n=[r.min,r.max],\"auto\"===a?n:_.isArray(a)?(Math.abs(a[0]-a[1])>Math.abs(n[0]-n[1])?(s=Math.max(Math.min(a[0],a[1]),n[0]),e=Math.min(Math.max(a[0],a[1]),n[1])):(s=Math.min(a[0],a[1]),e=Math.max(a[0],a[1])),[s,e]):(l.logger.error(\"user bounds '\"+a+\"' not understood\"),null)},e.prototype._rule_coords=function(){var t,e,r,n,i,o,s,a,l,u,c;return n=this.dimension,i=(n+1)%2,s=this.ranges,o=s[0],e=s[1],a=this.computed_bounds,l=a[0],r=a[1],u=new Array(2),c=new Array(2),t=[u,c],t[n][0]=Math.max(l,o.min),t[n][1]=Math.min(r,o.max),t[n][0]>t[n][1]&&(t[n][0]=t[n][1]=NaN),t[i][0]=this.loc,t[i][1]=this.loc,t},e.prototype._tick_coords=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M;for(n=this.dimension,o=(n+1)%2,y=this.ranges,p=y[0],e=y[1],m=this.computed_bounds,w=m[0],r=m[1],x=this.ticker.get_ticks(w,r,p,this.loc,{}),l=x.major,h=x.minor,k=[],M=[],t=[k,M],c=[],_=[],u=[c,_],v=[p.min,p.max],f=v[0],d=v[1],i=s=0,g=l.length;0<=g?s<g:s>g;i=0<=g?++s:--s)l[i]<f||l[i]>d||(t[n].push(l[i]),t[o].push(this.loc));for(i=a=0,b=h.length;0<=b?a<b:a>b;i=0<=b?++a:--a)h[i]<f||h[i]>d||(u[n].push(h[i]),u[o].push(this.loc));return{major:t,minor:u}},e.prototype._get_loc=function(){var t,e,r,n,i,o;switch(i=this.ranges,n=i[0],e=i[1],r=e.start,t=e.end,o=this.panel_side){case\"left\":case\"below\":return e.start;case\"right\":case\"above\":return e.end}},e}(s.GuideRenderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(67),s=t(90),a=t(178);r.CategoricalAxisView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){return this._draw_group_separators(t,e,r)},e.prototype._draw_group_separators=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O;if(v=this.model.ranges,m=v[0],o=v[1],g=this.model.computed_bounds,S=g[0],a=g[1],f=this.model.loc,O=this.model.ticker.get_ticks(S,a,m,f,{}),b=this.model.ranges,m=b[0],o=b[1],m.tops&&!(m.tops.length<2)&&this.visuals.separator_line.doit){for(s=this.model.dimension,n=(s+1)%2,i=[[],[]],c=0,u=h=0,w=m.tops.length-1;0<=w?h<w:h>w;u=0<=w?++h:--h){for(_=p=x=c,k=m.factors.length;x<=k?p<k:p>k;_=x<=k?++p:--p)if(m.factors[_][0]===m.tops[u+1]){M=[m.factors[_-1],m.factors[_]],l=M[0],d=M[1],c=_;break}y=(m.synthetic(l)+m.synthetic(d))/2,y>S&&y<a&&(i[s].push(y),i[n].push(this.model.loc))}T=this._tick_label_extent(),this._draw_ticks(t,i,-3,T-6,this.visuals.separator_line)}},e.prototype._draw_major_labels=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f;for(a=this._get_factor_info(),c=this.model.loc,o=this.model.dimension,n=(o+1)%2,d=e.tick+this.model.major_label_standoff,s=l=0,h=a.length;0<=h?l<h:l>h;s=0<=h?++l:--l)p=a[s],u=p[0],i=p[1],_=p[2],f=p[3],this._draw_oriented_labels(t,u,i,_,this.model.panel_side,d,f),d+=e.tick_label[s]},e.prototype._tick_label_extents=function(){var t,e,r,n,i,o,s,a,l,u;for(n=this._get_factor_info(),r=[],i=0,s=n.length;i<s;i++)l=n[i],o=l[0],t=l[1],a=l[2],u=l[3],e=this._oriented_labels_extent(o,a,this.model.panel_side,this.model.major_label_standoff,u),r.push(e);return r},e.prototype._get_factor_info=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h;return l=this.model.ranges,a=l[0],e=l[1],u=this.model.computed_bounds,c=u[0],r=u[1],o=this.model.loc,_=this.model.ticker.get_ticks(c,r,a,o,{}),t=this.model.tick_coords,n=[],1===a.levels?n.push([_.major,t.major,this.model.major_label_orientation,this.visuals.major_label_text]):2===a.levels?(i=function(){var t,e,r,n;for(r=_.major,n=[],t=0,e=r.length;t<e;t++)h=r[t],n.push(h[1]);return n}(),n.push([i,t.major,this.model.major_label_orientation,this.visuals.major_label_text]),n.push([_.tops,t.tops,\"parallel\",this.visuals.group_text])):3===a.levels&&(i=function(){var t,e,r,n;for(r=_.major,n=[],t=0,e=r.length;t<e;t++)h=r[t],n.push(h[2]);return n}(),s=function(){var t,e,r,n;for(r=_.mids,n=[],t=0,e=r.length;t<e;t++)h=r[t],n.push(h[1]);return n}(),n.push([i,t.major,this.model.major_label_orientation,this.visuals.major_label_text]),n.push([s,t.mids,\"parallel\",this.visuals.subgroup_text]),n.push([_.tops,t.tops,\"parallel\",this.visuals.group_text])),n},e}(o.AxisView),r.CategoricalAxis=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.CategoricalAxisView,e.prototype.type=\"CategoricalAxis\",e.mixins([\"line:separator_\",\"text:group_\",\"text:subgroup_\"]),e.override({ticker:function(){return new a.CategoricalTicker},formatter:function(){return new s.CategoricalTickFormatter},separator_line_color:\"lightgrey\",separator_line_width:2,group_text_font_style:\"bold\",group_text_font_size:\"8pt\",group_text_color:\"grey\",subgroup_text_font_style:\"bold\",subgroup_text_font_size:\"8pt\"}),e.prototype._tick_coords=function(){var t,e,r,n,i,o,s,a,l,u,c;return n=this.dimension,i=(n+1)%2,s=this.ranges,o=s[0],e=s[1],a=this.computed_bounds,l=a[0],r=a[1],u=this.ticker.get_ticks(l,r,o,this.loc,{}),t={major:[[],[]],mids:[[],[]],tops:[[],[]],minor:[]},t.major[n]=u.major,t.major[i]=function(){var t,e,r,n;for(r=u.major,n=[],t=0,e=r.length;t<e;t++)c=r[t],n.push(this.loc);return n}.call(this),3===o.levels&&(t.mids[n]=u.mids,t.mids[i]=function(){var t,e,r,n;for(r=u.mids,n=[],t=0,e=r.length;t<e;t++)c=r[t],n.push(this.loc);return n}.call(this)),o.levels>1&&(t.tops[n]=u.tops,t.tops[i]=function(){var t,e,r,n;for(r=u.tops,n=[],t=0,e=r.length;t<e;t++)c=r[t],n.push(this.loc);return 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\"+l),g.push(\"ERR\");continue}for(d=!1,k=A;0===D[N[this.format_order[k]]]&&(k+=1,k!==this.format_order.length);){if((\"minsec\"===P||\"hourmin\"===P)&&!d){if(\"minsec\"===P&&0===D[4]&&0!==D[5]||\"hourmin\"===P&&0===D[3]&&0!==D[4]){x=this._width_formats[this.format_order[A-1]][1][0],E=i(C,x);break}d=!0}x=this._width_formats[this.format_order[k]][1][0],E=i(C,x)}this.strip_leading_zeros?(z=E.replace(/^0+/g,\"\"),z!==E&&isNaN(parseInt(z))&&(z=\"0\"+z),g.push(z)):g.push(E)}return g},e}(c.TickFormatter)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].slice,s=t(98),a=t(14),l=t(29);r.FuncTickFormatter=function(e){function r(){return r.__super__.constructor.apply(this,arguments)}return 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u=t(96);r.NumeralTickFormatter=u.NumeralTickFormatter;var c=t(97);r.PrintfTickFormatter=c.PrintfTickFormatter;var _=t(98);r.TickFormatter=_.TickFormatter},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(89),s=t(98),a=t(13),l=t(14);r.LogTickFormatter=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"LogTickFormatter\",e.define({ticker:[l.Instance,null]}),e.prototype.initialize=function(t,r){if(e.__super__.initialize.call(this,t,r),this.basic_formatter=new o.BasicTickFormatter,null==this.ticker)return a.logger.warn(\"LogTickFormatter not configured with a ticker, using default base of 10 (labels will be incorrect if ticker base is not 10)\")},e.prototype.doFormat=function(t,e){var 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n,i,o,s,a,l,u,c,_,h,p,d,f;for(d=r.sx,f=r.sy,h=r.sinner_radius,p=r.souter_radius,_=[],s=0,l=e.length;s<l;s++)if(i=e[s],!isNaN(d[i]+f[i]+h[i]+p[i])){if(o=navigator.userAgent.indexOf(\"MSIE\")>=0||navigator.userAgent.indexOf(\"Trident\")>0||navigator.userAgent.indexOf(\"Edge\")>0,this.visuals.fill.doit){if(this.visuals.fill.set_vectorize(t,i),t.beginPath(),o)for(c=[!1,!0],a=0,u=c.length;a<u;a++)n=c[a],t.arc(d[i],f[i],h[i],0,Math.PI,n),t.arc(d[i],f[i],p[i],Math.PI,0,!n);else t.arc(d[i],f[i],h[i],0,2*Math.PI,!0),t.arc(d[i],f[i],p[i],2*Math.PI,0,!1);t.fill()}this.visuals.line.doit?(this.visuals.line.set_vectorize(t,i),t.beginPath(),t.arc(d[i],f[i],h[i],0,2*Math.PI),t.moveTo(d[i]+p[i],f[i]),t.arc(d[i],f[i],p[i],0,2*Math.PI),_.push(t.stroke())):_.push(void 0)}return _},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k;for(c=[t.vx,t.vy],y=c[0],m=c[1],v=this.renderer.xscale.invert(y),g=v-this.max_radius,b=v+this.max_radius,w=this.renderer.yscale.invert(m),x=w-this.max_radius,k=w+this.max_radius,n=[],e=s.validate_bbox_coords([g,b],[x,k]),_=this.index.indices(e),a=0,l=_.length;a<l;a++)i=_[a],u=Math.pow(this.souter_radius[i],2),o=Math.pow(this.sinner_radius[i],2),h=this.renderer.xscale.compute(v),p=this.renderer.xscale.compute(this._x[i]),d=this.renderer.yscale.compute(w),f=this.renderer.yscale.compute(this._y[i]),r=Math.pow(h-p,2)+Math.pow(d-f,2),r<=u&&r>=o&&n.push([i,r]);return s.create_1d_hit_test_result(n)},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c,_,h;return a=[o],_={},_[o]=(e+r)/2,h={},h[o]=(n+i)/2,l=.5*Math.min(Math.abs(r-e),Math.abs(i-n)),u={},u[o]=.4*l,c={},c[o]=.8*l,s={sx:_,sy:h,sinner_radius:u,souter_radius:c},this._render(t,a,s)},e}(o.XYGlyphView),r.Annulus=function(t){function e(){return 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n,i,o,s,a,l,u,c,_,h;if(_=r.sx,h=r.sy,c=r.sradius,i=r._start_angle,n=r._end_angle,this.visuals.line.doit){for(o=this.model.properties.direction.value(),u=[],a=0,l=e.length;a<l;a++)s=e[a],isNaN(_[s]+h[s]+c[s]+i[s]+n[s])||(t.beginPath(),t.arc(_[s],h[s],c[s],i[s],n[s],o),this.visuals.line.set_vectorize(t,s),u.push(t.stroke()));return u}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Arc=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.ArcView,e.prototype.type=\"Arc\",e.mixins([\"line\"]),e.define({direction:[s.Direction,\"anticlock\"],radius:[s.DistanceSpec],start_angle:[s.AngleSpec],end_angle:[s.AngleSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(35),a=t(106);n=function(t,e,r,n,i,o,s,a){var l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M;for(x=[],_=[[],[]],p=y=0;y<=2;p=++y)if(0===p?(u=6*t-12*r+6*i,l=-3*t+9*r-9*i+3*s,h=3*r-3*t):(u=6*e-12*n+6*o,l=-3*e+9*n-9*o+3*a,h=3*n-3*e),Math.abs(l)<1e-12){if(Math.abs(u)<1e-12)continue;g=-h/u,0<g&&g<1&&x.push(g)}else c=u*u-4*h*l,v=Math.sqrt(c),c<0||(b=(-u+v)/(2*l),0<b&&b<1&&x.push(b),w=(-u-v)/(2*l),0<w&&w<1&&x.push(w));for(d=x.length,f=d;d--;)g=x[d],m=1-g,k=m*m*m*t+3*m*m*g*r+3*m*g*g*i+g*g*g*s,_[0][d]=k,M=m*m*m*e+3*m*m*g*n+3*m*g*g*o+g*g*g*a,_[1][d]=M;return _[0][f]=t,_[1][f]=e,_[0][f+1]=s,_[1][f+1]=a,[Math.min.apply(null,_[0]),Math.max.apply(null,_[1]),Math.max.apply(null,_[0]),Math.min.apply(null,_[1])]},r.BezierView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._index_data=function(){var t,e,r,i,o,a,l,u,c;for(r=[],t=e=0,i=this._x0.length;0<=i?e<i:e>i;t=0<=i?++e:--e)isNaN(this._x0[t]+this._x1[t]+this._y0[t]+this._y1[t]+this._cx0[t]+this._cy0[t]+this._cx1[t]+this._cy1[t])||(o=n(this._x0[t],this._y0[t],this._x1[t],this._y1[t],this._cx0[t],this._cy0[t],this._cx1[t],this._cy1[t]),a=o[0],u=o[1],l=o[2],c=o[3],r.push({minX:a,minY:u,maxX:l,maxY:c,i:t}));return new s.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f;if(h=r.sx0,d=r.sy0,p=r.sx1,f=r.sy1,a=r.scx,l=r.scx0,c=r.scy0,u=r.scx1,_=r.scy1,this.visuals.line.doit){for(s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(h[n]+d[n]+p[n]+f[n]+l[n]+c[n]+u[n]+_[n])||(t.beginPath(),t.moveTo(h[n],d[n]),t.bezierCurveTo(l[n],c[n],u[n],_[n],p[n],f[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke()));return s}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(a.GlyphView),r.Bezier=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.BezierView,e.prototype.type=\"Bezier\",e.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx0\",\"cy0\"],[\"cx1\",\"cy1\"]]),e.mixins([\"line\"]),e}(a.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(35),s=t(106),a=t(9);r.BoxView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._index_box=function(t){var e,r,n,i,s,a,l,u,c;for(s=[],r=n=0,l=t;0<=l?n<l:n>l;r=0<=l?++n:--n)u=this._lrtb(r),i=u[0],a=u[1],c=u[2],e=u[3],!isNaN(i+a+c+e)&&isFinite(i+a+c+e)&&s.push({minX:i,minY:e,maxX:a,maxY:c,i:r});return new o.RBush(s)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;for(l=r.sleft,u=r.sright,c=r.stop,a=r.sbottom,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(l[n]+c[n]+u[n]+a[n])||(this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fillRect(l[n],c[n],u[n]-l[n],a[n]-c[n])),this.visuals.line.doit?(t.beginPath(),t.rect(l[n],c[n],u[n]-l[n],a[n]-c[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke())):s.push(void 0));return s},e.prototype._hit_point=function(t){var e,r,n,i,o,s,l;return r=[t.vx,t.vy],i=r[0],o=r[1],s=this.renderer.xscale.invert(i),l=this.renderer.yscale.invert(o),e=this.index.indices({minX:s,minY:l,maxX:s,maxY:l}),n=a.create_hit_test_result(),n[\"1d\"].indices=e,n},e.prototype._hit_span=function(t){var e,r,n,i,o,s,l,u,c,_,h,p,d;return l=[t.vx,t.vy],_=l[0],h=l[1],\"v\"===t.direction?(d=this.renderer.yscale.invert(h),r=this.renderer.plot_view.frame.h_range,o=this.renderer.xscale.invert(r.min),n=this.renderer.xscale.invert(r.max),e=this.index.indices({minX:o,minY:d,maxX:n,maxY:d})):(p=this.renderer.xscale.invert(_),c=this.renderer.plot_view.frame.v_range,s=this.renderer.yscale.invert(c.min),i=this.renderer.yscale.invert(c.max),e=this.index.indices({minX:p,minY:s,maxX:p,maxY:i})),u=a.create_hit_test_result(),u[\"1d\"].indices=e,u},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e}(s.GlyphView),r.Box=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.mixins([\"line\",\"fill\"]),e}(s.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9),a=t(14);r.CircleView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._map_data=function(){var t,e;return null!=this._radius?\"data\"===this.model.properties.radius.spec.units?(t=this.model.properties.radius_dimension.spec.value,this.sradius=this.sdist(this.renderer[t+\"scale\"],this[\"_\"+t],this._radius)):(this.sradius=this._radius,this.max_size=2*this.max_radius):this.sradius=function(){var t,r,n,i;for(n=this._size,i=[],t=0,r=n.length;t<r;t++)e=n[t],i.push(e/2);return i}.call(this)},e.prototype._mask_data=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y;return r=this.renderer.plot_view.frame.h_range,h=this.renderer.plot_view.frame.v_range,null!=this._radius&&\"data\"===this.model.properties.radius.units?(l=r.start,u=r.end,n=this.renderer.xscale.v_invert([l,u]),p=n[0],d=n[1],p-=this.max_radius,d+=this.max_radius,c=h.start,_=h.end,i=this.renderer.yscale.v_invert([c,_]),f=i[0],y=i[1],f-=this.max_radius,y+=this.max_radius):(l=r.start-this.max_size,u=r.end+this.max_size,o=this.renderer.xscale.v_invert([l,u]),p=o[0],d=o[1],c=h.start-this.max_size,_=h.end+this.max_size,a=this.renderer.yscale.v_invert([c,_]),f=a[0],y=a[1]),e=s.validate_bbox_coords([p,d],[f,y]),this.index.indices(e)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u;for(l=r.sx,u=r.sy,a=r.sradius,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(l[n]+u[n]+a[n])||(t.beginPath(),t.arc(l[n],u[n],a[n],0,2*Math.PI,!1),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.doit?(this.visuals.line.set_vectorize(t,n),s.push(t.stroke())):s.push(void 0));return s},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N;if(h=[t.vx,t.vy],k=h[0],T=h[1],A=this.renderer.xscale.invert(k),z=this.renderer.yscale.invert(T),null!=this._radius&&\"data\"===this.model.properties.radius.units?(E=A-this.max_radius,j=A+this.max_radius,C=z-this.max_radius,N=z+this.max_radius):(M=k-this.max_size,S=k+this.max_size,p=this.renderer.xscale.v_invert([M,S]),E=p[0],j=p[1],d=[Math.min(E,j),Math.max(E,j)],E=d[0],j=d[1],O=T-this.max_size,P=T+this.max_size,f=this.renderer.yscale.v_invert([O,P]),C=f[0],N=f[1],y=[Math.min(C,N),Math.max(C,N)],C=y[0],N=y[1]),e=s.validate_bbox_coords([E,j],[C,N]),r=this.index.indices(e),i=[],null!=this._radius&&\"data\"===this.model.properties.radius.units)for(a=0,u=r.length;a<u;a++)o=r[a],_=Math.pow(this.sradius[o],2),v=this.renderer.xscale.compute(A),g=this.renderer.xscale.compute(this._x[o]),w=this.renderer.yscale.compute(z),x=this.renderer.yscale.compute(this._y[o]),n=Math.pow(v-g,2)+Math.pow(w-x,2),n<=_&&i.push([o,n]);else for(m=this.renderer.plot_view.canvas.vx_to_sx(k),b=this.renderer.plot_view.canvas.vy_to_sy(T),l=0,c=r.length;l<c;l++)o=r[l],_=Math.pow(this.sradius[o],2),n=Math.pow(this.sx[o]-m,2)+Math.pow(this.sy[o]-b,2),n<=_&&i.push([o,n]);return s.create_1d_hit_test_result(i)},e.prototype._hit_span=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S;return u=[t.vx,t.vy],y=u[0],g=u[1],c=this.bounds(),o=c.minX,a=c.minY,n=c.maxX,i=c.maxY,f=s.create_hit_test_result(),\"h\"===t.direction?(M=a,S=i,null!=this._radius&&\"data\"===this.model.properties.radius.units?(m=y-this.max_radius,v=y+this.max_radius,_=this.renderer.xscale.v_invert([m,v]),x=_[0],k=_[1]):(l=this.max_size/2,m=y-l,v=y+l,h=this.renderer.xscale.v_invert([m,v]),x=h[0],k=h[1])):(x=o,k=n,null!=this._radius&&\"data\"===this.model.properties.radius.units?(b=g-this.max_radius,w=g+this.max_radius,p=this.renderer.yscale.v_invert([b,w]),M=p[0],S=p[1]):(l=this.max_size/2,b=g-l,w=g+l,d=this.renderer.yscale.v_invert([b,w]),M=d[0],S=d[1])),e=s.validate_bbox_coords([x,k],[M,S]),r=this.index.indices(e),f[\"1d\"].indices=r,f},e.prototype._hit_rect=function(t){var e,r,n,i,o,a,l,u;return r=this.renderer.xscale.v_invert([t.vx0,t.vx1]),o=r[0],a=r[1],n=this.renderer.yscale.v_invert([t.vy0,t.vy1]),l=n[0],u=n[1],e=s.validate_bbox_coords([o,a],[l,u]),i=s.create_hit_test_result(),i[\"1d\"].indices=this.index.indices(e),i},e.prototype._hit_poly=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d;for(a=[t.vx,t.vy],p=a[0],d=a[1],_=this.renderer.plot_view.canvas.v_vx_to_sx(p),h=this.renderer.plot_view.canvas.v_vy_to_sy(d),e=function(){c=[];for(var t=0,e=this.sx.length;0<=e?t<e:t>e;0<=e?t++:t--)c.push(t);return c}.apply(this),r=[],n=o=0,l=e.length;0<=l?o<l:o>l;n=0<=l?++o:--o)i=e[n],s.point_in_poly(this.sx[n],this.sy[n],_,h)&&r.push(i);return u=s.create_hit_test_result(),u[\"1d\"].indices=r,u},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c;return a=[o],u={},u[o]=(e+r)/2,c={},c[o]=(n+i)/2,l={},l[o]=.2*Math.min(Math.abs(r-e),Math.abs(i-n)),s={sx:u,sy:c,sradius:l},this._render(t,a,s)},e}(o.XYGlyphView),r.Circle=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.CircleView,e.prototype.type=\"Circle\",e.mixins([\"line\",\"fill\"]),e.define({angle:[a.AngleSpec,0],size:[a.DistanceSpec,{units:\"screen\",value:4}],radius:[a.DistanceSpec,null],radius_dimension:[a.String,\"x\"]}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.properties.radius.optional=!0},e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14);r.EllipseView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(){if(this.max_w2=0,\"data\"===this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.model.properties.height.units)return this.max_h2=this.max_height/2},e.prototype._map_data=function(){return\"data\"===this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this.sw=this._width,\"data\"===this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;for(u=r.sx,c=r.sy,l=r.sw,a=r.sh,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(u[n]+c[n]+l[n]+a[n]+this._angle[n])||(t.beginPath(),t.ellipse(u[n],c[n],l[n]/2,a[n]/2,this._angle[n],0,2*Math.PI),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.doit?(this.visuals.line.set_vectorize(t,n),s.push(t.stroke())):s.push(void 0));return s},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c,_,h,p;return l=[o],h={},h[o]=(e+r)/2,p={},p[o]=(n+i)/2,u=this.sw[o]/this.sh[o],s=.8*Math.min(Math.abs(r-e),Math.abs(i-n)),_={},c={},u>1?(_[o]=s,c[o]=s/u):(_[o]=s*u,c[o]=s),a={sx:h,sy:p,sw:_,sh:c},this._render(t,l,a)},e.prototype._bounds=function(t){return this.max_wh2_bounds(t)},e}(o.XYGlyphView),r.Ellipse=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.EllipseView,e.prototype.type=\"Ellipse\",e.mixins([\"line\",\"fill\"]),e.define({angle:[s.AngleSpec,0],width:[s.DistanceSpec],height:[s.DistanceSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(22),a=t(31),l=t(44),u=t(49),c=t(45),_=t(13),h=t(29),p=t(41),d=t(112);r.GlyphView=function(e){function r(){return r.__super__.constructor.apply(this,arguments)}return n(r,e),r.prototype.initialize=function(e){var n,i,o,s;if(r.__super__.initialize.call(this,e),this._nohit_warned={},this.renderer=e.renderer,this.visuals=new c.Visuals(this.model),i=this.renderer.plot_view.canvas_view.ctx,null!=i.glcanvas){try{s=t(422)}catch(a){if(o=a,\"MODULE_NOT_FOUND\"!==o.code)throw o;_.logger.warn(\"WebGL was requested and is supported, but bokeh-gl(.min).js is not available, falling back to 2D rendering.\"),s=null}if(null!=s&&(n=s[this.model.type+\"GLGlyph\"],null!=n))return this.glglyph=new n(i.glcanvas.gl,this)}},r.prototype.set_visuals=function(t){if(this.visuals.warm_cache(t),null!=this.glglyph)return this.glglyph.set_visuals_changed()},r.prototype.render=function(t,e,r){if(t.beginPath(),null==this.glglyph||!this.glglyph.render(t,e,r))return this._render(t,e,r)},r.prototype.has_finished=function(){return!0},r.prototype.notify_finished=function(){return this.renderer.notify_finished()},r.prototype.bounds=function(){return null==this.index?s.empty():this._bounds(this.index.bbox)},r.prototype.log_bounds=function(){var t,e,r,n,i,o,a,l,u;if(null==this.index)return s.empty();for(t=s.empty(),o=this.index.search(s.positive_x()),a=this.index.search(s.positive_y()),e=0,n=o.length;e<n;e++)l=o[e],l.minX<t.minX&&(t.minX=l.minX),l.maxX>t.maxX&&(t.maxX=l.maxX);for(r=0,i=a.length;r<i;r++)u=a[r],u.minY<t.minY&&(t.minY=u.minY),u.maxY>t.maxY&&(t.maxY=u.maxY);return this._bounds(t)},r.prototype.max_wh2_bounds=function(t){return{minX:t.minX-this.max_w2,maxX:t.maxX+this.max_w2,minY:t.minY-this.max_h2,maxY:t.maxY+this.max_h2}},r.prototype.get_anchor_point=function(t,e,r){var n,i;switch(n=r[0],i=r[1],t){case\"center\":return{x:this.scx(e,n,i),y:this.scy(e,n,i)};default:return null}},r.prototype.scx=function(t){return this.sx[t]},r.prototype.scy=function(t){return this.sy[t]},r.prototype.sdist=function(t,e,r,n,i){var o,s,a,l,u,c,_;return null==n&&(n=\"edge\"),null==i&&(i=!1),null!=t.source_range.v_synthetic&&(e=t.source_range.v_synthetic(e)),\"center\"===n?(s=function(){var t,e,n;for(n=[],t=0,e=r.length;t<e;t++)o=r[t],n.push(o/2);return n}(),l=function(){var t,r,n;for(n=[],a=t=0,r=e.length;0<=r?t<r:t>r;a=0<=r?++t:--t)n.push(e[a]-s[a]);return n}(),u=function(){var t,r,n;for(n=[],a=t=0,r=e.length;0<=r?t<r:t>r;a=0<=r?++t:--t)n.push(e[a]+s[a]);return n}()):(l=e,u=function(){var t,e,n;for(n=[],a=t=0,e=l.length;0<=e?t<e:t>e;a=0<=e?++t:--t)n.push(l[a]+r[a]);return n}()),c=t.v_compute(l),_=t.v_compute(u),i?function(){var t,e,r;for(r=[],a=t=0,e=c.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(Math.ceil(Math.abs(_[a]-c[a])));return r}():function(){var t,e,r;for(r=[],a=t=0,e=c.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(Math.abs(_[a]-c[a]));return r}()},r.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return null},r.prototype._generic_line_legend=function(t,e,r,n,i,o){return t.save(),t.beginPath(),t.moveTo(e,(n+i)/2),t.lineTo(r,(n+i)/2),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,o),t.stroke()),t.restore()},r.prototype._generic_area_legend=function(t,e,r,n,i,o){var s,a,l,u,c,_,h,p,d;if(u=[o],d=Math.abs(r-e),a=.1*d,l=Math.abs(i-n),s=.1*l,c=e+a,_=r-a,h=n+s,p=i-s,this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,o),t.fillRect(c,h,_-c,p-h)),this.visuals.line.doit)return t.beginPath(),t.rect(c,h,_-c,p-h),this.visuals.line.set_vectorize(t,o),t.stroke()},r.prototype.hit_test=function(t){var e,r;return r=null,e=\"_hit_\"+t.type,null!=this[e]?r=this[e](t):null==this._nohit_warned[t.type]&&(_.logger.debug(\"'\"+t.type+\"' selection not available for \"+this.model.type),this._nohit_warned[t.type]=!0),r},r.prototype.set_data=function(t,e,r){var n,i,o,s,l,u,c,_,p,f,y,m,v,g,b;if(n=this.model.materialize_dataspecs(t),e&&!(this instanceof d.LineView)){i={};for(l in n)y=n[l],\"_\"===l.charAt(0)?i[l]=function(){var t,r,n;for(n=[],t=0,r=e.length;t<r;t++)o=e[t],n.push(y[o]);return n}():i[l]=y;n=i}if(h.extend(this,n),this.renderer.plot_view.model.use_map&&(null!=this._x&&(c=a.project_xy(this._x,this._y),this._x=c[0],this._y=c[1]),null!=this._xs&&(_=a.project_xsys(this._xs,this._ys),this._xs=_[0],this._ys=_[1])),null!=this.renderer.plot_view.frame.x_ranges)for(v=this.renderer.plot_view.frame.x_ranges[this.model.x_range_name],\n      b=this.renderer.plot_view.frame.y_ranges[this.model.y_range_name],p=this.model._coords,s=0,u=p.length;s<u;s++)f=p[s],m=f[0],g=f[1],m=\"_\"+m,g=\"_\"+g,null!=v.v_synthetic&&(this[m]=v.v_synthetic(this[m])),null!=b.v_synthetic&&(this[g]=b.v_synthetic(this[g]));return null!=this.glglyph&&this.glglyph.set_data_changed(this._x.length),this._set_data(t,r),this.index=this._index_data()},r.prototype._set_data=function(){},r.prototype._index_data=function(){},r.prototype.mask_data=function(t){return null!=this.glglyph?t:this._mask_data(t)},r.prototype._mask_data=function(t){return t},r.prototype._bounds=function(t){return t},r.prototype.map_data=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,d,f,y,m,v,g;for(i=this.model._coords,e=0,n=i.length;e<n;e++)if(o=i[e],v=o[0],g=o[1],f=\"s\"+v,m=\"s\"+g,v=\"_\"+v,g=\"_\"+g,p.isArray(null!=(s=this[v])?s[0]:void 0)||(null!=(a=this[v])&&null!=(l=a[0])?l.buffer:void 0)instanceof ArrayBuffer)for(u=[[],[]],this[f]=u[0],this[m]=u[1],t=r=0,c=this[v].length;0<=c?r<c:r>c;t=0<=c?++r:--r)_=this.map_to_screen(this[v][t],this[g][t]),d=_[0],y=_[1],this[f].push(d),this[m].push(y);else h=this.map_to_screen(this[v],this[g]),this[f]=h[0],this[m]=h[1];return this._map_data()},r.prototype._map_data=function(){},r.prototype.map_to_screen=function(t,e){return this.renderer.plot_view.map_to_screen(t,e,this.model.x_range_name,this.model.y_range_name)},r}(l.View),r.Glyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._coords=[],e.coords=function(t){var e,r,n,i,s,a,l;for(e=this.prototype._coords.concat(t),this.prototype._coords=e,s={},r=0,n=t.length;r<n;r++)i=t[r],a=i[0],l=i[1],s[a]=[o.NumberSpec],s[l]=[o.NumberSpec];return this.define(s)},e.internal({x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),e}(u.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(103),s=t(14);r.HBarView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.scx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype._index_data=function(){return this._index_box(this._y.length)},e.prototype._lrtb=function(t){var e,r,n,i;return r=Math.min(this._left[t],this._right[t]),n=Math.max(this._left[t],this._right[t]),i=this._y[t]+.5*this._height[t],e=this._y[t]-.5*this._height[t],[r,n,i,e]},e.prototype._map_data=function(){var t,e,r,n,i,o;for(o=this.renderer.yscale.v_compute(this._y),this.sy=this.renderer.plot_view.canvas.v_vy_to_sy(o),i=this.renderer.xscale.v_compute(this._right),this.sright=this.renderer.plot_view.canvas.v_vx_to_sx(i),n=this.renderer.xscale.v_compute(this._left),this.sleft=this.renderer.plot_view.canvas.v_vx_to_sx(n),this.stop=[],this.sbottom=[],this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"),t=e=0,r=this.sy.length;0<=r?e<r:e>r;t=0<=r?++e:--e)this.stop.push(this.sy[t]-this.sh[t]/2),this.sbottom.push(this.sy[t]+this.sh[t]/2);return null},e}(o.BoxView),r.HBar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.HBarView,e.prototype.type=\"HBar\",e.coords([[\"left\",\"y\"]]),e.define({height:[s.DistanceSpec],right:[s.NumberSpec]}),e.override({left:0}),e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(125),a=t(143),l=t(14),u=t(21);r.ImageView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.color_mapper.change,function(){return this._update_image()})},e.prototype._update_image=function(){if(null!=this.image_data)return this._set_data(),this.renderer.plot_view.request_render()},e.prototype._set_data=function(){var t,e,r,n,i,o,s,a,l,c,_,h;for(null!=this.image_data&&this.image_data.length===this._image.length||(this.image_data=new Array(this._image.length)),null!=this._width&&this._width.length===this._image.length||(this._width=new Array(this._image.length)),null!=this._height&&this._height.length===this._image.length||(this._height=new Array(this._image.length)),_=[],o=l=0,c=this._image.length;0<=c?l<c:l>c;o=0<=c?++l:--l)h=[],null!=this._image_shape&&(h=this._image_shape[o]),h.length>0?(a=this._image[o],this._height[o]=h[0],this._width[o]=h[1]):(a=u.concat(this._image[o]),this._height[o]=this._image[o].length,this._width[o]=this._image[o][0].length),null!=this.image_data[o]&&this.image_data[o].width===this._width[o]&&this.image_data[o].height===this._height[o]?r=this.image_data[o]:(r=document.createElement(\"canvas\"),r.width=this._width[o],r.height=this._height[o]),i=r.getContext(\"2d\"),s=i.getImageData(0,0,this._width[o],this._height[o]),n=this.model.color_mapper,t=n.v_map_screen(a,!0),e=new Uint8Array(t),s.data.set(e),i.putImageData(s,0,0),this.image_data[o]=r,this.max_dw=0,\"data\"===this._dw.units&&(this.max_dw=u.max(this._dw)),this.max_dh=0,\"data\"===this._dh.units?_.push(this.max_dh=u.max(this._dh)):_.push(void 0);return _},e.prototype._map_data=function(){switch(this.model.properties.dw.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,this._dw,\"edge\",this.model.dilate);break;case\"screen\":this.sw=this._dw}switch(this.model.properties.dh.units){case\"data\":return this.sh=this.sdist(this.renderer.yscale,this._y,this._dh,\"edge\",this.model.dilate);case\"screen\":return this.sh=this._dh}},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;for(i=r.image_data,c=r.sx,_=r.sy,u=r.sw,l=r.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),o=0,s=e.length;o<s;o++)n=e[o],null!=i[n]&&(isNaN(c[n]+_[n]+u[n]+l[n])||(h=_[n],t.translate(0,h),t.scale(1,-1),t.translate(0,-h),t.drawImage(i[n],0|c[n],0|_[n],u[n],l[n]),t.translate(0,h),t.scale(1,-1),t.translate(0,-h)));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.bbox,t.maxX+=this.max_dw,t.maxY+=this.max_dh,t},e}(s.XYGlyphView),n=function(){return[0,2434341,5395026,7566195,9868950,12434877,14277081,15790320,16777215]},r.Image=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.ImageView,e.prototype.type=\"Image\",e.define({image:[l.NumberSpec],dw:[l.DistanceSpec],dh:[l.DistanceSpec],dilate:[l.Bool,!1],color_mapper:[l.Instance,function(){return new a.LinearColorMapper({palette:n()})}]}),e}(s.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14),a=t(21);r.ImageRGBAView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(t,e){var r,n,i,o,s,l,u,c,_,h,p,d,f,y,m;for(null!=this.image_data&&this.image_data.length===this._image.length||(this.image_data=new Array(this._image.length)),null!=this._width&&this._width.length===this._image.length||(this._width=new Array(this._image.length)),null!=this._height&&this._height.length===this._image.length||(this._height=new Array(this._image.length)),y=[],u=h=0,d=this._image.length;0<=d?h<d:h>d;u=0<=d?++h:--h)if(!(null!=e&&e.indexOf(u)<0)){if(m=[],null!=this._image_shape&&(m=this._image_shape[u]),m.length>0)r=this._image[u].buffer,this._height[u]=m[0],this._width[u]=m[1];else{for(l=a.concat(this._image[u]),r=new ArrayBuffer(4*l.length),o=new 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this.sh=this.sdist(this.renderer.yscale,this._y,this._dh,\"edge\",this.model.dilate);case\"screen\":return this.sh=this._dh}},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;for(i=r.image_data,c=r.sx,_=r.sy,u=r.sw,l=r.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),o=0,s=e.length;o<s;o++)n=e[o],isNaN(c[n]+_[n]+u[n]+l[n])||(h=_[n],t.translate(0,h),t.scale(1,-1),t.translate(0,-h),t.drawImage(i[n],0|c[n],0|_[n],u[n],l[n]),t.translate(0,h),t.scale(1,-1),t.translate(0,-h));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.bbox,t.maxX+=this.max_dw,t.maxY+=this.max_dh,t},e}(o.XYGlyphView),r.ImageRGBA=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.ImageRGBAView,e.prototype.type=\"ImageRGBA\",e.define({image:[s.NumberSpec],dw:[s.DistanceSpec],dh:[s.DistanceSpec],dilate:[s.Bool,!1]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(106),s=t(13),a=t(14);r.ImageURLView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.properties.global_alpha.change,function(t){return function(){return t.renderer.request_render()}}(this))},e.prototype._index_data=function(){},e.prototype._set_data=function(){var t,e,r,n,i,o,a;for(null!=this.image&&this.image.length===this._url.length||(this.image=function(){var t,r,n,i;for(n=this._url,i=[],t=0,r=n.length;t<r;t++)e=n[t],i.push(null);return i}.call(this)),o=this.model.retry_attempts,a=this.model.retry_timeout,this.retries=function(){var t,r,n,i;for(n=this._url,i=[],t=0,r=n.length;t<r;t++)e=n[t],i.push(o);return i}.call(this),i=[],t=r=0,n=this._url.length;0<=n?r<n:r>n;t=0<=n?++r:--r)null!=this._url[t]&&(e=new Image,e.onerror=function(t){return function(e,r){return function(){return t.retries[e]>0?(s.logger.trace(\"ImageURL failed to load \"+t._url[e]+\" image, retrying in \"+a+\" ms\"),setTimeout(function(){return r.src=t._url[e]},a)):s.logger.warn(\"ImageURL unable to load \"+t._url[e]+\" image after \"+o+\" retries\"),t.retries[e]-=1}}}(this)(t,e),e.onload=function(t){return function(e,r){return function(){return t.image[r]=e,t.renderer.request_render()}}}(this)(e,t),i.push(e.src=this._url[t]));return i},e.prototype.has_finished=function(){return e.__super__.has_finished.call(this)&&this._images_rendered===!0},e.prototype._map_data=function(){var t,e,r;switch(e=function(){var t,e,n,i;if(null!=this.model.w)return this._w;for(n=this._x,i=[],t=0,e=n.length;t<e;t++)r=n[t],i.push(NaN);return i}.call(this),t=function(){var t,e,n,i;if(null!=this.model.h)return this._h;for(n=this._x,i=[],t=0,e=n.length;t<e;t++)r=n[t],i.push(NaN);return i}.call(this),this.model.properties.w.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,e,\"edge\",this.model.dilate);break;case\"screen\":this.sw=e}switch(this.model.properties.h.units){case\"data\":return this.sh=this.sdist(this.renderer.yscale,this._y,t,\"edge\",this.model.dilate);case\"screen\":return this.sh=t}},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d;for(i=r._url,l=r.image,p=r.sx,d=r.sy,h=r.sw,_=r.sh,n=r._angle,s=this.renderer.plot_view.frame,t.rect(s._left.value+1,s._bottom.value+1,s._width.value-2,s._height.value-2),t.clip(),o=!0,u=0,c=e.length;u<c;u++)a=e[u],isNaN(p[a]+d[a]+n[a])||this.retries[a]!==-1&&(null!=l[a]?this._render_image(t,a,l[a],p,d,h,_,n):o=!1);if(o&&!this._images_rendered)return this._images_rendered=!0,this.notify_finished()},e.prototype._final_sx_sy=function(t,e,r,n,i){switch(t){case\"top_left\":return[e,r];case\"top_center\":return[e-n/2,r];case\"top_right\":return[e-n,r];case\"center_right\":return[e-n,r-i/2];case\"bottom_right\":return[e-n,r-i];case\"bottom_center\":return[e-n/2,r-i];case\"bottom_left\":return[e,r-i];case\"center_left\":return[e,r-i/2];case\"center\":return[e-n/2,r-i/2]}},e.prototype._render_image=function(t,e,r,n,i,o,s,a){var l,u;return isNaN(o[e])&&(o[e]=r.width),isNaN(s[e])&&(s[e]=r.height),l=this.model.anchor,u=this._final_sx_sy(l,n[e],i[e],o[e],s[e]),n=u[0],i=u[1],t.save(),t.globalAlpha=this.model.global_alpha,a[e]?(t.translate(n,i),t.rotate(a[e]),t.drawImage(r,0,0,o[e],s[e]),t.rotate(-a[e]),t.translate(-n,-i)):t.drawImage(r,n,i,o[e],s[e]),t.restore()},e}(o.GlyphView),r.ImageURL=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.ImageURLView,e.prototype.type=\"ImageURL\",e.coords([[\"x\",\"y\"]]),e.mixins([]),e.define({url:[a.StringSpec],anchor:[a.Anchor,\"top_left\"],global_alpha:[a.Number,1],angle:[a.AngleSpec,0],w:[a.DistanceSpec],h:[a.DistanceSpec],dilate:[a.Bool,!1],retry_attempts:[a.Number,0],retry_timeout:[a.Number,0]}),e}(o.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(99);r.AnnularWedge=n.AnnularWedge;var i=t(100);r.Annulus=i.Annulus;var o=t(101);r.Arc=o.Arc;var s=t(102);r.Bezier=s.Bezier;var a=t(104);r.Circle=a.Circle;var l=t(105);r.Ellipse=l.Ellipse;var u=t(106);r.Glyph=u.Glyph;var c=t(107);r.HBar=c.HBar;var _=t(108);r.Image=_.Image;var h=t(109);r.ImageRGBA=h.ImageRGBA;var p=t(110);r.ImageURL=p.ImageURL;var d=t(112);r.Line=d.Line;var f=t(113);r.MultiLine=f.MultiLine;var y=t(114);r.Oval=y.Oval;var m=t(115);r.Patch=m.Patch;var v=t(116);r.Patches=v.Patches;var g=t(117);r.Quad=g.Quad;var b=t(118);r.Quadratic=b.Quadratic;var w=t(119);r.Ray=w.Ray;var x=t(120);r.Rect=x.Rect;var k=t(121);r.Segment=k.Segment;var M=t(122);r.Text=M.Text;var S=t(123);r.VBar=S.VBar;var T=t(124);r.Wedge=T.Wedge;var O=t(125);r.XYGlyph=O.XYGlyph},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9);r.LineView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u;for(l=r.sx,u=r.sy,n=!1,this.visuals.line.set_value(t),s=null,o=0,a=e.length;o<a;o++){if(i=e[o],n){if(!isFinite(l[i]+u[i])){t.stroke(),t.beginPath(),n=!1,s=i;continue}null!==s&&i-s>1&&(t.stroke(),n=!1)}n?t.lineTo(l[i],u[i]):(t.beginPath(),t.moveTo(l[i],u[i]),n=!0),s=i}if(n)return t.stroke()},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h;for(c=s.create_hit_test_result(),a={x:this.renderer.plot_view.canvas.vx_to_sx(t.vx),y:this.renderer.plot_view.canvas.vy_to_sy(t.vy)},_=9999,h=Math.max(2,this.visuals.line.line_width.value()/2),r=n=0,l=this.sx.length-1;0<=l?n<l:n>l;r=0<=l?++n:--n)u=[{x:this.sx[r],y:this.sy[r]},{x:this.sx[r+1],y:this.sy[r+1]}],i=u[0],o=u[1],e=s.dist_to_segment(a,i,o),e<h&&e<_&&(_=e,c[\"0d\"].glyph=this.model,c[\"0d\"].get_view=function(){return this}.bind(this),c[\"0d\"].flag=!0,c[\"0d\"].indices=[r]);return c},e.prototype._hit_span=function(t){var e,r,n,i,o,a,l,u,c;for(n=[t.vx,t.vy],u=n[0],c=n[1],o=s.create_hit_test_result(),\"v\"===t.direction?(a=this.renderer.yscale.invert(c),l=this._y):(a=this.renderer.xscale.invert(u),l=this._x),e=r=0,i=l.length-1;0<=i?r<i:r>i;e=0<=i?++r:--r)(l[e]<=a&&a<=l[e+1]||l[e+1]<=a&&a<=l[e])&&(o[\"0d\"].glyph=this.model,o[\"0d\"].get_view=function(){return this}.bind(this),o[\"0d\"].flag=!0,o[\"0d\"].indices.push(e));return o},e.prototype.get_interpolation_hit=function(t,e){var r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w;return r=[e.vx,e.vy],h=r[0],p=r[1],n=[this._x[t],this._y[t],this._x[t+1],this._y[t+1]],y=n[0],b=n[1],m=n[2],w=n[3],\"point\"===e.type?(i=this.renderer.yscale.v_invert([p-1,p+1]),v=i[0],g=i[1],o=this.renderer.xscale.v_invert([h-1,h+1]),d=o[0],f=o[1]):\"v\"===e.direction?(a=this.renderer.yscale.v_invert([p,p]),v=a[0],g=a[1],l=[y,m],d=l[0],f=l[1]):(u=this.renderer.xscale.v_invert([h,h]),d=u[0],f=u[1],c=[b,w],v=c[0],g=c[1]),_=s.check_2_segments_intersect(d,v,f,g,y,b,m,w),[_.x,_.y]},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Line=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.LineView,e.prototype.type=\"Line\",e.mixins([\"line\"]),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(35),s=t(9),a=t(21),l=t(41),u=t(106);r.MultiLineView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._index_data=function(){var t,e,r,n,i,s,u,c;for(r=[],t=e=0,n=this._xs.length;0<=n?e<n:e>n;t=0<=n?++e:--e)null!==this._xs[t]&&0!==this._xs[t].length&&(s=function(){var e,r,n,o;for(n=this._xs[t],o=[],e=0,r=n.length;e<r;e++)i=n[e],l.isStrictNaN(i)||o.push(i);return o}.call(this),c=function(){var e,r,n,i;for(n=this._ys[t],i=[],e=0,r=n.length;e<r;e++)u=n[e],l.isStrictNaN(u)||i.push(u);return i}.call(this),r.push({minX:a.min(s),minY:a.min(c),maxX:a.max(s),maxY:a.max(c),i:t}));return new o.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d;for(h=r.sxs,d=r.sys,c=[],o=0,a=e.length;o<a;o++){for(n=e[o],l=[h[n],d[n]],_=l[0],p=l[1],this.visuals.line.set_vectorize(t,n),i=s=0,u=_.length;0<=u?s<u:s>u;i=0<=u?++s:--s)0!==i?isNaN(_[i])||isNaN(p[i])?(t.stroke(),t.beginPath()):t.lineTo(_[i],p[i]):(t.beginPath(),t.moveTo(_[i],p[i]));c.push(t.stroke())}return c},e.prototype._hit_point=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m;for(f=s.create_hit_test_result(),c={x:this.renderer.plot_view.canvas.vx_to_sx(t.vx),y:this.renderer.plot_view.canvas.vy_to_sy(t.vy)},y=9999,r={},n=o=0,h=this.sxs.length;0<=h?o<h:o>h;n=0<=h?++o:--o){for(m=Math.max(2,this.visuals.line.cache_select(\"line_width\",n)/2),_=null,i=a=0,p=this.sxs[n].length-1;0<=p?a<p:a>p;i=0<=p?++a:--a)d=[{x:this.sxs[n][i],y:this.sys[n][i]},{x:this.sxs[n][i+1],y:this.sys[n][i+1]}],l=d[0],u=d[1],e=s.dist_to_segment(c,l,u),e<m&&e<y&&(y=e,_=[i]);_&&(r[n]=_)}return f[\"1d\"].indices=function(){var t,e,i,o;for(i=Object.keys(r),o=[],e=0,t=i.length;e<t;e++)n=i[e],o.push(parseInt(n));return o}(),f[\"2d\"].indices=r,f},e.prototype._hit_span=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f;for(l=[t.vx,t.vy],d=l[0],f=l[1],_=s.create_hit_test_result(),\"v\"===t.direction?(h=this.renderer.yscale.invert(f),p=this._ys):(h=this.renderer.xscale.invert(d),p=this._xs),e={},r=i=0,u=p.length;0<=u?i<u:i>u;r=0<=u?++i:--i){for(a=[],n=o=0,c=p[r].length-1;0<=c?o<c:o>c;n=0<=c?++o:--o)p[r][n]<=h&&h<=p[r][n+1]&&a.push(n);a.length>0&&(e[r]=a)}return _[\"1d\"].indices=function(){var t,n,i,o;for(i=Object.keys(e),o=[],n=0,t=i.length;n<t;n++)r=i[n],o.push(parseInt(r));return o}(),_[\"2d\"].indices=e,_},e.prototype.get_interpolation_hit=function(t,e,r){var n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x;return n=[r.vx,r.vy],p=n[0],d=n[1],i=[this._xs[t][e],this._ys[t][e],this._xs[t][e+1],this._ys[t][e+1]],m=i[0],w=i[1],v=i[2],x=i[3],\"point\"===r.type?(o=this.renderer.yscale.v_invert([d-1,d+1]),g=o[0],b=o[1],a=this.renderer.xscale.v_invert([p-1,p+1]),f=a[0],y=a[1]):\"v\"===r.direction?(l=this.renderer.yscale.v_invert([d,d]),g=l[0],b=l[1],u=[m,v],f=u[0],y=u[1]):(c=this.renderer.xscale.v_invert([p,p]),f=c[0],y=c[1],_=[w,x],g=_[0],b=_[1]),h=s.check_2_segments_intersect(f,g,y,b,m,w,v,x),[h.x,h.y]},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(u.GlyphView),r.MultiLine=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.MultiLineView,e.prototype.type=\"MultiLine\",e.coords([[\"xs\",\"ys\"]]),e.mixins([\"line\"]),e}(u.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14);r.OvalView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(){if(this.max_w2=0,\"data\"===this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.model.properties.height.units)return this.max_h2=this.max_height/2},e.prototype._map_data=function(){return\"data\"===this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this.sw=this._width,\"data\"===this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;for(u=r.sx,c=r.sy,l=r.sw,a=r.sh,s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(u[n]+c[n]+l[n]+a[n]+this._angle[n])||(t.translate(u[n],c[n]),t.rotate(this._angle[n]),t.beginPath(),t.moveTo(0,-a[n]/2),t.bezierCurveTo(l[n]/2,-a[n]/2,l[n]/2,a[n]/2,0,a[n]/2),t.bezierCurveTo(-l[n]/2,a[n]/2,-l[n]/2,-a[n]/2,0,-a[n]/2),t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,n),t.stroke()),t.rotate(-this._angle[n]),s.push(t.translate(-u[n],-c[n])));return s},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){var s,a,l,u,c,_,h,p;return l=[o],h={},h[o]=(e+r)/2,p={},p[o]=(n+i)/2,u=this.sw[o]/this.sh[o],s=.8*Math.min(Math.abs(r-e),Math.abs(i-n)),_={},c={},u>1?(_[o]=s,c[o]=s/u):(_[o]=s*u,c[o]=s),a={sx:h,sy:p,sw:_,sh:c},this._render(t,l,a)},e.prototype._bounds=function(t){return this.max_wh2_bounds(t)},e}(o.XYGlyphView),r.Oval=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.OvalView,e.prototype.type=\"Oval\",e.mixins([\"line\",\"fill\"]),e.define({angle:[s.AngleSpec,0],width:[s.DistanceSpec],height:[s.DistanceSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125);r.PatchView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u;if(l=r.sx,u=r.sy,this.visuals.fill.doit){for(this.visuals.fill.set_value(t),i=0,s=e.length;i<s;i++)n=e[i],0!==n?isNaN(l[n]+u[n])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(l[n],u[n]):(t.beginPath(),t.moveTo(l[n],u[n]));t.closePath(),t.fill()}if(this.visuals.line.doit){for(this.visuals.line.set_value(t),o=0,a=e.length;o<a;o++)n=e[o],0!==n?isNaN(l[n]+u[n])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(l[n],u[n]):(t.beginPath(),t.moveTo(l[n],u[n]));return t.closePath(),t.stroke()}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Patch=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PatchView,e.prototype.type=\"Patch\",e.mixins([\"line\",\"fill\"]),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(35),s=t(106),a=t(21),l=t(41),u=t(9);r.PatchesView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._build_discontinuous_object=function(t){var e,r,n,i,o,s,u,c,_;for(r={},n=i=0,_=t.length;0<=_?i<_:i>_;n=0<=_?++i:--i)for(r[n]=[],u=a.copy(t[n]);u.length>0;)o=a.findLastIndex(u,function(t){return l.isStrictNaN(t)}),o>=0?c=u.splice(o):(c=u,u=[]),e=function(){var t,e,r;for(r=[],t=0,e=c.length;t<e;t++)s=c[t],l.isStrictNaN(s)||r.push(s);return r}(),r[n].push(e);return r},e.prototype._index_data=function(){var t,e,r,n,i,s,l,u,c,_,h;for(c=this._build_discontinuous_object(this._xs),h=this._build_discontinuous_object(this._ys),i=[],t=r=0,s=this._xs.length;0<=s?r<s:r>s;t=0<=s?++r:--r)for(e=n=0,l=c[t].length;0<=l?n<l:n>l;e=0<=l?++n:--n)u=c[t][e],_=h[t][e],0!==u.length&&i.push({minX:a.min(u),minY:a.min(_),maxX:a.max(u),maxY:a.max(_),i:t});return new o.RBush(i)},e.prototype._mask_data=function(t){var e,r,n,i,o,s,a,l,c;return s=this.renderer.plot_view.frame.x_ranges[\"default\"],r=[s.min,s.max],i=r[0],o=r[1],c=this.renderer.plot_view.frame.y_ranges[\"default\"],n=[c.min,c.max],a=n[0],l=n[1],e=u.validate_bbox_coords([i,o],[a,l]),this.index.indices(e)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y;for(d=r.sxs,y=r.sys,this.renderer.sxss=this._build_discontinuous_object(d),this.renderer.syss=this._build_discontinuous_object(y),h=[],o=0,a=e.length;o<a;o++){if(n=e[o],u=[d[n],y[n]],p=u[0],f=u[1],this.visuals.fill.doit){for(this.visuals.fill.set_vectorize(t,n),i=s=0,c=p.length;0<=c?s<c:s>c;i=0<=c?++s:--s)0!==i?isNaN(p[i]+f[i])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(p[i],f[i]):(t.beginPath(),t.moveTo(p[i],f[i]));t.closePath(),t.fill()}if(this.visuals.line.doit){for(this.visuals.line.set_vectorize(t,n),i=l=0,_=p.length;0<=_?l<_:l>_;i=0<=_?++l:--l)0!==i?isNaN(p[i]+f[i])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(p[i],f[i]):(t.beginPath(),t.moveTo(p[i],f[i]));t.closePath(),h.push(t.stroke())}else h.push(void 0)}return h},e.prototype._hit_point=function(t){var e,r,n,i,o,s,a,l,c,_,h,p,d,f,y,m,v,g,b;for(l=[t.vx,t.vy],m=l[0],v=l[1],p=this.renderer.plot_view.canvas.vx_to_sx(m),f=this.renderer.plot_view.canvas.vy_to_sy(v),g=this.renderer.xscale.invert(m),b=this.renderer.yscale.invert(v),e=this.index.indices({minX:g,minY:b,maxX:g,maxY:b}),r=[],n=s=0,c=e.length;0<=c?s<c:s>c;n=0<=c?++s:--s)for(i=e[n],d=this.renderer.sxss[i],y=this.renderer.syss[i],o=a=0,_=d.length;0<=_?a<_:a>_;o=0<=_?++a:--a)u.point_in_poly(p,f,d[o],y[o])&&r.push(i);return h=u.create_hit_test_result(),h[\"1d\"].indices=r,h},e.prototype._get_snap_coord=function(t){var e,r,n,i;for(i=0,e=0,r=t.length;e<r;e++)n=t[e],i+=n;return i/t.length},e.prototype.scx=function(t,e,r){var n,i,o,s,a;if(1===this.renderer.sxss[t].length)return this._get_snap_coord(this.sxs[t]);for(s=this.renderer.sxss[t],a=this.renderer.syss[t],n=i=0,o=s.length;0<=o?i<o:i>o;n=0<=o?++i:--i)if(u.point_in_poly(e,r,s[n],a[n]))return this._get_snap_coord(s[n]);return null},e.prototype.scy=function(t,e,r){var n,i,o,s,a;if(1===this.renderer.syss[t].length)return this._get_snap_coord(this.sys[t]);for(s=this.renderer.sxss[t],a=this.renderer.syss[t],n=i=0,o=s.length;0<=o?i<o:i>o;n=0<=o?++i:--i)if(u.point_in_poly(e,r,s[n],a[n]))return this._get_snap_coord(a[n])},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e}(s.GlyphView),r.Patches=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PatchesView,e.prototype.type=\"Patches\",e.coords([[\"xs\",\"ys\"]]),e.mixins([\"line\",\"fill\"]),e}(s.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(103);r.QuadView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.get_anchor_point=function(t,e,r){var n,i,o,s;switch(i=Math.min(this.sleft[e],this.sright[e]),o=Math.max(this.sright[e],this.sleft[e]),s=Math.min(this.stop[e],this.sbottom[e]),n=Math.max(this.sbottom[e],this.stop[e]),t){case\"top_left\":return{x:i,y:s};case\"top_center\":return{x:(i+o)/2,y:s};case\"top_right\":return{x:o,y:s};case\"center_right\":return{x:o,y:(s+n)/2};case\"bottom_right\":return{x:o,y:n};case\"bottom_center\":return{x:(i+o)/2,y:n};case\"bottom_left\":return{x:i,y:n};case\"center_left\":return{x:i,y:(s+n)/2};case\"center\":return{x:(i+o)/2,y:(s+n)/2}}},e.prototype.scx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scy=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype._index_data=function(){return this._index_box(this._right.length)},e.prototype._lrtb=function(t){var e,r,n,i;return r=this._left[t],n=this._right[t],i=this._top[t],e=this._bottom[t],[r,n,i,e]},e}(o.BoxView),r.Quad=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.QuadView,e.prototype.type=\"Quad\",e.coords([[\"right\",\"bottom\"],[\"left\",\"top\"]]),e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(35),a=t(106);n=function(t,e,r){var n,i;return e===(t+r)/2?[t,r]:(i=(t-e)/(t-2*e+r),n=t*Math.pow(1-i,2)+2*e*(1-i)*i+r*Math.pow(i,2),[Math.min(t,r,n),Math.max(t,r,n)])},r.QuadraticView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._index_data=function(){var t,e,r,i,o,a,l,u,c,_;for(r=[],t=e=0,i=this._x0.length;0<=i?e<i:e>i;t=0<=i?++e:--e)isNaN(this._x0[t]+this._x1[t]+this._y0[t]+this._y1[t]+this._cx[t]+this._cy[t])||(o=n(this._x0[t],this._cx[t],this._x1[t]),l=o[0],u=o[1],a=n(this._y0[t],this._cy[t],this._y1[t]),c=a[0],_=a[1],r.push({minX:l,minY:c,maxX:u,maxY:_,i:t}));return new s.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h;if(u=r.sx0,_=r.sy0,c=r.sx1,h=r.sy1,a=r.scx,l=r.scy,this.visuals.line.doit){for(s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(u[n]+_[n]+c[n]+h[n]+a[n]+l[n])||(t.beginPath(),t.moveTo(u[n],_[n]),t.quadraticCurveTo(a[n],l[n],c[n],h[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke()));return s}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(a.GlyphView),r.Quadratic=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.QuadraticView,e.prototype.type=\"Quadratic\",e.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx\",\"cy\"]]),e.mixins([\"line\"]),e}(a.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14);r.RayView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._map_data=function(){return this.slength=this.sdist(this.renderer.xscale,this._x,this._length)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f;if(p=r.sx,d=r.sy,h=r.slength,n=r._angle,this.visuals.line.doit){for(f=this.renderer.plot_view.frame._width.value,i=this.renderer.plot_view.frame._height.value,s=2*(f+i),o=a=0,c=h.length;0<=c?a<c:a>c;o=0<=c?++a:--a)0===h[o]&&(h[o]=s);\n      for(_=[],l=0,u=e.length;l<u;l++)o=e[l],isNaN(p[o]+d[o]+n[o]+h[o])||(t.translate(p[o],d[o]),t.rotate(n[o]),t.beginPath(),t.moveTo(0,0),t.lineTo(h[o],0),this.visuals.line.set_vectorize(t,o),t.stroke(),t.rotate(-n[o]),_.push(t.translate(-p[o],-d[o])));return _}},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(o.XYGlyphView),r.Ray=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.RayView,e.prototype.type=\"Ray\",e.mixins([\"line\"]),e.define({length:[s.DistanceSpec],angle:[s.AngleSpec]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(9),a=t(14),l=t(21);r.RectView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._set_data=function(){if(this.max_w2=0,\"data\"===this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.model.properties.height.units)return this.max_h2=this.max_height/2},e.prototype._map_data=function(){var t,e,r,n;return t=this.renderer.plot_view.canvas,\"data\"===this.model.properties.width.units?(r=this._map_dist_corner_for_data_side_length(this._x,this._width,this.renderer.xscale,t,0),this.sw=r[0],this.sx0=r[1]):(this.sw=this._width,this.sx0=function(){var t,r,n;for(n=[],e=t=0,r=this.sx.length;0<=r?t<r:t>r;e=0<=r?++t:--t)n.push(this.sx[e]-this.sw[e]/2);return n}.call(this)),\"data\"===this.model.properties.height.units?(n=this._map_dist_corner_for_data_side_length(this._y,this._height,this.renderer.yscale,t,1),this.sh=n[0],this.sy1=n[1]):(this.sh=this._height,this.sy1=function(){var t,r,n;for(n=[],e=t=0,r=this.sy.length;0<=r?t<r:t>r;e=0<=r?++t:--t)n.push(this.sy[e]-this.sh[e]/2);return n}.call(this)),this.ssemi_diag=function(){var t,r,n;for(n=[],e=t=0,r=this.sw.length;0<=r?t<r:t>r;e=0<=r?++t:--t)n.push(Math.sqrt(this.sw[e]/2*this.sw[e]/2+this.sh[e]/2*this.sh[e]/2));return n}.call(this)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d;if(_=r.sx,p=r.sy,h=r.sx0,d=r.sy1,c=r.sw,u=r.sh,n=r._angle,this.visuals.fill.doit)for(o=0,a=e.length;o<a;o++)i=e[o],isNaN(_[i]+p[i]+h[i]+d[i]+c[i]+u[i]+n[i])||(this.visuals.fill.set_vectorize(t,i),n[i]?(t.translate(_[i],p[i]),t.rotate(n[i]),t.fillRect(-c[i]/2,-u[i]/2,c[i],u[i]),t.rotate(-n[i]),t.translate(-_[i],-p[i])):t.fillRect(h[i],d[i],c[i],u[i]));if(this.visuals.line.doit){for(t.beginPath(),s=0,l=e.length;s<l;s++)i=e[s],isNaN(_[i]+p[i]+h[i]+d[i]+c[i]+u[i]+n[i])||0!==c[i]&&0!==u[i]&&(n[i]?(t.translate(_[i],p[i]),t.rotate(n[i]),t.rect(-c[i]/2,-u[i]/2,c[i],u[i]),t.rotate(-n[i]),t.translate(-_[i],-p[i])):t.rect(h[i],d[i],c[i],u[i]),this.visuals.line.set_vectorize(t,i),t.stroke(),t.beginPath());return t.stroke()}},e.prototype._hit_rect=function(t){var e,r,n,i,o,a,l,u;return r=this.renderer.xscale.v_invert([t.vx0,t.vx1]),o=r[0],a=r[1],n=this.renderer.yscale.v_invert([t.vy0,t.vy1]),l=n[0],u=n[1],e=s.validate_bbox_coords([o,a],[l,u]),i=s.create_hit_test_result(),i[\"1d\"].indices=this.index.indices(e),i},e.prototype._hit_point=function(t){var e,r,n,i,o,a,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j;for(f=[t.vx,t.vy],k=f[0],M=f[1],T=this.renderer.xscale.invert(k),A=this.renderer.yscale.invert(M),g=function(){var t,e,r;for(r=[],a=t=0,e=this.sx0.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(this.sx0[a]+this.sw[a]/2);return r}.call(this),b=function(){var t,e,r;for(r=[],a=t=0,e=this.sy1.length;0<=e?t<e:t>e;a=0<=e?++t:--t)r.push(this.sy1[a]+this.sh[a]/2);return r}.call(this),_=l.max(this._ddist(0,g,this.ssemi_diag)),h=l.max(this._ddist(1,b,this.ssemi_diag)),O=T-_,P=T+_,E=A-h,j=A+h,o=[],e=s.validate_bbox_coords([O,P],[E,j]),y=this.index.indices(e),u=0,c=y.length;u<c;u++)a=y[u],w=this.renderer.plot_view.canvas.vx_to_sx(k),x=this.renderer.plot_view.canvas.vy_to_sy(M),this._angle[a]?(n=Math.sqrt(Math.pow(w-this.sx[a],2)+Math.pow(x-this.sy[a],2)),v=Math.sin(-this._angle[a]),r=Math.cos(-this._angle[a]),p=r*(w-this.sx[a])-v*(x-this.sy[a])+this.sx[a],d=v*(w-this.sx[a])+r*(x-this.sy[a])+this.sy[a],w=p,x=d,S=Math.abs(this.sx[a]-w)<=this.sw[a]/2,i=Math.abs(this.sy[a]-x)<=this.sh[a]/2):(S=w-this.sx0[a]<=this.sw[a]&&w-this.sx0[a]>=0,i=x-this.sy1[a]<=this.sh[a]&&x-this.sy1[a]>=0),i&&S&&o.push(a);return m=s.create_hit_test_result(),m[\"1d\"].indices=o,m},e.prototype._map_dist_corner_for_data_side_length=function(t,e,r,n,i){var o,s,a,l,u,c,_,h;return null!=r.source_range.synthetic&&(t=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)h=t[e],i.push(r.source_range.synthetic(h));return i}()),s=function(){var r,n,i;for(i=[],o=r=0,n=t.length;0<=n?r<n:r>n;o=0<=n?++r:--r)i.push(Number(t[o])-e[o]/2);return i}(),a=function(){var r,n,i;for(i=[],o=r=0,n=t.length;0<=n?r<n:r>n;o=0<=n?++r:--r)i.push(Number(t[o])+e[o]/2);return i}(),u=r.v_compute(s),c=r.v_compute(a),l=this.sdist(r,s,e,\"edge\",this.model.dilate),0===i?(_=u[0]<c[0]?u:c,[l,n.v_vx_to_sx(_)]):1===i?(_=u[0]<c[0]?c:u,[l,n.v_vy_to_sy(_)]):void 0},e.prototype._ddist=function(t,e,r){var n,i,o,s,a,l,u;return 0===t?(u=this.renderer.plot_view.canvas.v_sx_to_vx(e),s=this.renderer.xscale):(u=this.renderer.plot_view.canvas.v_vy_to_sy(e),s=this.renderer.yscale),a=u,l=function(){var t,e,i;for(i=[],n=t=0,e=a.length;0<=e?t<e:t>e;n=0<=e?++t:--t)i.push(a[n]+r[n]);return i}(),i=s.v_invert(a),o=s.v_invert(l),function(){var t,e,r;for(r=[],n=t=0,e=i.length;0<=e?t<e:t>e;n=0<=e?++t:--t)r.push(Math.abs(o[n]-i[n]));return r}()},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_area_legend(t,e,r,n,i,o)},e.prototype._bounds=function(t){return this.max_wh2_bounds(t)},e}(o.XYGlyphView),r.Rect=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.RectView,e.prototype.type=\"Rect\",e.mixins([\"line\",\"fill\"]),e.define({angle:[a.AngleSpec,0],width:[a.DistanceSpec],height:[a.DistanceSpec],dilate:[a.Bool,!1]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(9),s=t(35),a=t(106);r.SegmentView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._index_data=function(){var t,e,r,n;for(r=[],t=e=0,n=this._x0.length;0<=n?e<n:e>n;t=0<=n?++e:--e)isNaN(this._x0[t]+this._x1[t]+this._y0[t]+this._y1[t])||r.push({minX:Math.min(this._x0[t],this._x1[t]),minY:Math.min(this._y0[t],this._y1[t]),maxX:Math.max(this._x0[t],this._x1[t]),maxY:Math.max(this._y0[t],this._y1[t]),i:t});return new s.RBush(r)},e.prototype._render=function(t,e,r){var n,i,o,s,a,l,u,c;if(a=r.sx0,u=r.sy0,l=r.sx1,c=r.sy1,this.visuals.line.doit){for(s=[],i=0,o=e.length;i<o;i++)n=e[i],isNaN(a[n]+u[n]+l[n]+c[n])||(t.beginPath(),t.moveTo(a[n],u[n]),t.lineTo(l[n],c[n]),this.visuals.line.set_vectorize(t,n),s.push(t.stroke()));return s}},e.prototype._hit_point=function(t){var e,r,n,i,s,a,l,u,c,_,h,p,d,f,y,m,v;for(_=[t.vx,t.vy],f=_[0],y=_[1],m=this.renderer.xscale.invert(f,!0),v=this.renderer.yscale.invert(y,!0),c={x:this.renderer.plot_view.canvas.vx_to_sx(f),y:this.renderer.plot_view.canvas.vy_to_sy(y)},n=[],e=this.index.indices({minX:m,minY:v,maxX:m,maxY:v}),s=0,a=e.length;s<a;s++)i=e[s],d=Math.max(2,this.visuals.line.cache_select(\"line_width\",i)/2),h=[{x:this.sx0[i],y:this.sy0[i]},{x:this.sx1[i],y:this.sy1[i]}],l=h[0],u=h[1],r=o.dist_to_segment(c,l,u),r<d&&n.push(i);return p=o.create_hit_test_result(),p[\"1d\"].indices=n,p},e.prototype._hit_span=function(t){var e,r,n,i,s,a,l,u,c,_,h,p,d,f,y,m;for(n=this.renderer.plot_view.frame.h_range,f=this.renderer.plot_view.frame.v_range,l=[t.vx,t.vy],y=l[0],m=l[1],\"v\"===t.direction?(d=this.renderer.yscale.invert(m),u=[this._y0,this._y1],h=u[0],p=u[1]):(d=this.renderer.xscale.invert(y),c=[this._x0,this._x1],h=c[0],p=c[1]),r=[],e=this.index.indices({minX:this.renderer.xscale.invert(n.min),minY:this.renderer.yscale.invert(f.min),maxX:this.renderer.xscale.invert(n.max),maxY:this.renderer.yscale.invert(f.max)}),s=0,a=e.length;s<a;s++)i=e[s],(h[i]<=d&&d<=p[i]||p[i]<=d&&d<=h[i])&&r.push(i);return _=o.create_hit_test_result(),_[\"1d\"].indices=r,_},e.prototype.scx=function(t){return(this.sx0[t]+this.sx1[t])/2},e.prototype.scy=function(t){return(this.sy0[t]+this.sy1[t])/2},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return this._generic_line_legend(t,e,r,n,i,o)},e}(a.GlyphView),r.Segment=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.SegmentView,e.prototype.type=\"Segment\",e.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"]]),e.mixins([\"line\"]),e}(a.Glyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(125),s=t(14),a=t(39);r.TextView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._render=function(t,e,r){var n,i,o,s,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M;for(w=r.sx,x=r.sy,o=r._x_offset,s=r._y_offset,n=r._angle,i=r._text,b=[],p=0,f=e.length;p<f;p++)if(h=e[p],!isNaN(w[h]+x[h]+o[h]+s[h]+n[h])&&null!=i[h])if(this.visuals.text.doit){if(k=\"\"+i[h],t.save(),t.translate(w[h]+o[h],x[h]+s[h]),t.rotate(n[h]),this.visuals.text.set_vectorize(t,h),k.indexOf(\"\\n\")===-1)t.fillText(k,0,0);else{switch(g=k.split(\"\\n\"),c=this.visuals.text.cache_select(\"font\",h),_=a.get_text_height(c).height,v=this.visuals.text.text_line_height.value()*_,u=v*g.length,l=this.visuals.text.cache_select(\"text_baseline\",h)){case\"top\":M=0;break;case\"middle\":M=-u/2+v/2;break;case\"bottom\":M=-u+v;break;default:M=0,console.warn(\"'\"+l+\"' baseline not supported with multi line text\")}for(d=0,y=g.length;d<y;d++)m=g[d],t.fillText(m,0,M),M+=v}b.push(t.restore())}else b.push(void 0);return b},e.prototype.draw_legend_for_index=function(t,e,r,n,i,o){return 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e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"EdgesAndLinkedNodes\",e.prototype._do=function(t,e,r,n){var i,o,l,u,c,_,h,p,d,f,y;if(y=[e.node_view,e.edge_view],d=y[0],o=y[1],l=o.glyph.hit_test(t),null===l)return!1;for(this._edge_selector.update(l,r,n),i=function(){var t,e,r,n;for(r=Object.keys(l[\"2d\"].indices),n=[],t=0,e=r.length;t<e;t++)u=r[t],n.push(parseInt(u));return n}(),f=[],c=0,_=i.length;c<_;c++)u=i[c],f.push(o.model.data_source.data.start[u]),f.push(o.model.data_source.data.end[u]);return p=function(){var t,e,r,n;for(r=s.uniq(f),n=[],t=0,e=r.length;t<e;t++)u=r[t],n.push(d.model.data_source.data.index.indexOf(u));return n}(),h=a.create_hit_test_result(),h[\"1d\"].indices=p,this._node_selector.update(h,r,n),!this._edge_selector.indices.is_empty()},e.prototype.do_selection=function(t,e,r,n){var i;return this._edge_selector=e.edge_view.model.data_source.selection_manager.selector,this._node_selector=e.node_view.model.data_source.selection_manager.selector,i=this._do(t,e,r,n),e.edge_view.model.data_source.selected=this._edge_selector.indices,e.node_view.model.data_source.selected=this._node_selector.indices,e.edge_view.model.data_source.select.emit(),i},e.prototype.do_inspection=function(t,e,r,n){var i;return this._edge_selector=e.edge_view.model.data_source.selection_manager.get_or_create_inspector(e.edge_view.model),this._node_selector=e.node_view.model.data_source.selection_manager.get_or_create_inspector(e.node_view.model),i=this._do(t,e,r,n),e.edge_view.model.data_source.setv({inspected:this._edge_selector.indices},{silent:!0}),e.node_view.model.data_source.setv({inspected:this._node_selector.indices},{silent:!0}),e.edge_view.model.data_source.inspect.emit([e.edge_view,{geometry:t}]),i},e}(r.GraphHitTestPolicy)},function(t,e,r){\"use 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e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"StaticLayoutProvider\",e.prototype.get_node_coordinates=function(t){var e,r,n,i,o,s,a,l,u;for(i=[[],[]],a=i[0],u=i[1],o=t.data.index,r=0,n=o.length;r<n;r++)e=o[r],s=null!=this.graph_layout[e]?this.graph_layout[e][0]:NaN,l=null!=this.graph_layout[e]?this.graph_layout[e][1]:NaN,a.push(s),u.push(l);return[a,u]},e.prototype.get_edge_coordinates=function(t){var e,r,n,i,o,s,a,l,u,c,_,h,p,d;for(a=[[],[]],p=a[0],d=a[1],h=t.data.start,r=t.data.end,n=null!=t.data.xs&&null!=t.data.ys,i=s=0,l=h.length;0<=l?s<l:s>l;i=0<=l?++s:--s)o=null!=this.graph_layout[h[i]]&&null!=this.graph_layout[r[i]],n&&o?(p.push(t.data.xs[i]),d.push(t.data.ys[i])):(o?(u=[this.graph_layout[h[i]],this.graph_layout[r[i]]],_=u[0],e=u[1]):(c=[[NaN,NaN],[NaN,NaN]],_=c[0],e=c[1]),p.push([_[0],e[0]]),d.push([_[1],e[1]]));return[p,d]},e.define({graph_layout:[s.Any,{}]}),e}(o.LayoutProvider)},function(t,e,r){\"use 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e,r,n,i,o,s,a,l,u,c,_,h;if(this.visuals.band_fill.doit)for(n=this.model.grid_coords(\"major\",!1),_=n[0],h=n[1],this.visuals.band_fill.set_value(t),e=r=0,i=_.length-1;0<=i?r<i:r>i;e=0<=i?++r:--r)e%2===1&&(o=this.plot_view.map_to_screen(_[e],h[e],this._x_range_name,this._y_range_name),a=o[0],u=o[1],s=this.plot_view.map_to_screen(_[e+1],h[e+1],this._x_range_name,this._y_range_name),l=s[0],c=s[1],t.fillRect(a[0],u[0],l[1]-a[0],c[1]-u[0]),t.fill())},e.prototype._draw_grids=function(t){var e,r,n;if(this.visuals.grid_line.doit)return e=this.model.grid_coords(\"major\"),r=e[0],n=e[1],this._draw_grid_helper(t,this.visuals.grid_line,r,n)},e.prototype._draw_minor_grids=function(t){var e,r,n;if(this.visuals.minor_grid_line.doit)return e=this.model.grid_coords(\"minor\"),r=e[0],n=e[1],this._draw_grid_helper(t,this.visuals.minor_grid_line,r,n)},e.prototype._draw_grid_helper=function(t,e,r,n){var i,o,s,a,l,u,c,_;for(e.set_value(t),i=o=0,a=r.length;0<=a?o<a:o>a;i=0<=a?++o:--o){for(l=this.plot_view.map_to_screen(r[i],n[i],this._x_range_name,this._y_range_name),c=l[0],_=l[1],t.beginPath(),t.moveTo(Math.round(c[0]),Math.round(_[0])),i=s=1,u=c.length;1<=u?s<u:s>u;i=1<=u?++s:--s)t.lineTo(Math.round(c[i]),Math.round(_[i]));t.stroke()}},e}(s.RendererView),r.Grid=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.GridView,e.prototype.type=\"Grid\",e.mixins([\"line:grid_\",\"line:minor_grid_\",\"fill:band_\"]),e.define({bounds:[a.Any,\"auto\"],dimension:[a.Number,0],ticker:[a.Instance],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),e.override({level:\"underlay\",band_fill_color:null,band_fill_alpha:0,grid_line_color:\"#e5e5e5\",minor_grid_line_color:null}),e.prototype.ranges=function(){var t,e,r,n;return e=this.dimension,r=(e+1)%2,t=this.plot.plot_canvas.frame,n=[t.x_ranges[this.x_range_name],t.y_ranges[this.y_range_name]],[n[e],n[r]]},e.prototype.computed_bounds=function(){var t,e,r,n,i,o,s;return i=this.ranges(),r=i[0],t=i[1],s=this.bounds,n=[r.min,r.max],l.isArray(s)?(o=Math.min(s[0],s[1]),e=Math.max(s[0],s[1]),o<n[0]?o=n[0]:o>n[1]&&(o=null),e>n[1]?e=n[1]:e<n[0]&&(e=null)):(o=n[0],e=n[1]),[o,e]},e.prototype.grid_coords=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T;for(null==e&&(e=!0),c=this.dimension,h=(c+1)%2,b=this.ranges(),g=b[0],s=b[1],w=this.computed_bounds(),M=w[0],u=w[1],T=Math.min(M,u),u=Math.max(M,u),M=T,S=this.ticker.get_ticks(M,u,g,s.min,{})[t],m=g.min,y=g.max,i=s.min,n=s.max,o=[[],[]],_=p=0,x=S.length;0<=x?p<x:p>x;_=0<=x?++p:--p)if(S[_]!==m&&S[_]!==y||!e){for(a=[],l=[],r=2,v=d=0,k=r;0<=k?d<k:d>k;v=0<=k?++d:--d)f=i+(n-i)/(r-1)*v,a.push(S[_]),l.push(f);o[c].push(a),o[h].push(l)}return o},e}(o.GuideRenderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(130);r.Grid=n.Grid},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(361);n.__exportStar(t(56),r),n.__exportStar(t(71),r),n.__exportStar(t(75),r),n.__exportStar(t(79),r),n.__exportStar(t(81),r),n.__exportStar(t(87),r),n.__exportStar(t(93),r),n.__exportStar(t(111),r),n.__exportStar(t(127),r),n.__exportStar(t(131),r),n.__exportStar(t(135),r),n.__exportStar(t(142),r),n.__exportStar(t(235),r),n.__exportStar(t(145),r),n.__exportStar(t(149),r),n.__exportStar(t(155),r),n.__exportStar(t(161),r),n.__exportStar(t(164),r),n.__exportStar(t(174),r),n.__exportStar(t(184),r),n.__exportStar(t(196),r),n.__exportStar(t(223),r)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(12),a=t(14),l=t(21),u=t(29),c=t(136);r.BoxView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-grid\",e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.children.change,function(t){return function(){return t.rebuild_child_views()}}(this))},e.prototype.get_height=function(){var t,e,r;return e=this.model.get_layoutable_children(),t=e.map(function(t){return t._height.value}),r=this.model._horizontal?l.max(t):l.sum(t)},e.prototype.get_width=function(){var t,e,r;return e=this.model.get_layoutable_children(),t=e.map(function(t){return t._width.value}),r=this.model._horizontal?l.sum(t):l.max(t)},e}(c.LayoutDOMView),r.Box=function(t){function e(t,r){e.__super__.constructor.call(this,t,r),this._child_equal_size_width=new s.Variable(this.toString()+\".child_equal_size_width\"),this._child_equal_size_height=new s.Variable(this.toString()+\".child_equal_size_height\"),this._box_equal_size_top=new s.Variable(this.toString()+\".box_equal_size_top\"),this._box_equal_size_bottom=new s.Variable(this.toString()+\".box_equal_size_bottom\"),this._box_equal_size_left=new s.Variable(this.toString()+\".box_equal_size_left\"),this._box_equal_size_right=new s.Variable(this.toString()+\".box_equal_size_right\"),this._box_cell_align_top=new s.Variable(this.toString()+\".box_cell_align_top\"),this._box_cell_align_bottom=new s.Variable(this.toString()+\".box_cell_align_bottom\"),this._box_cell_align_left=new s.Variable(this.toString()+\".box_cell_align_left\"),this._box_cell_align_right=new s.Variable(this.toString()+\".box_cell_align_right\")}return n(e,t),e.prototype.default_view=r.BoxView,e.define({children:[a.Array,[]]}),e.internal({spacing:[a.Number,6]}),e.prototype.get_layoutable_children=function(){return this.children},e.prototype.get_constrained_variables=function(){return u.extend({},e.__super__.get_constrained_variables.call(this),{box_equal_size_top:this._box_equal_size_top,box_equal_size_bottom:this._box_equal_size_bottom,box_equal_size_left:this._box_equal_size_left,box_equal_size_right:this._box_equal_size_right,box_cell_align_top:this._box_cell_align_top,box_cell_align_bottom:this._box_cell_align_bottom,box_cell_align_left:this._box_cell_align_left,box_cell_align_right:this._box_cell_align_right})},e.prototype.get_constraints=function(){var t,e,r,n,i,o,a,l,u,c,_,h;if(r=[],e=this.get_layoutable_children(),0===e.length)return r;for(i=0,l=e.length;i<l;i++)t=e[i],h=t.get_constrained_variables(),c=this._child_rect(h),this._horizontal?null!=h.height&&r.push(s.EQ(c.height,[-1,this._height])):null!=h.width&&r.push(s.EQ(c.width,[-1,this._width])),this._horizontal?null!=h.box_equal_size_left&&null!=h.box_equal_size_right&&null!=h.width&&r.push(s.EQ([-1,h.box_equal_size_left],[-1,h.box_equal_size_right],h.width,this._child_equal_size_width)):null!=h.box_equal_size_top&&null!=h.box_equal_size_bottom&&null!=h.height&&r.push(s.EQ([-1,h.box_equal_size_top],[-1,h.box_equal_size_bottom],h.height,this._child_equal_size_height));for(a=this._info(e[0].get_constrained_variables()),r.push(s.EQ(a.span.start,0)),n=o=1,_=e.length;1<=_?o<_:o>_;n=1<=_?++o:--o)u=this._info(e[n].get_constrained_variables()),a.span.size&&r.push(s.EQ(a.span.start,a.span.size,[-1,u.span.start])),r.push(s.WEAK_EQ(a.whitespace.after,u.whitespace.before,0-this.spacing)),r.push(s.GE(a.whitespace.after,u.whitespace.before,0-this.spacing)),a=u;return this._horizontal?null!=h.width&&r.push(s.EQ(a.span.start,a.span.size,[-1,this._width])):null!=h.height&&r.push(s.EQ(a.span.start,a.span.size,[-1,this._height])),r=r.concat(this._align_outer_edges_constraints(!0),this._align_outer_edges_constraints(!1),this._align_inner_cell_edges_constraints(),this._box_equal_size_bounds(!0),this._box_equal_size_bounds(!1),this._box_cell_align_bounds(!0),this._box_cell_align_bounds(!1),this._box_whitespace(!0),this._box_whitespace(!1))},e.prototype._child_rect=function(t){return{x:t.origin_x,y:t.origin_y,width:t.width,height:t.height}},e.prototype._span=function(t){return this._horizontal?{start:t.x,size:t.width}:{start:t.y,size:t.height}},e.prototype._info=function(t){var e,r;return r=this._horizontal?{\n      before:t.whitespace_left,after:t.whitespace_right}:{before:t.whitespace_top,after:t.whitespace_bottom},e=this._span(this._child_rect(t)),{span:e,whitespace:r}},e.prototype._flatten_cell_edge_variables=function(t){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x;for(w=t?e._top_bottom_inner_cell_edge_variables:e._left_right_inner_cell_edge_variables,r=t!==this._horizontal,l=this.get_layoutable_children(),i=l.length,c={},o=0,_=0,f=l.length;_<f;_++){for(a=l[_],s=a instanceof e?a._flatten_cell_edge_variables(t):{},n=a.get_constrained_variables(),h=0,y=w.length;h<y;h++)m=w[h],m in n&&(s[m]=[n[m]]);for(p in s)x=s[p],r?(g=p.split(\" \"),d=g[0],b=g.length>1?g[1]:\"\",u=this._horizontal?\"row\":\"col\",v=d+\" \"+u+\"-\"+i+\"-\"+o+\"-\"+b):v=p,v in c?c[v]=c[v].concat(x):c[v]=x;o+=1}return c},e.prototype._align_inner_cell_edges_constraints=function(){var t,e,r,n,i,a,l,u;if(t=[],null!=this.document&&o.call(this.document.roots(),this)>=0){e=this._flatten_cell_edge_variables(this._horizontal);for(i in e)if(u=e[i],u.length>1)for(a=u[0],r=n=1,l=u.length;1<=l?n<l:n>l;r=1<=l?++n:--n)t.push(s.EQ(u[r],[-1,a]))}return t},e.prototype._find_edge_leaves=function(t){var r,n,i,o,s,a,l,u;if(i=this.get_layoutable_children(),a=[[],[]],i.length>0)if(this._horizontal===t)u=i[0],o=i[i.length-1],u instanceof e?a[0]=a[0].concat(u._find_edge_leaves(t)[0]):a[0].push(u),o instanceof e?a[1]=a[1].concat(o._find_edge_leaves(t)[1]):a[1].push(o);else for(s=0,l=i.length;s<l;s++)r=i[s],r instanceof e?(n=r._find_edge_leaves(t),a[0]=a[0].concat(n[0]),a[1]=a[1].concat(n[1])):(a[0].push(r),a[1].push(r));return a},e.prototype._align_outer_edges_constraints=function(t){var e,r,n,i,o,a,l,u,c,_;return a=this._find_edge_leaves(t),c=a[0],i=a[1],t?(_=\"on_edge_align_left\",o=\"on_edge_align_right\"):(_=\"on_edge_align_top\",o=\"on_edge_align_bottom\"),r=function(t,e){var r,n,i,o,s;for(r=[],n=0,o=t.length;n<o;n++)i=t[n],s=i.get_constrained_variables(),e in s&&r.push(s[e]);return r},u=r(c,_),n=r(i,o),l=[],e=function(t){var e,r,n,i,o;if(t.length>1){for(r=t[0],n=i=1,o=t.length;1<=o?i<o:i>o;n=1<=o?++i:--i)e=t[n],l.push(s.EQ([-1,r],e));return null}},e(u),e(n),l},e.prototype._box_insets_from_child_insets=function(t,e,r,n){var i,o,a,l,u,c,_,h,p;return c=this._find_edge_leaves(t),h=c[0],o=c[1],t?(p=e+\"_left\",a=e+\"_right\",u=this[r+\"_left\"],l=this[r+\"_right\"]):(p=e+\"_top\",a=e+\"_bottom\",u=this[r+\"_top\"],l=this[r+\"_bottom\"]),_=[],i=function(t,e,r){var i,o,a,l,u;for(i=[],o=0,l=e.length;o<l;o++)a=e[o],u=a.get_constrained_variables(),r in u&&(n?_.push(s.GE([-1,t],u[r])):_.push(s.EQ([-1,t],u[r])));return null},i(u,h,p),i(l,o,a),_},e.prototype._box_equal_size_bounds=function(t){return this._box_insets_from_child_insets(t,\"box_equal_size\",\"_box_equal_size\",!1)},e.prototype._box_cell_align_bounds=function(t){return this._box_insets_from_child_insets(t,\"box_cell_align\",\"_box_cell_align\",!1)},e.prototype._box_whitespace=function(t){return this._box_insets_from_child_insets(t,\"whitespace\",\"_whitespace\",!0)},e._left_right_inner_cell_edge_variables=[\"box_cell_align_left\",\"box_cell_align_right\"],e._top_bottom_inner_cell_edge_variables=[\"box_cell_align_top\",\"box_cell_align_bottom\"],e}(c.LayoutDOM)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(133);r.ColumnView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-grid-column\",e}(o.BoxView),r.Column=function(t){function e(t,r){e.__super__.constructor.call(this,t,r),this._horizontal=!1}return n(e,t),e.prototype.type=\"Column\",e.prototype.default_view=r.ColumnView,e}(o.Box)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(133);r.Box=n.Box;var i=t(134);r.Column=i.Column;var o=t(136);r.LayoutDOM=o.LayoutDOM;var s=t(137);r.Row=s.Row;var a=t(138);r.Spacer=a.Spacer;var l=t(139);r.WidgetBox=l.WidgetBox},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(49),s=t(5),a=t(14),l=t(10),u=t(12),c=t(4),_=t(6),h=t(13);r.LayoutDOMView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.is_root&&(this._solver=new u.Solver),this.child_views={},this.build_child_views(),this.connect_signals()},e.prototype.remove=function(){var t,r,n;r=this.child_views;for(t in r)n=r[t],n.remove();return this.child_views={},e.__super__.remove.call(this)},e.prototype.has_finished=function(){var t,r,n;if(!e.__super__.has_finished.call(this))return!1;n=this.child_views;for(t in n)if(r=n[t],!r.has_finished())return!1;return!0},e.prototype.notify_finished=function(){return this.is_root?!this._idle_notified&&this.has_finished()&&null!=this.model.document?(this._idle_notified=!0,this.model.document.notify_idle(this.model)):void 0:e.__super__.notify_finished.call(this)},e.prototype._calc_width_height=function(){var t,e,r,n;for(e=this.el;;){if(e=e.parentNode,null==e){h.logger.warn(\"detached element\"),n=t=null;break}if(r=e.getBoundingClientRect(),n=r.width,t=r.height,0!==t)break}return[n,t]},e.prototype._init_solver=function(){var t,e,r,n,i,o,s,a,l;for(this._root_width=new u.Variable(this.toString()+\".root_width\"),this._root_height=new u.Variable(this.toString()+\".root_height\"),this._solver.add_edit_variable(this._root_width),this._solver.add_edit_variable(this._root_height),n=this.model.get_all_editables(),i=0,s=n.length;i<s;i++)r=n[i],this._solver.add_edit_variable(r,u.Strength.strong);for(e=this.model.get_all_constraints(),o=0,a=e.length;o<a;o++)t=e[o],this._solver.add_constraint(t);return l=this.model.get_constrained_variables(),null!=l.width&&this._solver.add_constraint(u.EQ(l.width,this._root_width)),null!=l.height&&this._solver.add_constraint(u.EQ(l.height,this._root_height)),this._solver.update_variables()},e.prototype._suggest_dims=function(t,e){var r,n;if(n=this.model.get_constrained_variables(),null!=n.width||null!=n.height)return null!==t&&null!==e||(r=this._calc_width_height(),t=r[0],e=r[1]),null!=n.width&&null!=t&&this._solver.suggest_value(this._root_width,t),null!=n.height&&null!=e&&this._solver.suggest_value(this._root_height,e),this._solver.update_variables()},e.prototype.resize=function(t,e){return null==t&&(t=null),null==e&&(e=null),this.is_root?this._do_layout(!1,t,e):this.root.resize(t,e)},e.prototype.layout=function(t){return null==t&&(t=!0),this.is_root?this._do_layout(t):this.root.layout(t)},e.prototype._do_layout=function(t,e,r){return null==e&&(e=null),null==r&&(r=null),t&&(this._solver.clear(),this._init_solver()),this._suggest_dims(e,r),this._layout(),this._layout(),this._layout(!0),this.notify_finished()},e.prototype._layout=function(t){var e,r,n,i,o;for(null==t&&(t=!1),o=this.model.get_layoutable_children(),n=0,i=o.length;n<i;n++)e=o[n],r=this.child_views[e.id],null!=r._layout&&r._layout(t);if(this.render(),t)return this._has_finished=!0},e.prototype.rebuild_child_views=function(){return this.solver.clear(),this.build_child_views(),this.layout()},e.prototype.build_child_views=function(){var t,e,r,n,i,o;for(r=this.model.get_layoutable_children(),c.build_views(this.child_views,r,{parent:this}),s.empty(this.el),o=[],n=0,i=r.length;n<i;n++)t=r[n],e=this.child_views[t.id],o.push(this.el.appendChild(e.el));return o},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.is_root&&window.addEventListener(\"resize\",function(t){return function(){return t.resize()}}(this)),this.connect(this.model.properties.sizing_mode.change,function(t){return function(){return t.layout()}}(this))},e.prototype._render_classes=function(){var t,e,r,n,i;if(this.el.className=\"\",null!=this.className&&this.el.classList.add(this.className),null!=this.model.sizing_mode&&this.el.classList.add(\"bk-layout-\"+this.model.sizing_mode),null!=this.model.css_classes){for(n=this.model.css_classes,i=[],e=0,r=n.length;e<r;e++)t=n[e],i.push(this.el.classList.add(t));return i}},e.prototype.render=function(){var t,e;switch(this._render_classes(),this.model.sizing_mode){case\"fixed\":return null!=this.model.width?e=this.model.width:(e=this.get_width(),this.model.setv({width:e},{silent:!0})),null!=this.model.height?t=this.model.height:(t=this.get_height(),this.model.setv({height:t},{silent:!0})),this.solver.suggest_value(this.model._width,e),this.solver.suggest_value(this.model._height,t),this.solver.update_variables(),this.el.style.position=\"relative\",this.el.style.left=\"\",this.el.style.top=\"\",this.el.style.width=e+\"px\",this.el.style.height=t+\"px\";case\"scale_width\":return t=this.get_height(),this.solver.suggest_value(this.model._height,t),this.solver.update_variables(),this.el.style.position=\"relative\",this.el.style.left=\"\",this.el.style.top=\"\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\";case\"scale_height\":return e=this.get_width(),this.solver.suggest_value(this.model._width,e),this.solver.update_variables(),this.el.style.position=\"relative\",this.el.style.left=\"\",this.el.style.top=\"\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\";case\"stretch_both\":return this.el.style.position=\"absolute\",this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"}},e.prototype.get_height=function(){return null},e.prototype.get_width=function(){return null},e}(_.DOMView),r.LayoutDOM=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"LayoutDOM\",e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this._width=new u.Variable(this.toString()+\".width\"),this._height=new u.Variable(this.toString()+\".height\"),this._left=new u.Variable(this.toString()+\".left\"),this._right=new u.Variable(this.toString()+\".right\"),this._top=new u.Variable(this.toString()+\".top\"),this._bottom=new u.Variable(this.toString()+\".bottom\"),this._dom_top=new u.Variable(this.toString()+\".dom_top\"),this._dom_left=new u.Variable(this.toString()+\".dom_left\"),this._width_minus_right=new u.Variable(this.toString()+\".width_minus_right\"),this._height_minus_bottom=new u.Variable(this.toString()+\".height_minus_bottom\"),this._whitespace_top=new u.Variable(this.toString()+\".whitespace_top\"),this._whitespace_bottom=new u.Variable(this.toString()+\".whitespace_bottom\"),this._whitespace_left=new u.Variable(this.toString()+\".whitespace_left\"),this._whitespace_right=new u.Variable(this.toString()+\".whitespace_right\")},e.getters({layout_bbox:function(){return{top:this._top.value,left:this._left.value,width:this._width.value,height:this._height.value,right:this._right.value,bottom:this._bottom.value,dom_top:this._dom_top.value,dom_left:this._dom_left.value}}}),e.prototype.dump_layout=function(){var t,r,n;for(t={},n=[this];n.length>0;)r=n.shift(),r instanceof e&&n.push.apply(n,r.get_layoutable_children()),t[r.toString()]=r.layout_bbox;return console.table(t)},e.prototype.get_all_constraints=function(){var t,e,r,n,i;for(e=this.get_constraints(),i=this.get_layoutable_children(),r=0,n=i.length;r<n;r++)t=i[r],e=t instanceof l.LayoutCanvas?e.concat(t.get_constraints()):e.concat(t.get_all_constraints());return e},e.prototype.get_all_editables=function(){var t,e,r,n,i;for(e=this.get_editables(),i=this.get_layoutable_children(),r=0,n=i.length;r<n;r++)t=i[r],e=t instanceof l.LayoutCanvas?e.concat(t.get_editables()):e.concat(t.get_all_editables());return e},e.prototype.get_constraints=function(){return[u.GE(this._dom_left),u.GE(this._dom_top),u.GE(this._left),u.GE(this._width,[-1,this._right]),u.GE(this._top),u.GE(this._height,[-1,this._bottom]),u.EQ(this._width_minus_right,[-1,this._width],this._right),u.EQ(this._height_minus_bottom,[-1,this._height],this._bottom)]},e.prototype.get_layoutable_children=function(){return[]},e.prototype.get_editables=function(){switch(this.sizing_mode){case\"fixed\":return[this._height,this._width];case\"scale_width\":return[this._height];case\"scale_height\":return[this._width];default:return[]}},e.prototype.get_constrained_variables=function(){var t;switch(t={origin_x:this._dom_left,origin_y:this._dom_top,whitespace_top:this._whitespace_top,whitespace_bottom:this._whitespace_bottom,whitespace_left:this._whitespace_left,whitespace_right:this._whitespace_right},this.sizing_mode){case\"stretch_both\":t.width=this._width,t.height=this._height;break;case\"scale_width\":t.width=this._width;break;case\"scale_height\":t.height=this._height}return t},e.define({height:[a.Number],width:[a.Number],disabled:[a.Bool,!1],sizing_mode:[a.SizingMode,\"fixed\"],css_classes:[a.Array]}),e}(o.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(133);r.RowView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M;for(u=[t.vx,t.vy],f=u[0],v=u[1],p=this.renderer.plot_view.canvas.vx_to_sx(f),d=this.renderer.plot_view.canvas.vy_to_sy(v),y=f-this.max_size,m=f+this.max_size,c=this.renderer.xscale.v_invert([y,m]),w=c[0],x=c[1],g=v-this.max_size,b=v+this.max_size,_=this.renderer.yscale.v_invert([g,b]),k=_[0],M=_[1],e=s.validate_bbox_coords([w,x],[k,M]),r=this.index.indices(e),i=[],a=0,l=r.length;a<l;a++)o=r[a],h=this._size[o]/2,n=Math.abs(this.sx[o]-p)+Math.abs(this.sy[o]-d),Math.abs(this.sx[o]-p)<=h&&Math.abs(this.sy[o]-d)<=h&&i.push([o,n]);return s.create_1d_hit_test_result(i)},e.prototype._hit_span=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k;return u=[t.vx,t.vy],d=u[0],m=u[1],c=this.bounds(),o=c.minX,a=c.minY,n=c.maxX,i=c.maxY,p=s.create_hit_test_result(),\"h\"===t.direction?(x=a,k=i,l=this.max_size/2,f=d-l,y=d+l,_=this.renderer.xscale.v_invert([f,y]),b=_[0],w=_[1]):(b=o,w=n,l=this.max_size/2,v=m-l,g=m+l,h=this.renderer.yscale.v_invert([v,g]),x=h[0],k=h[1]),e=s.validate_bbox_coords([b,w],[x,k]),r=this.index.indices(e),p[\"1d\"].indices=r,p},e.prototype._hit_rect=function(t){var e,r,n,i,o,a,l,u;return r=this.renderer.xscale.v_invert([t.vx0,t.vx1]),o=r[0],a=r[1],n=this.renderer.yscale.v_invert([t.vy0,t.vy1]),l=n[0],u=n[1],e=s.validate_bbox_coords([o,a],[l,u]),i=s.create_hit_test_result(),i[\"1d\"].indices=this.index.indices(e),i},e.prototype._hit_poly=function(t){var e,r,n,i,o,a,l,u,c,_,h,p,d;for(a=[t.vx,t.vy],p=a[0],d=a[1],_=this.renderer.plot_view.canvas.v_vx_to_sx(p),h=this.renderer.plot_view.canvas.v_vy_to_sy(d),e=function(){c=[];for(var t=0,e=this.sx.length;0<=e?t<e:t>e;0<=e?t++:t--)c.push(t);return c}.apply(this),r=[],n=o=0,l=e.length;0<=l?o<l:o>l;n=0<=l?++o:--o)i=e[n],s.point_in_poly(this.sx[n],this.sy[n],_,h)&&r.push(i);return u=s.create_hit_test_result(),u[\"1d\"].indices=r,u},e}(o.XYGlyphView),r.Marker=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.mixins([\"line\",\"fill\"]),e.define({size:[a.DistanceSpec,{units:\"screen\",value:4}],angle:[a.AngleSpec,0]}),e}(o.XYGlyph)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(13),s=t(148),a=t(150),l=t(14),u=t(49);r.MapOptions=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"MapOptions\",e.define({lat:[l.Number],lng:[l.Number],zoom:[l.Number,12]}),e}(u.Model),r.GMapOptions=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"GMapOptions\",e.define({map_type:[l.String,\"roadmap\"],scale_control:[l.Bool,!1],styles:[l.String]}),e}(r.MapOptions),r.GMapPlotView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e}(a.PlotView),r.GMapPlot=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"GMapPlot\",e.prototype.default_view=r.GMapPlotView,e.prototype.initialize=function(t){if(e.__super__.initialize.call(this,t),!this.api_key)return o.logger.error(\"api_key is required. See https://developers.google.com/maps/documentation/javascript/get-api-key for more information on how to obtain your own.\");\n      },e.prototype._init_plot_canvas=function(){return new s.GMapPlotCanvas({plot:this})},e.define({map_options:[l.Instance],api_key:[l.String]}),e}(a.Plot)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i,o=function(t,e){return function(){return t.apply(e,arguments)}},s=function(t,e){function r(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},a={}.hasOwnProperty,l=t(30),u=t(151),c=t(19);n=new c.Signal(this,\"gmaps_ready\"),i=function(t){var e;return window._bokeh_gmaps_callback=function(){return n.emit()},e=document.createElement(\"script\"),e.type=\"text/javascript\",e.src=\"https://maps.googleapis.com/maps/api/js?key=\"+t+\"&callback=_bokeh_gmaps_callback\",document.body.appendChild(e)},r.GMapPlotCanvasView=function(t){function e(){return this._set_bokeh_ranges=o(this._set_bokeh_ranges,this),this._get_projected_bounds=o(this._get_projected_bounds,this),this._get_latlon_bounds=o(this._get_latlon_bounds,this),e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.initialize=function(t){var r,o;return this.pause(),e.__super__.initialize.call(this,t),this._tiles_loaded=!1,this.zoom_count=0,r=this.model.plot.map_options,this.initial_zoom=r.zoom,this.initial_lat=r.lat,this.initial_lng=r.lng,this.canvas_view.map_el.style.position=\"absolute\",null==(null!=(o=window.google)?o.maps:void 0)&&(null==window._bokeh_gmaps_callback&&i(this.model.plot.api_key),n.connect(function(t){return function(){return t.request_render()}}(this))),this.unpause()},e.prototype.update_range=function(t){var r,n,i,o,s,a,l,u,c;if(null==t)r=this.model.plot.map_options,this.map.setCenter({lat:this.initial_lat,lng:this.initial_lng}),this.map.setOptions({zoom:this.initial_zoom}),e.__super__.update_range.call(this,null);else if(null!=t.sdx||null!=t.sdy)this.map.panBy(t.sdx,t.sdy),e.__super__.update_range.call(this,t);else if(null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,this.pause(),e.__super__.update_range.call(this,t),c=t.factor<0?-1:1,i=this.map.getZoom(),n=i+c,n>=2&&(this.map.setZoom(n),u=this._get_projected_bounds(),s=u[0],o=u[1],l=u[2],a=u[3],o-s<0&&this.map.setZoom(i)),this.unpause()}return this._set_bokeh_ranges()},e.prototype._build_map=function(){var t,e,r;return e=window.google.maps,this.map_types={satellite:e.MapTypeId.SATELLITE,terrain:e.MapTypeId.TERRAIN,roadmap:e.MapTypeId.ROADMAP,hybrid:e.MapTypeId.HYBRID},r=this.model.plot.map_options,t={center:new e.LatLng(r.lat,r.lng),zoom:r.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[r.map_type],scaleControl:r.scale_control},null!=r.styles&&(t.styles=JSON.parse(r.styles)),this.map=new e.Map(this.canvas_view.map_el,t),e.event.addListener(this.map,\"idle\",function(t){return function(){return t._set_bokeh_ranges()}}(this)),e.event.addListener(this.map,\"bounds_changed\",function(t){return function(){return t._set_bokeh_ranges()}}(this)),e.event.addListenerOnce(this.map,\"tilesloaded\",function(t){return function(){return t._render_finished()}}(this)),this.connect(this.model.plot.properties.map_options.change,function(t){return function(){return t._update_options()}}(this)),this.connect(this.model.plot.map_options.properties.styles.change,function(t){return function(){return t._update_styles()}}(this)),this.connect(this.model.plot.map_options.properties.lat.change,function(t){return function(){return t._update_center(\"lat\")}}(this)),this.connect(this.model.plot.map_options.properties.lng.change,function(t){return function(){return t._update_center(\"lng\")}}(this)),this.connect(this.model.plot.map_options.properties.zoom.change,function(t){return function(){return t._update_zoom()}}(this)),this.connect(this.model.plot.map_options.properties.map_type.change,function(t){return function(){return t._update_map_type()}}(this)),this.connect(this.model.plot.map_options.properties.scale_control.change,function(t){return function(){return t._update_scale_control()}}(this))},e.prototype._render_finished=function(){return this._tiles_loaded=!0,this.notify_finished()},e.prototype.has_finished=function(){return e.__super__.has_finished.call(this)&&this._tiles_loaded===!0},e.prototype._get_latlon_bounds=function(){var t,e,r,n,i,o,s;return e=this.map.getBounds(),r=e.getNorthEast(),t=e.getSouthWest(),i=t.lng(),n=r.lng(),s=t.lat(),o=r.lat(),[i,n,s,o]},e.prototype._get_projected_bounds=function(){var t,e,r,n,i,o,s,a,u,c,_;return i=this._get_latlon_bounds(),u=i[0],a=i[1],_=i[2],c=i[3],o=l.proj4(l.mercator,[u,_]),e=o[0],n=o[1],s=l.proj4(l.mercator,[a,c]),t=s[0],r=s[1],[e,t,n,r]},e.prototype._set_bokeh_ranges=function(){var t,e,r,n,i;return i=this._get_projected_bounds(),e=i[0],t=i[1],n=i[2],r=i[3],this.frame.x_range.setv({start:e,end:t}),this.frame.y_range.setv({start:n,end:r})},e.prototype._update_center=function(t){var e;return e=this.map.getCenter().toJSON(),e[t]=this.model.plot.map_options[t],this.map.setCenter(e),this._set_bokeh_ranges()},e.prototype._update_map_type=function(){var t;return t=window.google.maps,this.map.setOptions({mapTypeId:this.map_types[this.model.plot.map_options.map_type]})},e.prototype._update_scale_control=function(){var t;return t=window.google.maps,this.map.setOptions({scaleControl:this.model.plot.map_options.scale_control})},e.prototype._update_options=function(){return this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()},e.prototype._update_styles=function(){return this.map.setOptions({styles:JSON.parse(this.model.plot.map_options.styles)})},e.prototype._update_zoom=function(){return this.map.setOptions({zoom:this.model.plot.map_options.zoom}),this._set_bokeh_ranges()},e.prototype._map_hook=function(t,e){var r,n,i,o,s;if(n=e[0],o=e[1],s=e[2],r=e[3],this.canvas_view.map_el.style.top=o+\"px\",this.canvas_view.map_el.style.left=n+\"px\",this.canvas_view.map_el.style.width=s+\"px\",this.canvas_view.map_el.style.height=r+\"px\",null==this.map&&null!=(null!=(i=window.google)?i.maps:void 0))return this._build_map()},e.prototype._paint_empty=function(t,e){var r,n,i,o,s,a;return s=this.canvas._width.value,o=this.canvas._height.value,i=e[0],a=e[1],n=e[2],r=e[3],t.clearRect(0,0,s,o),t.beginPath(),t.moveTo(0,0),t.lineTo(0,o),t.lineTo(s,o),t.lineTo(s,0),t.lineTo(0,0),t.moveTo(i,a),t.lineTo(i+n,a),t.lineTo(i+n,a+r),t.lineTo(i,a+r),t.lineTo(i,a),t.closePath(),t.fillStyle=this.model.plot.border_fill_color,t.fill()},e}(u.PlotCanvasView),r.GMapPlotCanvas=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.type=\"GMapPlotCanvas\",e.prototype.default_view=r.GMapPlotCanvasView,e.prototype.initialize=function(t,r){return this.use_map=!0,e.__super__.initialize.call(this,t,r)},e}(u.PlotCanvas)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(147);r.MapOptions=n.MapOptions;var i=t(147);r.GMapOptions=i.GMapOptions;var o=t(147);r.GMapPlot=o.GMapPlot;var s=t(148);r.GMapPlotCanvas=s.GMapPlotCanvas;var a=t(150);r.Plot=a.Plot;var l=t(151);r.PlotCanvas=l.PlotCanvas},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].slice,s=t(12),a=t(13),l=t(14),u=t(29),c=t(41),_=t(136),h=t(64),p=t(165),d=t(230),f=t(151),y=t(170),m=t(158),v=t(3);r.PlotView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-plot-layout\",e.prototype.connect_signals=function(){var t;return e.__super__.connect_signals.call(this),t=\"Title object cannot be replaced. Try changing properties on title to update it after initialization.\",this.connect(this.model.properties.title.change,function(e){return function(){return a.logger.warn(t)}}(this))},e.prototype.render=function(){var t,r,n;if(e.__super__.render.call(this),\"scale_both\"===this.model.sizing_mode)return r=this.get_width_height(),n=r[0],t=r[1],this.solver.suggest_value(this.model._width,n),this.solver.suggest_value(this.model._height,t),this.solver.update_variables(),this.el.style.position=\"absolute\",this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"},e.prototype.get_width_height=function(){var t,e,r,n,i,o,s,a,l;return s=this.el.parentNode.clientHeight,a=this.el.parentNode.clientWidth,t=this.model.get_aspect_ratio(),i=a,r=a/t,o=s*t,n=s,i<o?(l=i,e=r):(l=o,e=n),[l,e]},e.prototype.get_height=function(){return this.model._width.value/this.model.get_aspect_ratio()},e.prototype.get_width=function(){return this.model._height.value*this.model.get_aspect_ratio()},e.prototype.save=function(t){return this.plot_canvas_view.save(t)},e.getters({plot_canvas_view:function(){var t;return function(){var e,r,n,i;for(n=u.values(this.child_views),i=[],e=0,r=n.length;e<r;e++)t=n[e],t instanceof f.PlotCanvasView&&i.push(t);return i}.call(this)[0]}}),e}(_.LayoutDOMView),r.Plot=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"Plot\",e.prototype.default_view=r.PlotView,e.prototype.initialize=function(t){var r,n,i,o,s,a,l,_,p,d,f,y,m,v,g,b,w,x,k,M;for(e.__super__.initialize.call(this,t),y=u.values(this.extra_x_ranges).concat(this.x_range),n=0,l=y.length;n<l;n++)k=y[n],f=k.plots,c.isArray(f)&&(f=f.concat(this),k.setv(\"plots\",f,{silent:!0}));for(m=u.values(this.extra_y_ranges).concat(this.y_range),i=0,_=m.length;i<_;i++)M=m[i],f=M.plots,c.isArray(f)&&(f=f.concat(this),M.setv(\"plots\",f,{silent:!0}));for(this._horizontal=\"left\"===(v=this.toolbar_location)||\"right\"===v,null!=this.min_border&&(null==this.min_border_top&&(this.min_border_top=this.min_border),null==this.min_border_bottom&&(this.min_border_bottom=this.min_border),null==this.min_border_left&&(this.min_border_left=this.min_border),null==this.min_border_right&&(this.min_border_right=this.min_border)),null!=this.title&&(x=c.isString(this.title)?new h.Title({text:this.title}):this.title,this.add_layout(x,this.title_location)),this._plot_canvas=this._init_plot_canvas(),this.toolbar.toolbar_location=this.toolbar_location,this.toolbar.toolbar_sticky=this.toolbar_sticky,this.plot_canvas.toolbar=this.toolbar,null==this.width&&(this.width=this.plot_width),null==this.height&&(this.height=this.plot_height),g=[\"above\",\"below\",\"left\",\"right\"],o=0,p=g.length;o<p;o++)for(w=g[o],a=this.getv(w),s=0,d=a.length;s<d;s++)b=a[s],b.add_panel(w);return r=function(t){return function(e){return e._sizeable=t._horizontal?e._width:e._height}}(this),r(this),r(this.plot_canvas)},e.prototype._init_plot_canvas=function(){return new f.PlotCanvas({plot:this})},e.getters({plot_canvas:function(){return this._plot_canvas}}),e.prototype._doc_attached=function(){return this.plot_canvas.attach_document(this.document),e.__super__._doc_attached.call(this)},e.prototype.add_renderers=function(){var t,e;return t=1<=arguments.length?o.call(arguments,0):[],e=this.renderers,e=e.concat(t),this.renderers=e},e.prototype.add_layout=function(t,e){var r;return null==e&&(e=\"center\"),null!=t.props.plot&&(t.plot=this),\"center\"!==e&&(r=this.getv(e),r.push(t),t.add_panel(e)),this.add_renderers(t)},e.prototype.add_glyph=function(t,e,r){var n;return null==r&&(r={}),null==e&&(e=new y.ColumnDataSource),r=u.extend({},r,{data_source:e,glyph:t}),n=new m.GlyphRenderer(r),this.add_renderers(n),n},e.prototype.add_tools=function(){var t,e,r,n;for(n=1<=arguments.length?o.call(arguments,0):[],t=0,e=n.length;t<e;t++)r=n[t],null!=r.overlay&&this.add_renderers(r.overlay);return this.toolbar.tools=this.toolbar.tools.concat(n)},e.prototype.get_aspect_ratio=function(){return this.width/this.height},e.prototype.get_layoutable_children=function(){var t;return t=[this.plot_canvas],null!=this.toolbar_location&&(t=[this.toolbar,this.plot_canvas]),t},e.prototype.get_editables=function(){var t;return t=e.__super__.get_editables.call(this),\"scale_both\"===this.sizing_mode&&(t=t.concat([this._width,this._height])),t},e.prototype.get_constraints=function(){var t,r,n,i;return t=e.__super__.get_constraints.call(this),null!=this.toolbar_location&&(this.toolbar_sticky?t.push(s.EQ(this._sizeable,[-1,this.plot_canvas._sizeable])):t.push(s.EQ(this._sizeable,[-1,this.plot_canvas._sizeable],[-1,this.toolbar._sizeable])),this._horizontal?t.push(s.EQ(this._height,[-1,this.plot_canvas._height])):t.push(s.EQ(this._width,[-1,this.plot_canvas._width])),\"above\"===this.toolbar_location&&(i=this.toolbar_sticky?this.plot_canvas._top:this.plot_canvas._dom_top,t.push(s.EQ(i,[-1,this.toolbar._dom_top],[-1,this.toolbar._height]))),\"below\"===this.toolbar_location&&(this.toolbar_sticky?(t.push(s.GE(this.plot_canvas.below_panel._height,[-1,this.toolbar._height])),t.push(s.WEAK_EQ(this.toolbar._dom_top,[-1,this.plot_canvas._height],this.plot_canvas.below_panel._height))):t.push(s.EQ(this.toolbar._dom_top,[-1,this.plot_canvas._height],this.toolbar._bottom,[-1,this.toolbar._height]))),\"left\"===this.toolbar_location&&(i=this.toolbar_sticky?this.plot_canvas._left:this.plot_canvas._dom_left,t.push(s.EQ(i,[-1,this.toolbar._dom_left],[-1,this.toolbar._width]))),\"right\"===this.toolbar_location&&(this.toolbar_sticky?(t.push(s.GE(this.plot_canvas.right_panel._width,[-1,this.toolbar._width])),t.push(s.WEAK_EQ(this.toolbar._dom_left,[-1,this.plot_canvas._width],this.plot_canvas.right_panel._width))):t.push(s.EQ(this.toolbar._dom_left,[-1,this.plot_canvas._width],this.toolbar._right,[-1,this.toolbar._width]))),\"above\"!==(r=this.toolbar_location)&&\"below\"!==r||t.push(s.EQ(this._width,[-1,this.toolbar._width],[-1,this.plot_canvas._width_minus_right])),\"left\"!==(n=this.toolbar_location)&&\"right\"!==n||(t.push(s.EQ(this._height,[-1,this.toolbar._height],[-1,this.plot_canvas.above_panel._height])),t.push(s.EQ(this.toolbar._dom_top,[-1,this.plot_canvas.above_panel._height])))),null==this.toolbar_location&&(t.push(s.EQ(this._width,[-1,this.plot_canvas._width])),t.push(s.EQ(this._height,[-1,this.plot_canvas._height]))),t},e.prototype.get_constrained_variables=function(){var t;return t=u.extend({},e.__super__.get_constrained_variables.call(this),{on_edge_align_top:this.plot_canvas._top,on_edge_align_bottom:this.plot_canvas._height_minus_bottom,on_edge_align_left:this.plot_canvas._left,on_edge_align_right:this.plot_canvas._width_minus_right,box_cell_align_top:this.plot_canvas._top,box_cell_align_bottom:this.plot_canvas._height_minus_bottom,box_cell_align_left:this.plot_canvas._left,box_cell_align_right:this.plot_canvas._width_minus_right,box_equal_size_top:this.plot_canvas._top,box_equal_size_bottom:this.plot_canvas._height_minus_bottom}),\"fixed\"!==this.sizing_mode&&(t.box_equal_size_left=this.plot_canvas._left,t.box_equal_size_right=this.plot_canvas._width_minus_right),t},e.mixins([\"line:outline_\",\"fill:background_\",\"fill:border_\"]),e.define({toolbar:[l.Instance,function(){return new d.Toolbar}],toolbar_location:[l.Location,\"right\"],toolbar_sticky:[l.Bool,!0],plot_width:[l.Number,600],plot_height:[l.Number,600],title:[l.Any,function(){return new h.Title({text:\"\"})}],title_location:[l.Location,\"above\"],h_symmetry:[l.Bool,!0],v_symmetry:[l.Bool,!1],above:[l.Array,[]],below:[l.Array,[]],left:[l.Array,[]],right:[l.Array,[]],renderers:[l.Array,[]],x_range:[l.Instance],extra_x_ranges:[l.Any,{}],y_range:[l.Instance],extra_y_ranges:[l.Any,{}],x_scale:[l.Instance,function(){return new p.LinearScale}],y_scale:[l.Instance,function(){return new p.LinearScale}],lod_factor:[l.Number,10],lod_interval:[l.Number,300],lod_threshold:[l.Number,2e3],lod_timeout:[l.Number,500],hidpi:[l.Bool,!0],output_backend:[l.OutputBackend,\"canvas\"],min_border:[l.Number,5],min_border_top:[l.Number,null],min_border_left:[l.Number,null],min_border_bottom:[l.Number,null],min_border_right:[l.Number,null],inner_width:[l.Number],inner_height:[l.Number],layout_width:[l.Number],layout_height:[l.Number],match_aspect:[l.Bool,!1],aspect_scale:[l.Number,1]}),e.override({outline_line_color:\"#e5e5e5\",border_fill_color:\"#ffffff\",background_fill_color:\"#ffffff\"}),e.getters({all_renderers:function(){var t,e,r,n,i;for(n=this.renderers,r=this.toolbar.tools,t=0,e=r.length;t<e;t++)i=r[t],n=n.concat(i.synthetic_renderers);return n},x_mapper_type:function(){return log.warning(\"x_mapper_type attr is deprecated, use x_scale\"),this.x_scale},y_mapper_type:function(){return log.warning(\"y_mapper_type attr is deprecated, use y_scale\"),this.y_scale},webgl:function(){return log.warning(\"webgl attr is deprecated, use output_backend\"),\"webgl\"===this.output_backend},tool_events:function(){return log.warning(\"tool_events attr is deprecated, use SelectionGeometry Event\"),null}}),e}(_.LayoutDOM),v.register_with_event(v.UIEvent,r.Plot)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i,o,s,a,l=function(t,e){function r(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},u={}.hasOwnProperty,c=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},_=[].slice,h=t(77),p=t(78),d=t(153),f=t(158),y=t(136),m=t(19),v=t(4),g=t(20),b=t(3),w=t(10),x=t(45),k=t(6),M=t(12),S=t(13),T=t(7),O=t(14),P=t(40),A=t(41),E=t(21),j=t(29),z=t(11);a=null,r.PlotCanvasView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.className=\"bk-plot-wrapper\",e.prototype.state={history:[],index:-1},e.prototype.view_options=function(){return j.extend({plot_view:this,parent:this},this.options)},e.prototype.pause=function(){return null==this._is_paused?this._is_paused=1:this._is_paused+=1},e.prototype.unpause=function(t){if(null==t&&(t=!1),this._is_paused-=1,0===this._is_paused&&!t)return this.request_render()},e.prototype.request_render=function(){return this.request_paint()},e.prototype.request_paint=function(){this.is_paused||this.throttled_paint()},e.prototype.remove=function(){return v.remove_views(this.renderer_views),v.remove_views(this.tool_views),this.canvas_view.remove(),this.canvas_view=null,e.__super__.remove.call(this)},e.prototype.initialize=function(t){var r,n,i,o;for(this.pause(),e.__super__.initialize.call(this,t),this.force_paint=new m.Signal(this,\"force_paint\"),this.state_changed=new m.Signal(this,\"state_changed\"),this.lod_started=!1,this.visuals=new x.Visuals(this.model.plot),this._initial_state_info={range:null,selection:{},dimensions:{width:this.model.canvas._width.value,height:this.model.canvas._height.value}},this.frame=this.model.frame,this.canvas=this.model.canvas,this.canvas_view=new this.canvas.default_view({model:this.canvas,parent:this}),this.el.appendChild(this.canvas_view.el),this.canvas_view.render(),\"webgl\"===this.model.plot.output_backend&&this.init_webgl(),this.throttled_paint=P.throttle(function(t){return function(){return t.force_paint.emit()}}(this),15),this.ui_event_bus=new g.UIEvents(this,this.model.toolbar,this.canvas_view.el,this.model.plot),this.levels={},o=T.RenderLevel,r=0,n=o.length;r<n;r++)i=o[r],this.levels[i]={};return this.renderer_views={},this.tool_views={},this.build_levels(),this.build_tools(),this.connect_signals(),this.update_dataranges(),this.unpause(!0),S.logger.debug(\"PlotView initialized\"),this},e.prototype.set_cursor=function(t){return null==t&&(t=\"default\"),this.canvas_view.el.style.cursor=t},e.getters({canvas_overlays:function(){return this.canvas_view.overlays_el},is_paused:function(){return null!=this._is_paused&&0!==this._is_paused}}),e.prototype.init_webgl=function(){var t,e,r;return t=this.canvas_view.ctx,e=a,null==e&&(a=e=document.createElement(\"canvas\"),r={premultipliedAlpha:!0},e.gl=e.getContext(\"webgl\",r)||e.getContext(\"experimental-webgl\",r)),null!=e.gl?t.glcanvas=e:S.logger.warn(\"WebGL is not supported, falling back to 2D canvas.\")},e.prototype.prepare_webgl=function(t,e){var r,n,i,o;if(n=this.canvas_view.ctx,r=this.canvas_view.get_canvas_element(),n.glcanvas)return n.glcanvas.width=r.width,n.glcanvas.height=r.height,o=n.glcanvas.gl,o.viewport(0,0,n.glcanvas.width,n.glcanvas.height),o.clearColor(0,0,0,0),o.clear(o.COLOR_BUFFER_BIT||o.DEPTH_BUFFER_BIT),o.enable(o.SCISSOR_TEST),i=n.glcanvas.height-t*(e[1]+e[3]),o.scissor(t*e[0],i,t*e[2],t*e[3]),o.enable(o.BLEND),o.blendFuncSeparate(o.SRC_ALPHA,o.ONE_MINUS_SRC_ALPHA,o.ONE_MINUS_DST_ALPHA,o.ONE)},e.prototype.blit_webgl=function(t){var e;if(e=this.canvas_view.ctx,e.glcanvas)return S.logger.debug(\"drawing with WebGL\"),e.restore(),e.drawImage(e.glcanvas,0,0),e.save(),e.scale(t,t),e.translate(.5,.5)},e.prototype.update_dataranges=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,f,y,m,v,g,b,w,x,k,M,T,O,P,A,E,z,C,N,D,F,I,B;for(o=this.model.frame,e={},v={},n=!1,k=j.values(o.x_ranges).concat(j.values(o.y_ranges)),l=0,_=k.length;l<_;l++)x=k[l],x instanceof d.DataRange1d&&\"log\"===x.scale_hint&&(n=!0);M=this.renderer_views;for(u in M)C=M[u],t=null!=(T=C.glyph)&&\"function\"==typeof T.bounds?T.bounds():void 0,null!=t&&(e[u]=t),n&&(m=null!=(O=C.glyph)&&\"function\"==typeof O.log_bounds?O.log_bounds():void 0,null!=m&&(v[u]=m));if(i=!1,s=!1,this.model.plot.match_aspect!==!1&&0!==this.frame._width.value&&0!==this.frame._height.value){x=1/this.model.plot.aspect_scale*(this.frame._width.value/this.frame._height.value);for(u in e)C=e[u],isFinite(C.maxX)&&isFinite(C.minX)&&isFinite(C.maxY)&&isFinite(C.minY)&&(N=C.maxX-C.minX,N<=0&&(N=1),a=C.maxY-C.minY,a<=0&&(a=1),D=.5*(C.maxX+C.minX),I=.5*(C.maxY+C.minY),N<x*a?N=x*a:a=N/x,e[u].maxX=D+.5*N,e[u].minX=D-.5*N,e[u].maxY=I+.5*a,e[u].minY=I-.5*a)}for(P=j.values(o.x_ranges),c=0,h=P.length;c<h;c++)F=P[c],F instanceof d.DataRange1d&&(r=\"log\"===F.scale_hint?v:e,F.update(r,0,this.model.id),F.follow&&(i=!0)),null!=F.bounds&&(s=!0);for(A=j.values(o.y_ranges),g=0,p=A.length;g<p;g++)B=A[g],B instanceof d.DataRange1d&&(r=\"log\"===B.scale_hint?v:e,B.update(r,1,this.model.id),B.follow&&(i=!0)),null!=B.bounds&&(s=!0);if(i&&s){for(S.logger.warn(\"Follow enabled so bounds are unset.\"),E=j.values(o.x_ranges),b=0,f=E.length;b<f;b++)F=E[b],F.bounds=null;for(z=j.values(o.y_ranges),w=0,y=z.length;w<y;w++)B=z[w],B.bounds=null}return this.range_update_timestamp=Date.now()},e.prototype.map_to_screen=function(t,e,r,n){return null==r&&(r=\"default\"),null==n&&(n=\"default\"),this.frame.map_to_screen(t,e,this.canvas,r,n)},e.prototype.push_state=function(t,e){var r,n;return r=(null!=(n=this.state.history[this.state.index])?n.info:void 0)||{},e=j.extend({},this._initial_state_info,r,e),this.state.history.slice(0,this.state.index+1),this.state.history.push({type:t,info:e}),this.state.index=this.state.history.length-1,this.state_changed.emit()},e.prototype.clear_state=function(){return this.state={history:[],index:-1},this.state_changed.emit()},e.prototype.can_undo=function(){return this.state.index>=0},e.prototype.can_redo=function(){return this.state.index<this.state.history.length-1},e.prototype.undo=function(){if(this.can_undo())return this.state.index-=1,this._do_state_change(this.state.index),this.state_changed.emit()},e.prototype.redo=function(){if(this.can_redo())return this.state.index+=1,this._do_state_change(this.state.index),this.state_changed.emit()},e.prototype._do_state_change=function(t){var e,r;if(e=(null!=(r=this.state.history[t])?r.info:void 0)||this._initial_state_info,null!=e.range&&this.update_range(e.range),null!=e.selection)return this.update_selection(e.selection)},e.prototype.get_selection=function(){var t,e,r,n,i,o;for(o=[],r=this.model.plot.renderers,t=0,e=r.length;t<e;t++)n=r[t],n instanceof f.GlyphRenderer&&(i=n.data_source.selected,o[n.id]=i);return o},e.prototype.update_selection=function(t){var e,r,n,i,o,s,a;for(i=this.model.plot.renderers,a=[],r=0,n=i.length;r<n;r++)s=i[r],s instanceof f.GlyphRenderer&&(e=s.data_source,null!=t?(o=s.id,c.call(t,o)>=0?a.push(e.selected=t[s.id]):a.push(void 0)):a.push(e.selection_manager.clear()));return a},e.prototype.reset_selection=function(){return this.update_selection(null)},e.prototype._update_ranges_together=function(t){var e,r,n,i,o,s,a,l,u,c;for(c=1,e=0,n=t.length;e<n;e++)s=t[e],u=s[0],o=s[1],c=Math.min(c,this._get_weight_to_constrain_interval(u,o));if(c<1){for(l=[],r=0,i=t.length;r<i;r++)a=t[r],u=a[0],o=a[1],o.start=c*o.start+(1-c)*u.start,l.push(o.end=c*o.end+(1-c)*u.end);return l}},e.prototype._update_ranges_individually=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m;for(n=!1,i=0,s=t.length;i<s;i++)h=t[i],y=h[0],_=h[1],f=y.start>y.end,r||(m=this._get_weight_to_constrain_interval(y,_),m<1&&(_.start=m*_.start+(1-m)*y.start,_.end=m*_.end+(1-m)*y.end)),null!=y.bounds&&(u=y.bounds[0],l=y.bounds[1],c=Math.abs(_.end-_.start),f?(null!=u&&u>=_.end&&(n=!0,_.end=u,null==e&&null==r||(_.start=u+c)),null!=l&&l<=_.start&&(n=!0,_.start=l,null==e&&null==r||(_.end=l-c))):(null!=u&&u>=_.start&&(n=!0,_.start=u,null==e&&null==r||(_.end=u+c)),null!=l&&l<=_.end&&(n=!0,_.end=l,null==e&&null==r||(_.start=l-c))));if(!r||!n){for(d=[],o=0,a=t.length;o<a;o++)p=t[o],y=p[0],_=p[1],y.have_updated_interactively=!0,y.start!==_.start||y.end!==_.end?d.push(y.setv(_)):d.push(void 0);return d}},e.prototype._get_weight_to_constrain_interval=function(t,e){var r,n,i,o,s,a,l,u,c;return s=t.min_interval,n=t.max_interval,c=1,null!=t.bounds&&(u=t.bounds,o=u[0],r=u[1],null!=o&&null!=r&&(i=Math.abs(r-o),n=null!=n?Math.min(n,i):i)),null==s&&null==n||(l=Math.abs(t.end-t.start),a=Math.abs(e.end-e.start),s>0&&a<s&&(c=(l-s)/(l-a)),n>0&&a>n&&(c=(n-l)/(a-l)),c=Math.max(0,Math.min(1,c))),c},e.prototype.update_range=function(t,e,r){var n,i,o,s,a,l,u;if(this.pause(),null==t){o=this.frame.x_ranges;for(n in o)u=o[n],u.reset();s=this.frame.y_ranges;for(n in s)u=s[n],u.reset();this.update_dataranges()}else{i=[],a=this.frame.x_ranges;for(n in a)u=a[n],i.push([u,t.xrs[n]]);l=this.frame.y_ranges;for(n in l)u=l[n],i.push([u,t.yrs[n]]);r&&this._update_ranges_together(i),this._update_ranges_individually(i,e,r)}return this.unpause()},e.prototype.reset_range=function(){return this.update_range(null)},e.prototype.build_levels=function(){var t,e,r,n,i,o,s,a,l,u,c;for(l=this.model.plot.all_renderers,a=Object.keys(this.renderer_views),s=v.build_views(this.renderer_views,l,this.view_options()),u=E.difference(a,function(){var t,e,r;for(r=[],t=0,e=l.length;t<e;t++)o=l[t],r.push(o.id);return r}()),e=0,n=u.length;e<n;e++)t=u[e],delete this.levels.glyph[t];for(r=0,i=s.length;r<i;r++)c=s[r],this.levels[c.model.level][c.model.id]=c,c.connect_signals();return this},e.prototype.get_renderer_views=function(){var t,e,r,n,i;for(n=this.model.plot.renderers,i=[],t=0,e=n.length;t<e;t++)r=n[t],i.push(this.levels[r.level][r.id]);return i},e.prototype.build_tools=function(){var t,e,r,n,i,o;for(i=this.model.plot.toolbar.tools,r=v.build_views(this.tool_views,i,this.view_options()),n=[],t=0,e=r.length;t<e;t++)o=r[t],o.connect_signals(),n.push(this.ui_event_bus.register_tool(o));return n},e.prototype.connect_signals=function(){var t,r,n,i;e.__super__.connect_signals.call(this),this.connect(this.force_paint,function(t){return function(){return t.paint()}}(this)),r=this.model.frame.x_ranges;for(t in r)i=r[t],this.connect(i.change,function(){return this.request_render()});n=this.model.frame.y_ranges;for(t in n)i=n[t],this.connect(i.change,function(){return this.request_render()});return this.connect(this.model.plot.properties.renderers.change,function(t){return function(){return t.build_levels()}}(this)),this.connect(this.model.plot.toolbar.properties.tools.change,function(t){return function(){return t.build_levels(),t.build_tools()}}(this)),this.connect(this.model.plot.change,function(){return this.request_render()})},e.prototype.set_initial_range=function(){var t,e,r,n,i,o,s;t=!0,o={},r=this.frame.x_ranges;for(e in r){if(i=r[e],null==i.start||null==i.end||A.isStrictNaN(i.start+i.end)){t=!1;break}o[e]={start:i.start,end:i.end}}if(t){s={},n=this.frame.y_ranges;for(e in n){if(i=n[e],null==i.start||null==i.end||A.isStrictNaN(i.start+i.end)){t=!1;break}s[e]={start:i.start,end:i.end}}}return t?(this._initial_state_info.range=this.initial_range_info={xrs:o,yrs:s},S.logger.debug(\"initial ranges set\")):S.logger.warn(\"could not set initial ranges\")},e.prototype.update_constraints=function(){var t,e,r;this.solver.suggest_value(this.frame._width,this.canvas._width.value),this.solver.suggest_value(this.frame._height,this.canvas._height.value),e=this.renderer_views;for(t in e)r=e[t],null!=r.model.panel&&z.update_panel_constraints(r);return this.solver.update_variables()},e.prototype._layout=function(t){if(null==t&&(t=!1),this.render(),t)return this.model.plot.setv({inner_width:Math.round(this.frame._width.value),inner_height:Math.round(this.frame._height.value),layout_width:Math.round(this.canvas._width.value),layout_height:Math.round(this.canvas._height.value)},{no_change:!0}),this.request_paint()},e.prototype.has_finished=function(){var t,r,n,i;if(!e.__super__.has_finished.call(this))return!1;r=this.levels;for(t in r){n=r[t];for(t in n)if(i=n[t],!i.has_finished())return!1}return!0},e.prototype.render=function(){var t,e;return e=this.model._width.value,t=this.model._height.value,this.canvas_view.set_dims([e,t]),this.update_constraints(),this.model.plot.match_aspect!==!1&&0!==this.frame._width.value&&0!==this.frame._height.value&&this.update_dataranges(),this.el.style.position=\"absolute\",this.el.style.left=this.model._dom_left.value+\"px\",this.el.style.top=this.model._dom_top.value+\"px\",this.el.style.width=this.model._width.value+\"px\",this.el.style.height=this.model._height.value+\"px\"},e.prototype.paint=function(){var t,e,r,n,i,o,s,a,l,u,c;if(!this.is_paused){S.logger.trace(\"PlotCanvas.render() for \"+this.model.id),this.canvas_view.prepare_canvas(),Date.now()-this.interactive_timestamp<this.model.plot.lod_interval?(this.lod_started||(this.model.plot.trigger_event(new b.LODStart({})),this.lod_started=!0),this.interactive=!0,i=this.model.plot.lod_timeout,setTimeout(function(t){return function(){return t.interactive&&Date.now()-t.interactive_timestamp>i&&(t.interactive=!1),t.request_render()}}(this),i)):(this.interactive=!1,this.lod_started&&(this.model.plot.trigger_event(new b.LODEnd({})),this.lod_started=!1)),s=this.renderer_views;for(n in s)if(a=s[n],null==this.range_update_timestamp||a.set_data_timestamp>this.range_update_timestamp){this.update_dataranges();break}return this.model.frame._update_scales(),t=this.canvas_view.ctx,t.pixel_ratio=o=this.canvas.pixel_ratio,t.save(),t.scale(o,o),t.translate(.5,.5),e=[this.canvas.vx_to_sx(this.frame._left.value),this.canvas.vy_to_sy(this.frame._top.value),this.frame._width.value,this.frame._height.value],this._map_hook(t,e),this._paint_empty(t,e),this.prepare_webgl(o,e),t.save(),this.visuals.outline_line.doit&&(this.visuals.outline_line.set_value(t),u=e[0],c=e[1],l=e[2],r=e[3],u+l===this.canvas._width.value&&(l-=1),c+r===this.canvas._height.value&&(r-=1),t.strokeRect(u,c,l,r)),t.restore(),this._paint_levels(t,[\"image\",\"underlay\",\"glyph\"],e),this.blit_webgl(o),this._paint_levels(t,[\"annotation\"],e),this._paint_levels(t,[\"overlay\"]),null==this.initial_range_info&&this.set_initial_range(),t.restore(),this._has_finished?void 0:(this._has_finished=!0,this.notify_finished())}},e.prototype._paint_levels=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y;for(t.save(),null!=r&&\"canvas\"===this.model.plot.output_backend&&(t.beginPath(),t.rect.apply(t,r),t.clip()),i={},h=this.model.plot.renderers,n=o=0,a=h.length;o<a;n=++o)p=h[n],i[p.id]=n;for(y=function(t){return i[t.model.id]},s=0,l=e.length;s<l;s++)for(c=e[s],f=E.sortBy(j.values(this.levels[c]),y),_=0,u=f.length;_<u;_++)d=f[_],d.render();return t.restore()},e.prototype._map_hook=function(t,e){},e.prototype._paint_empty=function(t,e){if(t.clearRect(0,0,this.canvas_view.model._width.value,this.canvas_view.model._height.value),this.visuals.border_fill.doit&&(this.visuals.border_fill.set_value(t),t.fillRect(0,0,this.canvas_view.model._width.value,this.canvas_view.model._height.value),\n      t.clearRect.apply(t,e)),this.visuals.background_fill.doit)return this.visuals.background_fill.set_value(t),t.fillRect.apply(t,e)},e.prototype.save=function(t){var e,r,n,i,o,s,a;return\"canvas\"===(o=this.model.plot.output_backend)||\"webgl\"===o?(r=this.canvas_view.get_canvas_element(),null!=r.msToBlob?(e=r.msToBlob(),window.navigator.msSaveBlob(e,t)):(i=document.createElement(\"a\"),i.href=r.toDataURL(\"image/png\"),i.download=t+\".png\",i.target=\"_blank\",i.dispatchEvent(new MouseEvent(\"click\")))):\"svg\"===this.model.plot.output_backend?(s=this.canvas_view.ctx.getSerializedSvg(!0),a=new Blob([s],{type:\"text/plain\"}),n=document.createElement(\"a\"),n.download=t+\".svg\",n.innerHTML=\"Download svg\",n.href=window.URL.createObjectURL(a),n.onclick=function(t){return document.body.removeChild(t.target)},n.style.display=\"none\",document.body.appendChild(n),n.click()):void 0},e}(k.DOMView),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"AbovePanel\",e}(w.LayoutCanvas),i=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"BelowPanel\",e}(w.LayoutCanvas),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"LeftPanel\",e}(w.LayoutCanvas),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"RightPanel\",e}(w.LayoutCanvas),r.PlotCanvas=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"PlotCanvas\",e.prototype.default_view=r.PlotCanvasView,e.prototype.initialize=function(t,r){var a;return e.__super__.initialize.call(this,t,r),this.canvas=new h.Canvas({map:null!=(a=this.use_map)&&a,initial_width:this.plot.plot_width,initial_height:this.plot.plot_height,use_hidpi:this.plot.hidpi,output_backend:this.plot.output_backend}),this.frame=new p.CartesianFrame({x_range:this.plot.x_range,extra_x_ranges:this.plot.extra_x_ranges,x_scale:this.plot.x_scale,y_range:this.plot.y_range,extra_y_ranges:this.plot.extra_y_ranges,y_scale:this.plot.y_scale}),this.above_panel=new n,this.below_panel=new i,this.left_panel=new o,this.right_panel=new s,S.logger.debug(\"PlotCanvas initialized\")},e.prototype._doc_attached=function(){return this.canvas.attach_document(this.document),this.frame.attach_document(this.document),this.above_panel.attach_document(this.document),this.below_panel.attach_document(this.document),this.left_panel.attach_document(this.document),this.right_panel.attach_document(this.document),e.__super__._doc_attached.call(this),S.logger.debug(\"PlotCanvas attached to document\")},e.override({sizing_mode:\"stretch_both\"}),e.internal({plot:[O.Instance],toolbar:[O.Instance],canvas:[O.Instance],frame:[O.Instance]}),e.prototype.get_layoutable_children=function(){var t,e;return t=[this.above_panel,this.below_panel,this.left_panel,this.right_panel,this.canvas,this.frame],e=function(e){var r,n,i,o;for(o=[],r=0,n=e.length;r<n;r++)i=e[r],null!=i.panel?o.push(t.push(i.panel)):o.push(void 0);return o},e(this.plot.above),e(this.plot.below),e(this.plot.left),e(this.plot.right),t},e.prototype.get_constraints=function(){return e.__super__.get_constraints.call(this).concat(this._get_constant_constraints(),this._get_side_constraints())},e.prototype._get_constant_constraints=function(){return[M.GE(this.above_panel._height,-this.plot.min_border_top),M.GE(this.below_panel._height,-this.plot.min_border_bottom),M.GE(this.left_panel._width,-this.plot.min_border_left),M.GE(this.right_panel._width,-this.plot.min_border_right),M.EQ(this.above_panel._top,[-1,this.canvas._top]),M.EQ(this.above_panel._bottom,[-1,this.frame._top]),M.EQ(this.above_panel._left,[-1,this.left_panel._right]),M.EQ(this.above_panel._right,[-1,this.right_panel._left]),M.EQ(this.below_panel._top,[-1,this.frame._bottom]),M.EQ(this.below_panel._bottom,[-1,this.canvas._bottom]),M.EQ(this.below_panel._left,[-1,this.left_panel._right]),M.EQ(this.below_panel._right,[-1,this.right_panel._left]),M.EQ(this.left_panel._top,[-1,this.above_panel._bottom]),M.EQ(this.left_panel._bottom,[-1,this.below_panel._top]),M.EQ(this.left_panel._left,[-1,this.canvas._left]),M.EQ(this.left_panel._right,[-1,this.frame._left]),M.EQ(this.right_panel._top,[-1,this.above_panel._bottom]),M.EQ(this.right_panel._bottom,[-1,this.below_panel._top]),M.EQ(this.right_panel._left,[-1,this.frame._right]),M.EQ(this.right_panel._right,[-1,this.canvas._right]),M.EQ(this._top,[-1,this.above_panel._height]),M.EQ(this._left,[-1,this.left_panel._width]),M.EQ(this._height,[-1,this._bottom],[-1,this.below_panel._height]),M.EQ(this._width,[-1,this._right],[-1,this.right_panel._width])]},e.prototype._get_side_constraints=function(){var t,e,r,n,i,o,s,a,l,u,c,h,p,d,f,y,m;if(n=[],e=function(){var t;return t=1<=arguments.length?_.call(arguments,0):[],n.push.apply(n,t)},t=this.plot.above,r=this.plot.below,a=this.plot.left,y=this.plot.right,i=function(t){return t[0]},m=function(t){return t[t.length-1]},t.length>0)for(e(M.EQ(i(t).panel._bottom,[-1,this.above_panel._bottom])),e(M.LE(m(t).panel._top,[-1,this.above_panel._top])),e.apply(null,E.pairwise(t,function(t,e){return M.EQ(t.panel._top,[-1,e.panel._bottom])})),o=0,l=t.length;o<l;o++)f=t[o],e(M.EQ(f.panel._left,[-1,this.above_panel._left])),e(M.EQ(f.panel._right,[-1,this.above_panel._right]));if(r.length>0)for(e(M.EQ(i(r).panel._top,[-1,this.below_panel._top])),e(M.GE(m(r).panel._bottom,[-1,this.below_panel._bottom])),e.apply(null,E.pairwise(r,function(t,e){return M.EQ(t.panel._bottom,[-1,e.panel._top])})),s=0,u=r.length;s<u;s++)f=r[s],e(M.EQ(f.panel._left,[-1,this.below_panel._left])),e(M.EQ(f.panel._right,[-1,this.below_panel._right]));if(a.length>0)for(e(M.EQ(i(a).panel._right,[-1,this.left_panel._right])),e(M.GE(m(a).panel._left,[-1,this.left_panel._left])),e.apply(null,E.pairwise(a,function(t,e){return M.EQ(t.panel._left,[-1,e.panel._right])})),p=0,c=a.length;p<c;p++)f=a[p],e(M.EQ(f.panel._top,[-1,this.left_panel._top])),e(M.EQ(f.panel._bottom,[-1,this.left_panel._bottom]));if(y.length>0)for(e(M.EQ(i(y).panel._left,[-1,this.right_panel._left])),e(M.LE(m(y).panel._right,[-1,this.right_panel._right])),e.apply(null,E.pairwise(y,function(t,e){return M.EQ(t.panel._right,[-1,e.panel._left])})),d=0,h=y.length;d<h;d++)f=y[d],e(M.EQ(f.panel._top,[-1,this.right_panel._top])),e(M.EQ(f.panel._bottom,[-1,this.right_panel._bottom]));return n},e}(y.LayoutDOM)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(156),s=t(14);r.DataRange=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"DataRange\",e.define({names:[s.Array,[]],renderers:[s.Array,[]]}),e}(o.Range)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(152),s=t(158),a=t(13),l=t(14),u=t(22);r.DataRange1d=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"DataRange1d\",e.define({start:[l.Number],end:[l.Number],range_padding:[l.Number,.1],range_padding_units:[l.PaddingUnits,\"percent\"],flipped:[l.Bool,!1],follow:[l.StartEnd],follow_interval:[l.Number],default_span:[l.Number,2],bounds:[l.Any],min_interval:[l.Any],max_interval:[l.Any]}),e.internal({scale_hint:[l.String,\"auto\"]}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.plot_bounds={},this.have_updated_interactively=!1,this._initial_start=this.start,this._initial_end=this.end,this._initial_range_padding=this.range_padding,this._initial_range_padding_units=this.range_padding_units,this._initial_follow=this.follow,this._initial_follow_interval=this.follow_interval,this._initial_default_span=this.default_span},e.getters({min:function(){return Math.min(this.start,this.end)},max:function(){return Math.max(this.start,this.end)}}),e.prototype.computed_renderers=function(){var t,e,r,n,i,o,l,u,c,_,h;if(o=this.names,_=this.renderers,0===_.length)for(c=this.plots,e=0,n=c.length;e<n;e++)l=c[e],t=l.renderers,h=function(){var e,r,n;for(n=[],e=0,r=t.length;e<r;e++)u=t[e],u instanceof s.GlyphRenderer&&n.push(u);return n}(),_=_.concat(h);for(o.length>0&&(_=function(){var t,e,r;for(r=[],t=0,e=_.length;t<e;t++)u=_[t],o.indexOf(u.name)>=0&&r.push(u);return r}()),a.logger.debug(\"computed \"+_.length+\" renderers for DataRange1d \"+this.id),r=0,i=_.length;r<i;r++)u=_[r],a.logger.trace(\" - \"+u.type+\" \"+u.id);return _},e.prototype._compute_plot_bounds=function(t,e){var r,n,i,o;for(o=u.empty(),r=0,n=t.length;r<n;r++)i=t[r],null!=e[i.id]&&(o=u.union(o,e[i.id]));return o},e.prototype._compute_min_max=function(t,e){var r,n,i,o,s,a,l;o=u.empty();for(r in t)l=t[r],o=u.union(o,l);return 0===e?(s=[o.minX,o.maxX],i=s[0],n=s[1]):(a=[o.minY,o.maxY],i=a[0],n=a[1]),[i,n]},e.prototype._compute_range=function(t,e){var r,n,i,o,s,l,u,c,_,h,p,d,f;return u=null!=(c=this.range_padding)?c:0,\"log\"===this.scale_hint?((isNaN(t)||!isFinite(t)||t<=0)&&(t=isNaN(e)||!isFinite(e)||e<=0?.1:e/100,a.logger.warn(\"could not determine minimum data value for log axis, DataRange1d using value \"+t)),(isNaN(e)||!isFinite(e)||e<=0)&&(e=isNaN(t)||!isFinite(t)||t<=0?10:100*t,a.logger.warn(\"could not determine maximum data value for log axis, DataRange1d using value \"+e)),e===t?(d=this.default_span+.001,r=Math.log(t)/Math.log(10)):(\"percent\"===this.range_padding_units?(l=Math.log(t)/Math.log(10),s=Math.log(e)/Math.log(10),d=(s-l)*(1+u)):(l=Math.log(t-u)/Math.log(10),s=Math.log(e+u)/Math.log(10),d=s-l),r=(l+s)/2),_=[Math.pow(10,r-d/2),Math.pow(10,r+d/2)],f=_[0],n=_[1]):(d=e===t?this.default_span:\"percent\"===this.range_padding_units?(e-t)*(1+u):e-t+2*u,r=(e+t)/2,h=[r-d/2,r+d/2],f=h[0],n=h[1]),o=1,this.flipped&&(p=[n,f],f=p[0],n=p[1],o=-1),i=this.follow_interval,null!=i&&Math.abs(f-n)>i&&(\"start\"===this.follow?n=f+o*i:\"end\"===this.follow&&(f=n-o*i)),[f,n]},e.prototype.update=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p;if(!this.have_updated_interactively)return h=this.computed_renderers(),this.plot_bounds[r]=this._compute_plot_bounds(h,t),u=this._compute_min_max(this.plot_bounds,e),a=u[0],s=u[1],c=this._compute_range(a,s),p=c[0],o=c[1],null!=this._initial_start&&(\"log\"===this.scale_hint?this._initial_start>0&&(p=this._initial_start):p=this._initial_start),null!=this._initial_end&&(\"log\"===this.scale_hint?this._initial_end>0&&(o=this._initial_end):o=this._initial_end),_=[this.start,this.end],i=_[0],n=_[1],p===i&&o===n||(l={},p!==i&&(l.start=p),o!==n&&(l.end=o),this.setv(l)),\"auto\"===this.bounds&&this.setv({bounds:[p,o]},{silent:!0}),this.change.emit()},e.prototype.reset=function(){return this.have_updated_interactively=!1,this.setv({range_padding:this._initial_range_padding,range_padding_units:this._initial_range_padding_units,follow:this._initial_follow,follow_interval:this._initial_follow_interval,default_span:this._initial_default_span},{silent:!0}),this.change.emit()},e}(o.DataRange)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(156),s=t(14),a=t(21),l=t(41);r.map_one_level=function(t,e,r){var n,i,o,s,a;for(null==r&&(r=0),a={},i=o=0,s=t.length;o<s;i=++o){if(n=t[i],n in a)throw new Error(\"duplicate factor or subfactor \"+n);a[n]={value:.5+i*(1+e)+r}}return[a,(t.length-1)*e]},r.map_two_levels=function(t,e,n,i){var o,s,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x;for(null==i&&(i=0),h={},b={},w=[],l=0,c=t.length;l<c;l++)d=t[l],o=d[0],s=d[1],o in b||(b[o]=[],w.push(o)),b[o].push(s);for(m=i,x=0,u=0,_=w.length;u<_;u++)o=w[u],p=b[o].length,f=r.map_one_level(b[o],n,m),y=f[0],v=f[1],x+=v,g=a.sum(function(){var t,e,r,n;for(r=b[o],n=[],t=0,e=r.length;t<e;t++)s=r[t],n.push(y[s].value);return n}()),h[o]={value:g/p,mapping:y},m+=p+e+v;return[h,w,(w.length-1)*e+x]},r.map_three_levels=function(t,e,n,i,o){var s,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;for(null==o&&(o=0),y={},T={},O=[],c=0,p=t.length;c<p;c++)g=t[c],s=g[0],l=g[1],u=g[2],s in T||(T[s]=[],O.push(s)),T[s].push([l,u]);for(m=[],k=o,P=0,_=0,d=O.length;_<d;_++){for(s=O[_],v=T[s].length,b=r.map_two_levels(T[s],n,i,k),w=b[0],x=b[1],M=b[2],h=0,f=x.length;h<f;h++)l=x[h],m.push([s,l]);P+=M,S=a.sum(function(){var t,e,r,n,i;for(r=T[s],i=[],e=0,t=r.length;e<t;e++)n=r[e],l=n[0],u=n[1],i.push(w[l].value);return i}()),y[s]={value:S/v,mapping:w},k+=v+e+M}return[y,O,m,(O.length-1)*e+P]},r.FactorRange=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"FactorRange\",e.define({factors:[s.Array,[]],factor_padding:[s.Number,0],subgroup_padding:[s.Number,.8],group_padding:[s.Number,1.4],range_padding:[s.Number,0],range_padding_units:[s.PaddingUnits,\"percent\"],start:[s.Number],end:[s.Number],bounds:[s.Any],min_interval:[s.Any],max_interval:[s.Any]}),e.getters({min:function(){return this.start},max:function(){return this.end}}),e.internal({levels:[s.Number],mids:[s.Array],tops:[s.Array],tops_groups:[s.Array]}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this._init(),this.connect(this.properties.factors.change,function(){return this._init()}),this.connect(this.properties.factor_padding.change,function(){return this._init()}),this.connect(this.properties.group_padding.change,function(){return this._init()}),this.connect(this.properties.subgroup_padding.change,function(){return this._init()}),this.connect(this.properties.range_padding.change,function(){return this._init()}),this.connect(this.properties.range_padding_units.change,function(){return this._init()})},e.prototype.reset=function(){return this._init(),this.change.emit()},e.prototype.synthetic=function(t){var e;return l.isNumber(t)?t:l.isString(t)?this._lookup([t]):(e=0,l.isNumber(t[t.length-1])&&(e=t[t.length-1],t=t.slice(0,-1)),this._lookup(t)+e)},e.prototype.v_synthetic=function(t){var e,r;return e=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)r=t[e],i.push(this.synthetic(r));return i}.call(this)},e.prototype._init=function(){var t,e,n,i,o,s,u,c;if(a.all(this.factors,l.isString))i=1,o=r.map_one_level(this.factors,this.factor_padding),this._mapping=o[0],n=o[1];else if(a.all(this.factors,function(t){return l.isArray(t)&&2===t.length&&l.isString(t[0])&&l.isString(t[1])}))i=2,s=r.map_two_levels(this.factors,this.group_padding,this.factor_padding),this._mapping=s[0],this.tops=s[1],n=s[2];else{if(!a.all(this.factors,function(t){return 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u.CDSView}],glyph:[_.Instance],hover_glyph:[_.Instance],nonselection_glyph:[_.Any,\"auto\"],selection_glyph:[_.Any,\"auto\"],muted_glyph:[_.Instance],muted:[_.Bool,!1]}),e.override({level:\"glyph\"}),e.prototype.selection_defaults={fill:{},line:{}},e.prototype.decimated_defaults={fill:{fill_alpha:.3,fill_color:\"grey\"},line:{line_alpha:.3,line_color:\"grey\"}},e.prototype.nonselection_defaults={fill:{fill_alpha:.2,line_alpha:.2},line:{}},e}(s.Renderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(162),s=t(126),a=t(14),l=t(4);r.GraphRendererView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){var r;return 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0:null!=(s=this.model.inspection_policy)?s.do_inspection(t,this,e,r):void 0)},e}(o.RendererView),r.GraphRenderer=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.GraphRendererView,e.prototype.type=\"GraphRenderer\",e.prototype.get_selection_manager=function(){return this.node_renderer.data_source.selection_manager},e.define({x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"],layout_provider:[a.Instance],node_renderer:[a.Instance],edge_renderer:[a.Instance],selection_policy:[a.Instance,function(){return new s.NodesOnly}],inspection_policy:[a.Instance,function(){return new s.NodesOnly}]}),e.override({level:\"glyph\"}),e}(o.Renderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new 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r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(197),s=t(14);r.BBoxTileSource=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"BBoxTileSource\",e.define({use_latlon:[s.Bool,!1]}),e.prototype.get_image_url=function(t,e,r){var n,i,o,s,a,l,u;return n=this.string_lookup_replace(this.url,this.extra_url_vars),this.use_latlon?(i=this.get_tile_geographic_bounds(t,e,r),a=i[0],u=i[1],s=i[2],l=i[3]):(o=this.get_tile_meter_bounds(t,e,r),a=o[0],u=o[1],s=o[2],l=o[3]),n.replace(\"{XMIN}\",a).replace(\"{YMIN}\",u).replace(\"{XMAX}\",s).replace(\"{YMAX}\",l)},e}(o.MercatorTileSource)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){return function(){return t.apply(e,arguments)}},i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return 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this.initial_extent=this.get_extent()},e.prototype._on_image_load=function(t){var e;if(e=t.target.image_data,e.img=t.target,e.loaded=!0,this.lastImage=e,this.get_extent().join(\":\")===e.cache_key)return this.request_render()},e.prototype._on_image_error=function(t){var e;return a.logger.error(\"Error loading image: \"+t.target.src),e=t.target.image_data,this.model.image_source.remove_image(e)},e.prototype._create_image=function(t){var e;return e=new Image,e.onload=this._on_image_load,e.onerror=this._on_image_error,e.alt=\"\",e.image_data={bounds:t,loaded:!1,cache_key:t.join(\":\")},this.model.image_source.add_image(e.image_data),e.src=this.model.image_source.get_image_url(t[0],t[1],t[2],t[3],Math.ceil(this.map_frame._height.value),Math.ceil(this.map_frame._width.value)),e},e.prototype.render=function(t,e,r){var n,i;return null==this.map_initialized&&(this._set_data(),this._map_data(),this.map_initialized=!0),n=this.get_extent(),this.render_timer&&clearTimeout(this.render_timer),i=this.model.image_source.images[n.join(\":\")],null!=i&&i.loaded?void this._draw_image(n.join(\":\")):(null!=this.lastImage&&this._draw_image(this.lastImage.cache_key),null==i?this.render_timer=setTimeout(function(t){return function(){return t._create_image(n)}}(this),125):void 0)},e.prototype._draw_image=function(t){var e,r,n,i,o,s,a,l,u,c,_;if(e=this.model.image_source.images[t],null!=e)return this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha,r=this.plot_view.frame.map_to_screen([e.bounds[0]],[e.bounds[3]],this.plot_view.canvas),l=r[0],_=r[1],n=this.plot_view.frame.map_to_screen([e.bounds[2]],[e.bounds[1]],this.plot_view.canvas),a=n[0],c=n[1],l=l[0],_=_[0],a=a[0],c=c[0],o=a-l,i=c-_,s=l,u=_,this.map_canvas.drawImage(e.img,s,u,o,i),this.map_canvas.restore()},e.prototype._set_rect=function(){var t,e,r,n,i;return r=this.plot_model.plot.properties.outline_line_width.value(),e=this.plot_view.canvas.vx_to_sx(this.map_frame._left.value)+r/2,n=this.plot_view.canvas.vy_to_sy(this.map_frame._top.value)+r/2,i=this.map_frame._width.value-r,t=this.map_frame._height.value-r,this.map_canvas.rect(e,n,i,t),this.map_canvas.clip()},e}(s.RendererView),r.DynamicImageRenderer=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.DynamicImageView,e.prototype.type=\"DynamicImageRenderer\",e.define({alpha:[l.Number,1],image_source:[l.Instance],render_parents:[l.Bool,!0]}),e.override({level:\"underlay\"}),e}(s.Renderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0}),r.ImagePool=function(){function t(){this.images=[]}return t.prototype.pop=function(){var t;return t=this.images.pop(),null!=t?t:new Image},t.prototype.push=function(t){if(!(this.images.length>50))return t.constructor===Array?Array.prototype.push.apply(this.images,t):this.images.push(t)},t}()},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(49);r.ImageSource=function(t){function e(t){null==t&&(t={}),e.__super__.constructor.apply(this,arguments),this.images={},this.normalize_case()}return n(e,t),e.prototype.type=\"ImageSource\",e.define({url:[o.String,\"\"],extra_url_vars:[o.Any,{}]}),e.prototype.normalize_case=function(){\"Note: should probably be refactored into subclasses.\";var t;return t=this.url,t=t.replace(\"{xmin}\",\"{XMIN}\"),t=t.replace(\"{ymin}\",\"{YMIN}\"),t=t.replace(\"{xmax}\",\"{XMAX}\"),t=t.replace(\"{ymax}\",\"{YMAX}\"),t=t.replace(\"{height}\",\"{HEIGHT}\"),t=t.replace(\"{width}\",\"{WIDTH}\"),this.url=t},e.prototype.string_lookup_replace=function(t,e){var r,n,i;n=t;for(r in e)i=e[r],n=n.replace(\"{\"+r+\"}\",i.toString());return n},e.prototype.add_image=function(t){return this.images[t.cache_key]=t},e.prototype.remove_image=function(t){return delete this.images[t.cache_key]},e.prototype.get_image_url=function(t,e,r,n,i,o){var s;return s=this.string_lookup_replace(this.url,this.extra_url_vars),s.replace(\"{XMIN}\",t).replace(\"{YMIN}\",e).replace(\"{XMAX}\",r).replace(\"{YMAX}\",n).replace(\"{WIDTH}\",o).replace(\"{HEIGHT}\",i)},e}(s.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(192);r.BBoxTileSource=n.BBoxTileSource;var i=t(193);r.DynamicImageRenderer=i.DynamicImageRenderer;var o=t(195);r.ImageSource=o.ImageSource;var s=t(197);r.MercatorTileSource=s.MercatorTileSource;var a=t(198);r.QUADKEYTileSource=a.QUADKEYTileSource;var l=t(199);r.TileRenderer=l.TileRenderer;var u=t(200);r.TileSource=u.TileSource;var c=t(202);r.TMSTileSource=c.TMSTileSource;var _=t(203);r.WMTSTileSource=_.WMTSTileSource},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(200),a=t(14);r.MercatorTileSource=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"MercatorTileSource\",e.define({wrap_around:[a.Bool,!0]}),e.override({x_origin_offset:20037508.34,y_origin_offset:20037508.34,initial_resolution:156543.03392804097}),e.prototype.initialize=function(t){var r;return e.__super__.initialize.call(this,t),this._resolutions=function(){var t,e,n,i;for(i=[],r=t=e=this.min_zoom,n=this.max_zoom;e<=n?t<=n:t>=n;r=e<=n?++t:--t)i.push(this.get_resolution(r));return i}.call(this)},e.prototype._computed_initial_resolution=function(){return null!=this.initial_resolution?this.initial_resolution:2*Math.PI*6378137/this.tile_size},e.prototype.is_valid_tile=function(t,e,r){return!(!this.wrap_around&&(t<0||t>=Math.pow(2,r)))&&!(e<0||e>=Math.pow(2,r))},e.prototype.retain_children=function(t){var e,r,n,i,o,s,a;i=t.quadkey,n=i.length,r=n+3,o=this.tiles,s=[];for(e in o)a=o[e],0===a.quadkey.indexOf(i)&&a.quadkey.length>n&&a.quadkey.length<=r?s.push(a.retain=!0):s.push(void 0);return s},e.prototype.retain_neighbors=function(t){var e,r,n,i,s,a,l,u,c,_,h,p,d,f,y;r=4,s=t.tile_coords,h=s[0],p=s[1],d=s[2],n=function(){var t,e,n,i;for(i=[],f=t=e=h-r,n=h+r;e<=n?t<=n:t>=n;f=e<=n?++t:--t)i.push(f);return i}(),i=function(){var t,e,n,i;for(i=[],y=t=e=p-r,n=p+r;e<=n?t<=n:t>=n;y=e<=n?++t:--t)i.push(y);return i}(),a=this.tiles,c=[];for(e in a)_=a[e],_.tile_coords[2]===d&&(l=_.tile_coords[0],o.call(n,l)>=0)&&(u=_.tile_coords[1],o.call(i,u)>=0)?c.push(_.retain=!0):c.push(void 0);return c},e.prototype.retain_parents=function(t){var e,r,n,i,o;r=t.quadkey,n=this.tiles,i=[];for(e in n)o=n[e],i.push(o.retain=0===r.indexOf(o.quadkey));return i},e.prototype.children_by_tile_xyz=function(t,e,r){var n,i,o,s,a,l,u,c,_;for(_=this.calculate_world_x_by_tile_xyz(t,e,r),0!==_&&(l=this.normalize_xyz(t,e,r),t=l[0],e=l[1],r=l[2]),a=this.tile_xyz_to_quadkey(t,e,r),i=[],o=s=0;s<=3;o=s+=1)u=this.quadkey_to_tile_xyz(a+o.toString()),t=u[0],e=u[1],r=u[2],0!==_&&(c=this.denormalize_xyz(t,e,r,_),t=c[0],e=c[1],r=c[2]),n=this.get_tile_meter_bounds(t,e,r),null!=n&&i.push([t,e,r,n]);return i},e.prototype.parent_by_tile_xyz=function(t,e,r){var n,i;return i=this.tile_xyz_to_quadkey(t,e,r),n=i.substring(0,i.length-1),this.quadkey_to_tile_xyz(n)},e.prototype.get_resolution=function(t){return this._computed_initial_resolution()/Math.pow(2,t)},e.prototype.get_resolution_by_extent=function(t,e,r){var n,i;return n=(t[2]-t[0])/r,i=(t[3]-t[1])/e,[n,i]},e.prototype.get_level_by_extent=function(t,e,r){var n,i,o,s,a,l,u,c;for(u=(t[2]-t[0])/r,c=(t[3]-t[1])/e,l=Math.max(u,c),n=0,a=this._resolutions,i=0,o=a.length;i<o;i++){if(s=a[i],l>s){if(0===n)return 0;if(n>0)return n-1}n+=1}},e.prototype.get_closest_level_by_extent=function(t,e,r){var n,i,o,s,a;return s=(t[2]-t[0])/r,a=(t[3]-t[1])/e,i=Math.max(s,a),o=this._resolutions,n=this._resolutions.reduce(function(t,e){return Math.abs(e-i)<Math.abs(t-i)?e:t}),this._resolutions.indexOf(n)},e.prototype.snap_to_zoom=function(t,e,r,n){var i,o,s,a,l,u,c,_,h;return i=this._resolutions[n],o=r*i,s=e*i,u=t[0],h=t[1],l=t[2],_=t[3],a=(o-(l-u))/2,c=(s-(_-h))/2,[u-a,h-c,l+a,_+c]},e.prototype.tms_to_wmts=function(t,e,r){\"Note this works both ways\";return[t,Math.pow(2,r)-1-e,r]},e.prototype.wmts_to_tms=function(t,e,r){\"Note this works both ways\";return[t,Math.pow(2,r)-1-e,r]},e.prototype.pixels_to_meters=function(t,e,r){var n,i,o;return o=this.get_resolution(r),n=t*o-this.x_origin_offset,i=e*o-this.y_origin_offset,[n,i]},e.prototype.meters_to_pixels=function(t,e,r){var n,i,o;return o=this.get_resolution(r),n=(t+this.x_origin_offset)/o,i=(e+this.y_origin_offset)/o,[n,i]},e.prototype.pixels_to_tile=function(t,e){var r,n;return r=Math.ceil(t/parseFloat(this.tile_size)),r=0===r?r:r-1,n=Math.max(Math.ceil(e/parseFloat(this.tile_size))-1,0),[r,n]},e.prototype.pixels_to_raster=function(t,e,r){var n;return n=this.tile_size<<r,[t,n-e]},e.prototype.meters_to_tile=function(t,e,r){var n,i,o;return o=this.meters_to_pixels(t,e,r),n=o[0],i=o[1],this.pixels_to_tile(n,i)},e.prototype.get_tile_meter_bounds=function(t,e,r){var n,i,o,s,a,l;return n=this.pixels_to_meters(t*this.tile_size,e*this.tile_size,r),s=n[0],l=n[1],i=this.pixels_to_meters((t+1)*this.tile_size,(e+1)*this.tile_size,r),o=i[0],a=i[1],null!=s&&null!=l&&null!=o&&null!=a?[s,l,o,a]:void 0},e.prototype.get_tile_geographic_bounds=function(t,e,r){var n,i,o,s,a,l;return n=this.get_tile_meter_bounds(t,e,r),l=this.utils.meters_extent_to_geographic(n),a=l[0],s=l[1],o=l[2],i=l[3],[a,s,o,i]},e.prototype.get_tiles_by_extent=function(t,e,r){var n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w;for(null==r&&(r=1),g=t[0],w=t[1],v=t[2],b=t[3],o=this.meters_to_tile(g,w,e),d=o[0],m=o[1],s=this.meters_to_tile(v,b,e),p=s[0],y=s[1],d-=r,m-=r,p+=r,y+=r,_=[],f=n=a=y,l=m;n>=l;f=n+=-1)for(h=i=u=d,c=p;i<=c;h=i+=1)this.is_valid_tile(h,f,e)&&_.push([h,f,e,this.get_tile_meter_bounds(h,f,e)]);return _=this.sort_tiles_from_center(_,[d,m,p,y])},e.prototype.quadkey_to_tile_xyz=function(t){\"Computes tile x, y and z values based on quadKey.\";var e,r,n,i,o,s,a,l;for(o=0,s=0,a=t.length,e=r=i=a;r>0;e=r+=-1)switch(l=t.charAt(a-e),n=1<<e-1,l){case\"0\":continue;case\"1\":o|=n;break;case\"2\":s|=n;break;case\"3\":o|=n,s|=n;break;default:throw new TypeError(\"Invalid Quadkey: \"+t)}return[o,s,a]},e.prototype.tile_xyz_to_quadkey=function(t,e,r){\"Computes quadkey value based on tile x, y and z values.\";var n,i,o,s,a,l;for(a=\"\",i=o=l=r;o>0;i=o+=-1)n=0,s=1<<i-1,0!==(t&s)&&(n+=1),0!==(e&s)&&(n+=2),a+=n.toString();return a},e.prototype.children_by_tile_xyz=function(t,e,r){var n,i,o,s,a,l;for(a=this.tile_xyz_to_quadkey(t,e,r),i=[],o=s=0;s<=3;o=s+=1)l=this.quadkey_to_tile_xyz(a+o.toString()),t=l[0],e=l[1],r=l[2],n=this.get_tile_meter_bounds(t,e,r),null!=n&&i.push([t,e,r,n]);return i},e.prototype.parent_by_tile_xyz=function(t,e,r){var n,i;return i=this.tile_xyz_to_quadkey(t,e,r),n=i.substring(0,i.length-1),this.quadkey_to_tile_xyz(n)},e.prototype.get_closest_parent_by_tile_xyz=function(t,e,r){var n,i,o,s,a;for(a=this.calculate_world_x_by_tile_xyz(t,e,r),i=this.normalize_xyz(t,e,r),t=i[0],e=i[1],r=i[2],n=this.tile_xyz_to_quadkey(t,e,r);n.length>0;)if(n=n.substring(0,n.length-1),o=this.quadkey_to_tile_xyz(n),t=o[0],e=o[1],r=o[2],s=this.denormalize_xyz(t,e,r,a),t=s[0],e=s[1],r=s[2],this.tile_xyz_to_key(t,e,r)in this.tiles)return[t,e,r];return[0,0,0]},e.prototype.normalize_xyz=function(t,e,r){var n;return this.wrap_around?(n=Math.pow(2,r),[(t%n+n)%n,e,r]):[t,e,r]},e.prototype.denormalize_xyz=function(t,e,r,n){return[t+n*Math.pow(2,r),e,r]},e.prototype.denormalize_meters=function(t,e,r,n){return[t+2*n*Math.PI*6378137,e]},e.prototype.calculate_world_x_by_tile_xyz=function(t,e,r){return Math.floor(t/Math.pow(2,r))},e}(s.TileSource)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(197);r.QUADKEYTileSource=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"QUADKEYTileSource\",e.prototype.get_image_url=function(t,e,r){var n,i,o;return n=this.string_lookup_replace(this.url,this.extra_url_vars),o=this.tms_to_wmts(t,e,r),t=o[0],e=o[1],r=o[2],i=this.tile_xyz_to_quadkey(t,e,r),n.replace(\"{Q}\",i)},e}(o.MercatorTileSource)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){return function(){return t.apply(e,arguments)}},i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},a=t(194),l=t(203),u=t(162),c=t(5),_=t(14),h=t(41);r.TileRendererView=function(t){function e(){return this._update=n(this._update,this),this._prefetch_tiles=n(this._prefetch_tiles,this),this._on_tile_error=n(this._on_tile_error,this),this._on_tile_cache_load=n(this._on_tile_cache_load,this),this._on_tile_load=n(this._on_tile_load,this),this._add_attribution=n(this._add_attribution,this),e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return this.attributionEl=null,this._tiles=[],e.__super__.initialize.apply(this,arguments)},e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.change,function(){return this.request_render()})},e.prototype.get_extent=function(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]},e.prototype._set_data=function(){return this.pool=new a.ImagePool,this.map_plot=this.plot_model.plot,this.map_canvas=this.plot_view.canvas_view.ctx,this.map_frame=this.plot_model.frame,this.x_range=this.map_plot.x_range,this.y_range=this.map_plot.y_range,this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0},e.prototype._add_attribution=function(){var t,e,r,n,i;if(t=this.model.tile_source.attribution,h.isString(t)&&t.length>0)return null==this.attributionEl&&(i=this.plot_model.canvas._right.value-this.plot_model.frame._right.value,e=this.plot_model.frame._bottom.value,r=this.map_frame._width.value,this.attributionEl=c.div({\"class\":\"bk-tile-attribution\",style:{position:\"absolute\",bottom:e+\"px\",right:i+\"px\",\"max-width\":r+\"px\",padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.8)\",\"font-size\":\"9pt\",\"font-family\":\"sans-serif\"}}),n=this.plot_view.canvas_view.events_el,n.appendChild(this.attributionEl)),this.attributionEl.innerHTML=t},e.prototype._map_data=function(){var t,e;return this.initial_extent=this.get_extent(),e=this.model.tile_source.get_level_by_extent(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value),t=this.model.tile_source.snap_to_zoom(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value,e),this.x_range.start=t[0],this.y_range.start=t[1],this.x_range.end=t[2],this.y_range.end=t[3],this._add_attribution()},e.prototype._on_tile_load=function(t){var e;return e=t.target.tile_data,e.img=t.target,e.current=!0,e.loaded=!0,this.request_render()},e.prototype._on_tile_cache_load=function(t){var e;return e=t.target.tile_data,e.img=t.target,e.loaded=!0,e.finished=!0,this.notify_finished()},e.prototype._on_tile_error=function(t){var e;return e=t.target.tile_data,e.finished=!0},e.prototype._create_tile=function(t,e,r,n,i){var o,s,a;return null==i&&(i=!1),o=this.model.tile_source.normalize_xyz(t,e,r),a=this.pool.pop(),i?a.onload=this._on_tile_cache_load:a.onload=this._on_tile_load,a.onerror=this._on_tile_error,a.alt=\"\",a.tile_data={tile_coords:[t,e,r],normalized_coords:o,quadkey:this.model.tile_source.tile_xyz_to_quadkey(t,e,r),cache_key:this.model.tile_source.tile_xyz_to_key(t,e,r),bounds:n,loaded:!1,finished:!1,x_coord:n[0],y_coord:n[3]},this.model.tile_source.tiles[a.tile_data.cache_key]=a.tile_data,a.src=(s=this.model.tile_source).get_image_url.apply(s,o),this._tiles.push(a),a},e.prototype._enforce_aspect_ratio=function(){var t,e,r;return(this._last_height!==this.map_frame._height.value||this._last_width!==this.map_frame._width.value)&&(t=this.get_extent(),r=this.model.tile_source.get_level_by_extent(t,this.map_frame._height.value,this.map_frame._width.value),e=this.model.tile_source.snap_to_zoom(t,this.map_frame._height.value,this.map_frame._width.value,r),this.x_range.setv({start:e[0],end:e[2]}),this.y_range.setv({start:e[1],end:e[3]}),this.extent=e,this._last_height=this.map_frame._height.value,this._last_width=this.map_frame._width.value,!0)},e.prototype.has_finished=function(){var t,r,n,i;if(!e.__super__.has_finished.call(this))return!1;if(0===this._tiles.length)return!1;for(n=this._tiles,t=0,r=n.length;t<r;t++)if(i=n[t],!i.tile_data.finished)return!1;return!0},e.prototype.render=function(t,e,r){if(null==this.map_initialized&&(this._set_data(),this._map_data(),this.map_initialized=!0),!this._enforce_aspect_ratio())return this._update(),null!=this.prefetch_timer&&clearTimeout(this.prefetch_timer),this.prefetch_timer=setTimeout(this._prefetch_tiles,500),this.has_finished()?this.notify_finished():void 0},e.prototype._draw_tile=function(t){var e,r,n,i,o,s,a,l,u,c,_;if(_=this.model.tile_source.tiles[t],null!=_)return e=this.plot_view.frame.map_to_screen([_.bounds[0]],[_.bounds[3]],this.plot_view.canvas),a=e[0],c=e[1],r=this.plot_view.frame.map_to_screen([_.bounds[2]],[_.bounds[1]],this.plot_view.canvas),s=r[0],u=r[1],a=a[0],c=c[0],s=s[0],u=u[0],i=s-a,n=u-c,o=a,l=c,this.map_canvas.drawImage(_.img,o,l,i,n)},e.prototype._set_rect=function(){var t,e,r,n,i;return r=this.plot_model.plot.properties.outline_line_width.value(),e=this.plot_view.canvas.vx_to_sx(this.map_frame._left.value)+r/2,n=this.plot_view.canvas.vy_to_sy(this.map_frame._top.value)+r/2,i=this.map_frame._width.value-r,t=this.map_frame._height.value-r,this.map_canvas.rect(e,n,i,t),this.map_canvas.clip()},e.prototype._render_tiles=function(t){var e,r,n;for(this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha,e=0,r=t.length;e<r;e++)n=t[e],this._draw_tile(n);return this.map_canvas.restore()},e.prototype._prefetch_tiles=function(){var t,e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g;for(p=this.model.tile_source,a=this.get_extent(),l=this.map_frame._height.value,f=this.map_frame._width.value,g=this.model.tile_source.get_level_by_extent(a,l,f),d=this.model.tile_source.get_tiles_by_extent(a,g),_=[],h=u=0,c=Math.min(10,d.length);u<=c;h=u+=1)y=h[0],m=h[1],v=h[2],t=h[3],n=this.model.tile_source.children_by_tile_xyz(y,m,v),_.push(function(){var t,a,l;for(l=[],t=0,a=n.length;t<a;t++)e=n[t],i=e[0],o=e[1],s=e[2],r=e[3],p.tile_xyz_to_key(i,o,s)in p.tiles||l.push(this._create_tile(i,o,s,r,!0));return l}.call(this));return _},e.prototype._fetch_tiles=function(t){var e,r,n,i,o,s,a,l;for(i=[],r=0,n=t.length;r<n;r++)o=t[r],s=o[0],a=o[1],l=o[2],e=o[3],i.push(this._create_tile(s,a,l,e));return i},e.prototype._update=function(){var t,e,r,n,i,o,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F,I,B,R;for(z=this.model.tile_source,b=z.min_zoom,g=z.max_zoom,z.update(),c=this.get_extent(),R=this.extent[2]-this.extent[0]<c[2]-c[0],_=this.map_frame._height.value,N=this.map_frame._width.value,B=z.get_level_by_extent(c,_,N),A=!1,B<b?(c=this.extent,B=b,A=!0):B>g&&(c=this.extent,B=g,A=!0),A&&(this.x_range.setv({x_range:{start:c[0],end:c[2]}}),this.y_range.setv({start:c[1],end:c[3]}),this.extent=c),this.extent=c,C=z.get_tiles_by_extent(c,B),M=[],w=[],r=[],o=[],h=0,y=C.length;h<y;h++){if(E=C[h],D=E[0],F=E[1],I=E[2],t=E[3],f=z.tile_xyz_to_key(D,F,I),j=z.tiles[f],null!=j&&j.loaded===!0)r.push(f);else if(this.model.render_parents&&(P=z.get_closest_parent_by_tile_xyz(D,F,I),S=P[0],T=P[1],O=P[2],x=z.tile_xyz_to_key(S,T,O),k=z.tiles[x],null!=k&&k.loaded&&s.call(M,x)<0&&M.push(x),R))for(o=z.children_by_tile_xyz(D,F,I),p=0,m=o.length;p<m;p++)e=o[p],a=e[0],l=e[1],u=e[2],n=e[3],i=z.tile_xyz_to_key(a,l,u),i in z.tiles&&o.push(i);null==j&&w.push(E)}for(this._render_tiles(M),this._render_tiles(o),this._render_tiles(r),d=0,v=r.length;d<v;d++)E=r[d],z.tiles[E].current=!0;return null!=this.render_timer&&clearTimeout(this.render_timer),this.render_timer=setTimeout(function(t){return function(){return t._fetch_tiles(w)}}(this),65)},e}(u.RendererView),r.TileRenderer=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.TileRendererView,e.prototype.type=\"TileRenderer\",e.define({alpha:[_.Number,1],x_range_name:[_.String,\"default\"],y_range_name:[_.String,\"default\"],tile_source:[_.Instance,function(){return new l.WMTSTileSource}],render_parents:[_.Bool,!0]}),e.override({level:\"underlay\"}),e}(u.Renderer)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(194),s=t(201),a=t(13),l=t(14),u=t(49);r.TileSource=function(t){function e(t){null==t&&(t={}),e.__super__.constructor.apply(this,arguments),this.utils=new s.ProjectionUtils,this.pool=new o.ImagePool,this.tiles={},this.normalize_case()}return n(e,t),e.prototype.type=\"TileSource\",e.define({url:[l.String,\"\"],tile_size:[l.Number,256],max_zoom:[l.Number,30],min_zoom:[l.Number,0],extra_url_vars:[l.Any,{}],attribution:[l.String,\"\"],x_origin_offset:[l.Number],y_origin_offset:[l.Number],initial_resolution:[l.Number]}),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.normalize_case()},e.prototype.string_lookup_replace=function(t,e){var r,n,i;n=t;for(r in e)i=e[r],n=n.replace(\"{\"+r+\"}\",i.toString());return n},e.prototype.normalize_case=function(){\"Note: should probably be refactored into subclasses.\";var t;return t=this.url,t=t.replace(\"{x}\",\"{X}\"),t=t.replace(\"{y}\",\"{Y}\"),t=t.replace(\"{z}\",\"{Z}\"),t=t.replace(\"{q}\",\"{Q}\"),t=t.replace(\"{xmin}\",\"{XMIN}\"),t=t.replace(\"{ymin}\",\"{YMIN}\"),t=t.replace(\"{xmax}\",\"{XMAX}\"),t=t.replace(\"{ymax}\",\"{YMAX}\"),this.url=t},e.prototype.update=function(){var t,e,r,n;a.logger.debug(\"TileSource: tile cache count: \"+Object.keys(this.tiles).length),e=this.tiles,r=[];for(t in e)n=e[t],n.current=!1,r.push(n.retain=!1);return r},e.prototype.tile_xyz_to_key=function(t,e,r){var n;return n=t+\":\"+e+\":\"+r},e.prototype.key_to_tile_xyz=function(t){var e;return function(){var r,n,i,o;for(i=t.split(\":\"),o=[],r=0,n=i.length;r<n;r++)e=i[r],o.push(parseInt(e));return o}()},e.prototype.sort_tiles_from_center=function(t,e){var r,n,i,o,s,a;return o=e[0],a=e[1],i=e[2],s=e[3],r=(i-o)/2+o,n=(s-a)/2+a,t.sort(function(t,e){var i,o;return i=Math.sqrt(Math.pow(r-t[0],2)+Math.pow(n-t[1],2)),o=Math.sqrt(Math.pow(r-e[0],2)+Math.pow(n-e[1],2)),i-o}),t},e.prototype.prune_tiles=function(){var t,e,r,n,i;e=this.tiles;for(t in e)i=e[t],i.retain=i.current||i.tile_coords[2]<3,i.current&&(this.retain_neighbors(i),this.retain_children(i),this.retain_parents(i));r=this.tiles,n=[];for(t in r)i=r[t],i.retain?n.push(void 0):n.push(this.remove_tile(t));return n},e.prototype.remove_tile=function(t){var e;if(e=this.tiles[t],null!=e)return this.pool.push(e.img),delete this.tiles[t]},e.prototype.get_image_url=function(t,e,r){var n;return n=this.string_lookup_replace(this.url,this.extra_url_vars),n.replace(\"{X}\",t).replace(\"{Y}\",e).replace(\"{Z}\",r)},e.prototype.retain_neighbors=function(t){throw new Error(\"Not Implemented\")},e.prototype.retain_parents=function(t){throw new Error(\"Not Implemented\")},e.prototype.retain_children=function(t){throw new Error(\"Not Implemented\")},e.prototype.tile_xyz_to_quadkey=function(t,e,r){throw new Error(\"Not Implemented\")},e.prototype.quadkey_to_tile_xyz=function(t){throw new Error(\"Not Implemented\")},e}(u.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(30);r.ProjectionUtils=function(){function t(){this.origin_shift=2*Math.PI*6378137/2}return t.prototype.geographic_to_meters=function(t,e){return n.proj4(n.wgs84,n.mercator,[t,e])},t.prototype.meters_to_geographic=function(t,e){return n.proj4(n.mercator,n.wgs84,[t,e])},t.prototype.geographic_extent_to_meters=function(t){var e,r,n,i,o,s;return i=t[0],s=t[1],n=t[2],o=t[3],e=this.geographic_to_meters(i,s),i=e[0],s=e[1],r=this.geographic_to_meters(n,o),n=r[0],o=r[1],[i,s,n,o]},t.prototype.meters_extent_to_geographic=function(t){var e,r,n,i,o,s;return i=t[0],s=t[1],n=t[2],o=t[3],e=this.meters_to_geographic(i,s),i=e[0],s=e[1],r=this.meters_to_geographic(n,o),n=r[0],o=r[1],[i,s,n,o]},t}()},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(197);r.TMSTileSource=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"TMSTileSource\",e.prototype.get_image_url=function(t,e,r){var n;return n=this.string_lookup_replace(this.url,this.extra_url_vars),n.replace(\"{X}\",t).replace(\"{Y}\",e).replace(\"{Z}\",r)},e}(o.MercatorTileSource)},function(t,e,r){\"use 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this._get_dim_tooltip(this.tool_name,this.dimensions)}}),e.define({dimensions:[l.Dimensions,\"both\"],overlay:[l.Instance,n],match_aspect:[l.Bool,!1]}),e}(s.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(212);r.GestureToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e}(o.ButtonToolView),r.GestureTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.event_type=null,e.prototype.default_order=null,e}(o.ButtonTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(219),a=t(61),l=t(14);r.LassoSelectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.properties.active.change,function(){return this._active_change()}),this.data=null},e.prototype._active_change=function(){if(!this.model.active)return this._clear_overlay()},e.prototype._keyup=function(t){if(13===t.keyCode)return this._clear_overlay()},e.prototype._pan_start=function(t){var e,r,n;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data={vx:[r],vy:[n]},null},e.prototype._pan=function(t){var e,r,n,i,o,s,a,l;if(r=this.plot_view.canvas,a=r.sx_to_vx(t.bokeh.sx),l=r.sy_to_vy(t.bokeh.sy),n=this.plot_model.frame.h_range,s=this.plot_model.frame.v_range,a>n.end&&(a=n.end),a<n.start&&(a=n.start),l>s.end&&(l=s.end),l<s.start&&(l=s.start),this.data.vx.push(a),this.data.vy.push(l),i=this.model.overlay,i.update({xs:this.data.vx,ys:this.data.vy}),this.model.select_every_mousemove)return e=null!=(o=t.srcEvent.shiftKey)&&o,this._do_select(this.data.vx,this.data.vy,!1,e)},e.prototype._pan_end=function(t){var e,r;return this._clear_overlay(),e=null!=(r=t.srcEvent.shiftKey)&&r,this._do_select(this.data.vx,this.data.vy,!0,e),this.plot_view.push_state(\"lasso_select\",{selection:this.plot_view.get_selection()})},e.prototype._clear_overlay=function(){return this.model.overlay.update({xs:[],ys:[]})},e.prototype._do_select=function(t,e,r,n){var i;return i={type:\"poly\",vx:t,vy:e},this._select(i,r,n)},e.prototype._emit_callback=function(t){var e,r,n,i,o;n=this.computed_renderers[0],e=this.plot_model.canvas,r=this.plot_model.frame,t.sx=e.v_vx_to_sx(t.vx),t.sy=e.v_vy_to_sy(t.vy),i=r.xscales[n.x_range_name],o=r.yscales[n.y_range_name],t.x=i.v_invert(t.vx),t.y=o.v_invert(t.vy),this.model.callback.execute(this.model,{geometry:t})},e}(s.SelectToolView),n=function(){return new a.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},r.LassoSelectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.LassoSelectToolView,e.prototype.type=\"LassoSelectTool\",e.prototype.tool_name=\"Lasso Select\",e.prototype.icon=\"bk-tool-icon-lasso-select\",e.prototype.event_type=\"pan\",e.prototype.default_order=12,e.define({select_every_mousemove:[l.Bool,!0],callback:[l.Instance],overlay:[l.Instance,n]}),e}(s.SelectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(215),s=t(14);r.PanToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._pan_start=function(t){var e,r,n,i,o,s;return this.last_dx=0,this.last_dy=0,e=this.plot_view.canvas,r=this.plot_view.frame,o=e.sx_to_vx(t.bokeh.sx),s=e.sy_to_vy(t.bokeh.sy),r.contains(o,s)||(n=r.h_range,i=r.v_range,(o<n.start||o>n.end)&&(this.v_axis_only=!0),(s<i.start||s>i.end)&&(this.h_axis_only=!0)),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan=function(t){return this._update(t.deltaX,-t.deltaY),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan_end=function(t){if(this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info)return this.plot_view.push_state(\"pan\",{range:this.pan_info})},e.prototype._update=function(t,e){var r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T,O,P;i=this.plot_view.frame,l=t-this.last_dx,u=e-this.last_dy,o=i.h_range,w=o.start-l,b=o.end-l,T=i.v_range,S=T.start-u,M=T.end-u,r=this.model.dimensions,\"width\"!==r&&\"both\"!==r||this.v_axis_only?(v=o.start,g=o.end,f=0):(v=w,g=b,f=-l),\"height\"!==r&&\"both\"!==r||this.h_axis_only?(x=T.start,k=T.end,y=0):(x=S,k=M,y=u),this.last_dx=t,this.last_dy=e,O={},c=i.xscales;for(a in c)d=c[a],_=d.v_invert([v,g]),m=_[0],n=_[1],O[a]={start:m,end:n};P={},h=i.yscales;for(a in h)d=h[a],p=d.v_invert([x,k]),m=p[0],n=p[1],P[a]={start:m,end:n};return this.pan_info={xrs:O,yrs:P,sdx:f,sdy:y},this.plot_view.update_range(this.pan_info,s=!0),null},e}(o.GestureToolView),r.PanTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.PanToolView,e.prototype.type=\"PanTool\",e.prototype.tool_name=\"Pan\",e.prototype.event_type=\"pan\",e.prototype.default_order=10,e.define({dimensions:[s.Dimensions,\"both\"]}),e.getters({tooltip:function(){return this._get_dim_tooltip(\"Pan\",this.dimensions)},icon:function(){var t;return t=function(){switch(this.dimensions){case\"both\":return\"pan\";case\"width\":return\"xpan\";case\"height\":return\"ypan\"}}.call(this),\"bk-tool-icon-\"+t}}),e}(o.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(219),a=t(61),l=t(14),u=t(21);r.PolySelectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.connect(this.model.properties.active.change,function(){return this._active_change()}),this.data={vx:[],vy:[]}},e.prototype._active_change=function(){if(!this.model.active)return this._clear_data()},e.prototype._keyup=function(t){if(13===t.keyCode)return this._clear_data()},e.prototype._doubletap=function(t){var e,r;return e=null!=(r=t.srcEvent.shiftKey)&&r,this._do_select(this.data.vx,this.data.vy,!0,e),this.plot_view.push_state(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()},e.prototype._clear_data=function(){return this.data={vx:[],vy:[]},this.model.overlay.update({xs:[],ys:[]})},e.prototype._tap=function(t){var e,r,n;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data.vx.push(r),this.data.vy.push(n),this.model.overlay.update({xs:u.copy(this.data.vx),ys:u.copy(this.data.vy)})},e.prototype._do_select=function(t,e,r,n){var i;return i={type:\"poly\",vx:t,vy:e},this._select(i,r,n)},e.prototype._emit_callback=function(t){var e,r,n,i,o;n=this.computed_renderers[0],e=this.plot_model.canvas,r=this.plot_model.frame,t.sx=e.v_vx_to_sx(t.vx),t.sy=e.v_vx_to_sx(t.vy),i=r.xscales[n.x_range_name],o=r.yscales[n.y_range_name],t.x=i.v_invert(t.vx),t.y=i.v_invert(t.vy),this.model.callback.execute(this.model,{geometry:t})},e}(s.SelectToolView),n=function(){return new a.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},r.PolySelectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.PolySelectToolView,e.prototype.type=\"PolySelectTool\",e.prototype.tool_name=\"Poly Select\",e.prototype.icon=\"bk-tool-icon-polygon-select\",e.prototype.event_type=\"tap\",e.prototype.default_order=11,e.define({callback:[l.Instance],overlay:[l.Instance,n]}),e}(s.SelectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(215),s=t(158),a=t(159),l=t(13),u=t(14),c=t(29),_=t(3);r.SelectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.getters({computed_renderers:function(){var t,e,r,n;return n=this.model.renderers,e=this.model.names,0===n.length&&(t=this.plot_model.plot.renderers,n=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)r=t[e],(r instanceof s.GlyphRenderer||r instanceof a.GraphRenderer)&&i.push(r);return i}()),e.length>0&&(n=function(){var t,i,o;for(o=[],t=0,i=n.length;t<i;t++)r=n[t],e.indexOf(r.name)>=0&&o.push(r);return o}()),n}}),e.prototype._computed_renderers_by_data_source=function(){var t,e,r,n,i,o;for(i={},n=this.computed_renderers,t=0,e=n.length;t<e;t++)r=n[t],r instanceof a.GraphRenderer?o=r.node_renderer.data_source.id:r instanceof s.GlyphRenderer&&(o=r.data_source.id),o in i?i[o]=i[o].concat([r]):i[o]=[r];return i},e.prototype._keyup=function(t){var e,r,n,i,o,s,a;if(27===t.keyCode){for(o=this.computed_renderers,s=[],r=0,n=o.length;r<n;r++)i=o[r],e=i.data_source,a=e.selection_manager,s.push(a.clear());return s}},e.prototype._select=function(t,e,r){var n,i,o,s,a,l;a=this._computed_renderers_by_data_source();for(n in a)s=a[n],l=s[0].get_selection_manager(),o=function(){var t,e,r;for(r=[],t=0,e=s.length;t<e;t++)i=s[t],r.push(this.plot_view.renderer_views[i.id]);return r}.call(this),l.select(o,t,e,r);return null!=this.model.callback&&this._emit_callback(t),this._emit_selection_event(t,e),null},e.prototype._emit_selection_event=function(t,e){var r,n,i,o,s,a;switch(null==e&&(e=!0),r=c.clone(t),s=this.plot_view.frame.xscales[\"default\"],a=this.plot_view.frame.yscales[\"default\"],r.type){case\"point\":r.x=s.invert(r.vx),r.y=a.invert(r.vy);break;case\"rect\":r.x0=s.invert(r.vx0),r.y0=a.invert(r.vy0),r.x1=s.invert(r.vx1),r.y1=a.invert(r.vy1);break;case\"poly\":for(r.x=new Array(r.vx.length),r.y=new Array(r.vy.length),n=i=0,o=r.vx.length;0<=o?i<o:i>o;n=0<=o?++i:--i)r.x[n]=s.invert(r.vx[n]),r.y[n]=a.invert(r.vy[n]);break;default:l.logger.debug(\"Unrecognized selection geometry type: '\"+r.type+\"'\")}return this.plot_model.plot.trigger_event(new _.SelectionGeometry({geometry:r,\"final\":e}))},e}(o.GestureToolView),r.SelectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.define({renderers:[u.Array,[]],names:[u.Array,[]]}),e.internal({multi_select_modifier:[u.String,\"shift\"]}),e}(o.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(219),s=t(14),a=t(41);r.TapToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._tap=function(t){var e,r,n,i,o;return r=this.plot_view.canvas,i=r.sx_to_vx(t.bokeh.sx),o=r.sy_to_vy(t.bokeh.sy),e=null!=(n=t.srcEvent.shiftKey)&&n,this._select(i,o,!0,e)},e.prototype._select=function(t,e,r,n){var i,o,s,l,u,c,_,h,p,d,f,y,m;if(u={type:\"point\",vx:t,vy:e},o=this.model.callback,s={geometries:u},\"select\"===this.model.behavior){y=this._computed_renderers_by_data_source();for(i in y)f=y[i],m=f[0].get_selection_manager(),p=function(){var t,e,r;for(r=[],t=0,e=f.length;t<e;t++)h=f[t],r.push(this.plot_view.renderer_views[h.id]);return r}.call(this),l=m.select(p,u,r,n),l&&null!=o&&(s.source=m.source,a.isFunction(o)?o(this,s):o.execute(this,s));this._emit_selection_event(u),this.plot_view.push_state(\"tap\",{selection:this.plot_view.get_selection()})}else for(d=this.computed_renderers,c=0,_=d.length;c<_;c++)h=d[c],m=h.get_selection_manager(),l=m.inspect(this.plot_view.renderer_views[h.id],u),l&&null!=o&&(s.source=m.source,a.isFunction(o)?o(this,s):o.execute(this,s));return null},e}(o.SelectToolView),r.TapTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.TapToolView,e.prototype.type=\"TapTool\",e.prototype.tool_name=\"Tap\",e.prototype.icon=\"bk-tool-icon-tap-select\",e.prototype.event_type=\"tap\",e.prototype.default_order=10,e.define({behavior:[s.String,\"select\"],callback:[s.Any]}),e}(o.SelectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(215),s=t(14);r.WheelPanToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._scroll=function(t){var e;return e=this.model.speed*t.bokeh.delta,e>.9?e=.9:e<-.9&&(e=-.9),this._update_ranges(e)},e.prototype._update_ranges=function(t){var e,r,n,i,o,s,a,l,u,c,_,h,p,d,f,y,m,v,g,b,w,x,k,M,S,T;switch(r=this.plot_model.frame,n=r.h_range,v=r.v_range,s=[n.start,n.end],b=s[0],g=s[1],a=[v.start,v.end],k=a[0],x=a[1],this.model.dimension){case\"height\":M=Math.abs(x-k),d=b,f=g,y=k+M*t,m=x+M*t;break;case\"width\":w=Math.abs(g-b),d=b-w*t,f=g-w*t,y=k,m=x}S={},l=r.xscales;for(i in l)h=l[i],u=h.v_invert([d,f]),p=u[0],e=u[1],S[i]={start:p,end:e};T={},c=r.yscales;for(i in c)h=c[i],_=h.v_invert([y,m]),p=_[0],e=_[1],T[i]={start:p,end:e};return o={xrs:S,yrs:T,factor:t},this.plot_view.push_state(\"wheel_pan\",{range:o}),this.plot_view.update_range(o,!1,!0),this.plot_view.interactive_timestamp=Date.now(),null},e}(o.GestureToolView),r.WheelPanTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"WheelPanTool\",e.prototype.default_view=r.WheelPanToolView,e.prototype.tool_name=\"Wheel Pan\",e.prototype.icon=\"bk-tool-icon-wheel-pan\",e.prototype.event_type=\"scroll\",e.prototype.default_order=12,e.getters({tooltip:function(){return this._get_dim_tooltip(this.tool_name,this.dimension)}}),e.define({dimension:[s.Dimension,\"width\"]}),e.internal({speed:[s.Number,.001]}),e}(o.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(215),a=t(43),l=t(14);\"undefined\"!=typeof n&&null!==n||(n={}),r.WheelZoomToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype._pinch=function(t){var e;return e=t.scale>=1?20*(t.scale-1):-20/t.scale,t.bokeh.delta=e,this._scroll(t)},e.prototype._scroll=function(t){var e,r,n,i,o,s,l,u,c,_;return n=this.plot_model.frame,o=n.h_range,l=n.v_range,u=this.plot_view.canvas.sx_to_vx(t.bokeh.sx),c=this.plot_view.canvas.sy_to_vy(t.bokeh.sy),e=this.model.dimensions,i=(\"width\"===e||\"both\"===e)&&o.min<u&&u<o.max,s=(\"height\"===e||\"both\"===e)&&l.min<c&&c<l.max,r=this.model.speed*t.bokeh.delta,_=a.scale_range(n,r,i,s,{x:u,y:c}),this.plot_view.push_state(\"wheel_zoom\",{range:_}),this.plot_view.update_range(_,!1,!0),this.plot_view.interactive_timestamp=Date.now(),null},e}(s.GestureToolView),r.WheelZoomTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.WheelZoomToolView,e.prototype.type=\"WheelZoomTool\",e.prototype.tool_name=\"Wheel Zoom\",e.prototype.icon=\"bk-tool-icon-wheel-zoom\",e.prototype.event_type=\"ontouchstart\"in window||navigator.maxTouchPoints>0?\"pinch\":\"scroll\",e.prototype.default_order=10,e.getters({tooltip:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}),e.define({dimensions:[l.Dimensions,\"both\"]}),e.internal({speed:[l.Number,1/600]}),e}(s.GestureTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=t(204);r.ActionTool=n.ActionTool;var i=t(205);r.HelpTool=i.HelpTool;var o=t(206);r.RedoTool=o.RedoTool;var s=t(207);r.ResetTool=s.ResetTool;var a=t(208);r.SaveTool=a.SaveTool;var l=t(209);r.UndoTool=l.UndoTool;var u=t(210);r.ZoomInTool=u.ZoomInTool;var c=t(211);r.ZoomOutTool=c.ZoomOutTool;var _=t(212);r.ButtonTool=_.ButtonTool;var h=t(213);r.BoxSelectTool=h.BoxSelectTool;var p=t(214);r.BoxZoomTool=p.BoxZoomTool;var d=t(215);r.GestureTool=d.GestureTool;var f=t(216);r.LassoSelectTool=f.LassoSelectTool;var y=t(217);\n      r.PanTool=y.PanTool;var m=t(218);r.PolySelectTool=m.PolySelectTool;var v=t(219);r.SelectTool=v.SelectTool;var g=t(220);r.TapTool=g.TapTool;var b=t(221);r.WheelPanTool=b.WheelPanTool;var w=t(222);r.WheelZoomTool=w.WheelZoomTool;var x=t(224);r.CrosshairTool=x.CrosshairTool;var k=t(225);r.HoverTool=k.HoverTool;var M=t(226);r.InspectTool=M.InspectTool;var S=t(228);r.Tool=S.Tool;var T=t(229);r.ToolProxy=T.ToolProxy;var O=t(230);r.Toolbar=O.Toolbar;var P=t(231);r.ToolbarBase=P.ToolbarBase;var A=t(232);r.ToolbarBoxToolbar=A.ToolbarBoxToolbar;var E=t(232);r.ToolbarBox=E.ToolbarBox},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(226),s=t(62),a=t(14),l=t(29);r.CrosshairToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype._move=function(t){var e,r,n,i;if(this.model.active)return r=this.plot_model.frame,e=this.plot_model.canvas,n=e.sx_to_vx(t.bokeh.sx),i=e.sy_to_vy(t.bokeh.sy),r.contains(n,i)||(n=i=null),this._update_spans(n,i)},e.prototype._move_exit=function(t){return this._update_spans(null,null)},e.prototype._update_spans=function(t,e){var r;if(r=this.model.dimensions,\"width\"!==r&&\"both\"!==r||(this.model.spans.width.computed_location=e),\"height\"===r||\"both\"===r)return this.model.spans.height.computed_location=t},e}(o.InspectToolView),r.CrosshairTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.default_view=r.CrosshairToolView,e.prototype.type=\"CrosshairTool\",e.prototype.tool_name=\"Crosshair\",e.prototype.icon=\"bk-tool-icon-crosshair\",e.define({dimensions:[a.Dimensions,\"both\"],line_color:[a.Color,\"black\"],line_width:[a.Number,1],line_alpha:[a.Number,1]}),e.internal({location_units:[a.SpatialUnits,\"screen\"],render_mode:[a.RenderMode,\"css\"],spans:[a.Any]}),e.getters({tooltip:function(){return this._get_dim_tooltip(\"Crosshair\",this.dimensions)},synthetic_renderers:function(){return l.values(this.spans)}}),e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.spans={width:new s.Span({for_hover:!0,dimension:\"width\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha}),height:new s.Span({for_hover:!0,dimension:\"height\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha})}},e}(o.InspectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=function(t,e){function r(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},o={}.hasOwnProperty,s=t(226),a=t(65),l=t(158),u=t(159),c=t(9),_=t(38),h=t(5),p=t(14),d=t(29),f=t(41),y=t(4);n=function(t){var e,r,n,i,o;return\"#\"===t.substr(0,1)?t:(r=/(.*?)rgb\\((\\d+), (\\d+), (\\d+)\\)/.exec(t),i=parseInt(r[2]),n=parseInt(r[3]),e=parseInt(r[4]),o=e|n<<8|i<<16,r[1]+\"#\"+o.toString(16))},r.HoverToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.ttviews={}},e.prototype.remove=function(){return y.remove_views(this.ttviews),e.__super__.remove.call(this)},e.prototype.connect_signals=function(){var t,r,n,i;for(e.__super__.connect_signals.call(this),i=this.computed_renderers,t=0,r=i.length;t<r;t++)n=i[t],n instanceof l.GlyphRenderer?this.connect(n.data_source.inspect,this._update):n instanceof u.GraphRenderer&&(this.connect(n.node_renderer.data_source.inspect,this._update),this.connect(n.edge_renderer.data_source.inspect,this._update));return this.connect(this.model.properties.renderers.change,function(){return this._computed_renderers=this._ttmodels=null}),this.connect(this.model.properties.names.change,function(){return this._computed_renderers=this._ttmodels=null}),this.connect(this.model.properties.tooltips.change,function(){return this._ttmodels=null})},e.prototype._compute_renderers=function(){var t,e,r,n;return n=this.model.renderers,e=this.model.names,0===n.length&&(t=this.plot_model.plot.renderers,n=function(){var e,n,i;for(i=[],e=0,n=t.length;e<n;e++)r=t[e],(r instanceof l.GlyphRenderer||r instanceof u.GraphRenderer)&&i.push(r);return i}()),e.length>0&&(n=function(){var t,i,o;for(o=[],t=0,i=n.length;t<i;t++)r=n[t],e.indexOf(r.name)>=0&&o.push(r);return o}()),n},e.prototype._compute_ttmodels=function(){var t,e,r,n,i,o,s,c,_,h,p;if(h={},_=this.model.tooltips,null!=_)for(s=this.computed_renderers,t=0,r=s.length;t<r;t++)o=s[t],o instanceof l.GlyphRenderer?(c=new a.Tooltip({custom:f.isString(_)||f.isFunction(_),attachment:this.model.attachment,show_arrow:this.model.show_arrow}),h[o.id]=c):o instanceof u.GraphRenderer&&(c=new a.Tooltip({custom:f.isString(_)||f.isFunction(_),attachment:this.model.attachment,show_arrow:this.model.show_arrow}),h[o.node_renderer.id]=c,h[o.edge_renderer.id]=c);for(i=y.build_views(this.ttviews,d.values(h),{parent:this,plot_view:this.plot_view}),e=0,n=i.length;e<n;e++)p=i[e],p.connect_signals();return h},e.getters({computed_renderers:function(){return null==this._computed_renderers&&(this._computed_renderers=this._compute_renderers()),this._computed_renderers},ttmodels:function(){return null==this._ttmodels&&(this._ttmodels=this._compute_ttmodels()),this._ttmodels}}),e.prototype._clear=function(){var t,e,r,n;this._inspect(Infinity,Infinity),t=this.ttmodels,e=[];for(r in t)n=t[r],e.push(n.clear());return e},e.prototype._move=function(t){var e,r,n;if(this.model.active)return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.plot_view.frame.contains(r,n)?this._inspect(r,n):this._clear()},e.prototype._move_exit=function(){return this._clear()},e.prototype._inspect=function(t,e,r){var n,i,o,s,a,l;for(n={type:\"point\",vx:t,vy:e},\"mouse\"===this.model.mode?n.type=\"point\":(n.type=\"span\",\"vline\"===this.model.mode?n.direction=\"h\":n.direction=\"v\"),a=this.computed_renderers,i=0,o=a.length;i<o;i++)s=a[i],l=s.get_selection_manager(),l.inspect(this.plot_view.renderer_views[s.id],n);null!=this.model.callback&&this._emit_callback(n)},e.prototype._update=function(t){var e,r,n,i,o,s,a,l,u,_,h,p,f,y,m,v,g,b,w,x,k,M,S,T,O,P,A,E,j,z,C,N,D,F,I,B,R,L,V,G,U,Y,q,X,W,H,Q,J,$,Z,K,tt;if(L=t[0],S=t[1],p=S.geometry,this.model.active&&(W=null!=(T=this.ttmodels[L.model.id])?T:null,null!=W&&(W.clear(),m=L.model.get_selection_manager().inspectors[L.model.id].indices,_=L.model.get_selection_manager().source,!m.is_empty()))){for(Q=p.vx,J=p.vy,e=this.plot_model.canvas,h=this.plot_model.frame,q=e.vx_to_sx(Q),X=e.vy_to_sy(J),Z=h.xscales[L.model.x_range_name],tt=h.yscales[L.model.y_range_name],$=Z.invert(Q),K=tt.invert(J),z=m[\"0d\"].indices,b=0,x=z.length;b<x;b++){switch(f=z[b],s=L.glyph._x[f+1],a=L.glyph._y[f+1],y=f,this.model.line_policy){case\"interp\":C=L.glyph.get_interpolation_hit(f,p),s=C[0],a=C[1],V=Z.compute(s),G=tt.compute(a);break;case\"prev\":V=e.sx_to_vx(L.glyph.sx[f]),G=e.sy_to_vy(L.glyph.sy[f]);break;case\"next\":V=e.sx_to_vx(L.glyph.sx[f+1]),G=e.sy_to_vy(L.glyph.sy[f+1]),y=f+1;break;case\"nearest\":r=L.glyph.sx[f],n=L.glyph.sy[f],l=c.dist_2_pts(r,n,q,X),i=L.glyph.sx[f+1],o=L.glyph.sy[f+1],u=c.dist_2_pts(i,o,q,X),l<u?(N=[r,n],U=N[0],Y=N[1]):(D=[i,o],U=D[0],Y=D[1],y=f+1),s=L.glyph._x[f],a=L.glyph._y[f],V=e.sx_to_vx(U),G=e.sy_to_vy(Y);break;default:F=[Q,J],V=F[0],G=F[1]}H={index:y,x:$,y:K,vx:Q,vy:J,sx:q,sy:X,data_x:s,data_y:a,rx:V,ry:G},W.add(V,G,this._render_tooltips(_,y,H))}for(I=m[\"1d\"].indices,w=0,k=I.length;w<k;w++)if(f=I[w],d.isEmpty(m[\"2d\"].indices))s=null!=(A=L.glyph._x)?A[f]:void 0,a=null!=(E=L.glyph._y)?E[f]:void 0,\"snap_to_data\"===this.model.point_policy?(M=L.glyph.get_anchor_point(this.model.anchor,f,[q,X]),null==M&&(M=L.glyph.get_anchor_point(\"center\",f,[q,X])),V=e.sx_to_vx(M.x),G=e.sy_to_vy(M.y)):(j=[Q,J],V=j[0],G=j[1]),H={index:f,x:$,y:K,vx:Q,vy:J,sx:q,sy:X,data_x:s,data_y:a},W.add(V,G,this._render_tooltips(_,f,H));else{B=m[\"2d\"].indices;for(f in B){switch(v=B[f][0],s=L.glyph._xs[f][v],a=L.glyph._ys[f][v],g=v,this.model.line_policy){case\"interp\":R=L.glyph.get_interpolation_hit(f,v,p),s=R[0],a=R[1],V=Z.compute(s),G=tt.compute(a);break;case\"prev\":V=e.sx_to_vx(L.glyph.sxs[f][v]),G=e.sy_to_vy(L.glyph.sys[f][v]);break;case\"next\":V=e.sx_to_vx(L.glyph.sxs[f][v+1]),G=e.sy_to_vy(L.glyph.sys[f][v+1]),g=v+1;break;case\"nearest\":r=L.glyph.sxs[f][v],n=L.glyph.sys[f][v],l=c.dist_2_pts(r,n,q,X),i=L.glyph.sxs[f][v+1],o=L.glyph.sys[f][v+1],u=c.dist_2_pts(i,o,q,X),l<u?(O=[r,n],U=O[0],Y=O[1]):(P=[i,o],U=P[0],Y=P[1],g=v+1),s=L.glyph._xs[f][v],a=L.glyph._ys[f][v],V=e.sx_to_vx(U),G=e.sy_to_vy(Y)}H={index:f,segment_index:g,x:$,y:K,vx:Q,vy:J,sx:q,sy:X,data_x:s,data_y:a},W.add(V,G,this._render_tooltips(_,f,H))}}return null}},e.prototype._emit_callback=function(t){var e,r,n,i,o,s,a,l,u,c;a=this.computed_renderers[0],o=this.plot_view.renderer_views[a.id].hit_test(t),r=this.plot_model.canvas,i=this.plot_model.frame,t.sx=r.vx_to_sx(t.vx),t.sy=r.vy_to_sy(t.vy),u=i.xscales[a.x_range_name],c=i.yscales[a.y_range_name],t.x=u.invert(t.vx),t.y=c.invert(t.vy),e=this.model.callback,l=[e,{index:o,geometry:t,renderer:a}],s=l[0],n=l[1],f.isFunction(e)?e(s,n):e.execute(s,n)},e.prototype._render_tooltips=function(t,e,r){var i,o,s,a,l,u,c,p,d,y,m,v,g,b,w,x,k,M;if(k=this.model.tooltips,f.isString(k))return l=h.div(),l.innerHTML=_.replace_placeholders(k,t,e,this.model.formatters,r),l;if(f.isFunction(k))return k(t,r);for(w=h.div({style:{display:\"table\",borderSpacing:\"2px\"}}),c=0,d=k.length;c<d;c++)if(v=k[c],p=v[0],M=v[1],b=h.div({style:{display:\"table-row\"}}),w.appendChild(b),i=h.div({style:{display:\"table-cell\"},\"class\":\"bk-tooltip-row-label\"},p+\": \"),b.appendChild(i),i=h.div({style:{display:\"table-cell\"},\"class\":\"bk-tooltip-row-value\"}),b.appendChild(i),M.indexOf(\"$color\")>=0){if(g=M.match(/\\$color(\\[.*\\])?:(\\w*)/),y=g[0],m=g[1],o=g[2],a=t.get_column(o),null==a){l=h.span({},o+\" unknown\"),i.appendChild(l);continue}if(u=(null!=m?m.indexOf(\"hex\"):void 0)>=0,x=(null!=m?m.indexOf(\"swatch\"):void 0)>=0,s=a[e],null==s){l=h.span({},\"(null)\"),i.appendChild(l);continue}u&&(s=n(s)),l=h.span({},s),i.appendChild(l),x&&(l=h.span({\"class\":\"bk-tooltip-color-block\",style:{backgroundColor:s}},\" \"),i.appendChild(l))}else M=M.replace(\"$~\",\"$data_\"),l=h.span(),l.innerHTML=_.replace_placeholders(M,t,e,this.model.formatters,r),i.appendChild(l);return w},e}(s.InspectToolView),r.HoverTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return i(e,t),e.prototype.default_view=r.HoverToolView,e.prototype.type=\"HoverTool\",e.prototype.tool_name=\"Hover\",e.prototype.icon=\"bk-tool-icon-hover\",e.define({tooltips:[p.Any,[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"canvas (x, y)\",\"($sx, $sy)\"]]],formatters:[p.Any,{}],renderers:[p.Array,[]],names:[p.Array,[]],mode:[p.String,\"mouse\"],point_policy:[p.String,\"snap_to_data\"],line_policy:[p.String,\"nearest\"],show_arrow:[p.Boolean,!0],anchor:[p.String,\"center\"],attachment:[p.String,\"horizontal\"],callback:[p.Any]}),e}(s.InspectTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(212);r.InspectToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e}(s.ButtonToolView),r.InspectTool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.event_type=\"move\",e.define({toggleable:[o.Bool,!0]}),e.override({active:!0}),e}(s.ButtonTool)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(212);r.OnOffButtonView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.render=function(){return e.__super__.render.call(this),this.model.active?this.el.classList.add(\"bk-active\"):this.el.classList.remove(\"bk-active\")},e.prototype._clicked=function(){var t;return t=this.model.active,this.model.active=!t},e}(o.ButtonToolButtonView)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(44),a=t(21),l=t(49);r.ToolView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.plot_view=t.plot_view},e.getters({plot_model:function(){return this.plot_view.model}}),e.prototype.connect_signals=function(){return e.__super__.connect_signals.call(this),this.connect(this.model.properties.active.change,function(t){return function(){return t.model.active?t.activate():t.deactivate()}}(this))},e.prototype.activate=function(){},e.prototype.deactivate=function(){},e}(s.View),r.Tool=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.getters({synthetic_renderers:function(){return[]}}),e.internal({active:[o.Boolean,!1]}),e.prototype._get_dim_tooltip=function(t,e){switch(e){case\"width\":return t+\" (x-axis)\";case\"height\":return t+\" (y-axis)\";case\"both\":return t}},e.prototype._get_dim_limits=function(t,e,r,n){var i,o,s,l,u,c,_,h;return s=t[0],c=t[1],l=e[0],_=e[1],i=r.h_range,\"width\"===n||\"both\"===n?(u=[a.min([s,l]),a.max([s,l])],u=[a.max([u[0],i.min]),a.min([u[1],i.max])]):u=[i.min,i.max],o=r.v_range,\"height\"===n||\"both\"===n?(h=[a.min([c,_]),a.max([c,_])],h=[a.max([h[0],o.min]),a.min([h[1],o.max])]):h=[o.min,o.max],[u,h]},e}(l.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=t(14),s=t(19),a=t(49);r.ToolProxy=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this[\"do\"]=new s.Signal(this,\"do\"),this.connect(this[\"do\"],function(){return this.doit()}),this.connect(this.properties.active.change,function(){return this.set_active()})},e.prototype.doit=function(){var t,e,r,n;for(r=this.tools,t=0,e=r.length;t<e;t++)n=r[t],n[\"do\"].emit();return null},e.prototype.set_active=function(){var t,e,r,n;for(r=this.tools,t=0,e=r.length;t<e;t++)n=r[t],n.active=this.active;return null},e.define({tools:[o.Array,[]],active:[o.Bool,!1],tooltip:[o.String],tool_name:[o.String],disabled:[o.Bool,!1],event_type:[o.String],icon:[o.String]}),e.prototype._clicked=function(){var t;return t=this.model.active,this.model.active=!t},e}(a.Model)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=[].indexOf||function(t){for(var e=0,r=this.length;e<r;e++)if(e in this&&this[e]===t)return e;return-1},s=t(14),a=t(21),l=t(204),u=t(205),c=t(215),_=t(226),h=t(231);r.Toolbar=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.type=\"Toolbar\",e.prototype.default_view=h.ToolbarBaseView,e.prototype.initialize=function(t,r){return e.__super__.initialize.call(this,t,r),this.connect(this.properties.tools.change,function(){return this._init_tools()}),this._init_tools()},e.prototype._init_tools=function(){var t,e,r,n,i,s,h;for(n=this.tools,e=0,r=n.length;e<r;e++)if(s=n[e],s instanceof _.InspectTool)a.any(this.inspectors,function(t){return function(t){return t.id===s.id}}(this))||(this.inspectors=this.inspectors.concat([s]));else if(s instanceof u.HelpTool)a.any(this.help,function(t){return function(t){return t.id===s.id}}(this))||(this.help=this.help.concat([s]));else if(s instanceof l.ActionTool)a.any(this.actions,function(t){return function(t){return t.id===s.id}}(this))||(this.actions=this.actions.concat([s]));else if(s instanceof c.GestureTool){if(t=s.event_type,!(t in this.gestures)){logger.warn(\"Toolbar: unknown event type '\"+t+\"' for tool: \"+s.type+\" (\"+s.id+\")\");continue}a.any(this.gestures[t].tools,function(t){return function(t){return t.id===s.id}}(this))||(this.gestures[t].tools=this.gestures[t].tools.concat([s])),this.connect(s.properties.active.change,this._active_change.bind(null,s))}\"auto\"===this.active_inspect||(this.active_inspect instanceof _.InspectTool?this.inspectors.map(function(t){return function(e){if(e!==t.active_inspect)return e.active=!1}}(this)):this.active_inspect instanceof Array?this.inspectors.map(function(t){return function(e){if(o.call(t.active_inspect,e)<0)return e.active=!1}}(this)):null===this.active_inspect&&this.inspectors.map(function(t){return t.active=!1})),i=[];for(t in this.gestures)if(h=this.gestures[t].tools,0!==h.length){if(this.gestures[t].tools=a.sortBy(h,function(t){return t.default_order}),\"tap\"===t){if(null===this.active_tap)continue;\"auto\"===this.active_tap?this.gestures[t].tools[0].active=!0:this.active_tap.active=!0}if(\"pan\"===t){if(null===this.active_drag)continue;\"auto\"===this.active_drag?this.gestures[t].tools[0].active=!0:this.active_drag.active=!0}if(\"pinch\"===t||\"scroll\"===t){if(null===this.active_scroll||\"auto\"===this.active_scroll)continue;i.push(this.active_scroll.active=!0)}else i.push(void 0)}return i},e.define({active_drag:[s.Any,\"auto\"],active_inspect:[s.Any,\"auto\"],active_scroll:[s.Any,\"auto\"],active_tap:[s.Any,\"auto\"]}),e}(h.ToolbarBase)},function(t,e,r){\"use strict\";Object.defineProperty(r,\"__esModule\",{value:!0});var n=function(t,e){function r(){this.constructor=t}for(var n in e)i.call(e,n)&&(t[n]=e[n]);return r.prototype=e.prototype,t.prototype=new r,t.__super__=e.prototype,t},i={}.hasOwnProperty,o=function(t,e){return function(){return t.apply(e,arguments)}},s=t(13),a=t(12),l=t(5),u=t(14),c=t(136),_=t(204),h=t(227);r.ToolbarBaseView=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return n(e,t),e.prototype.className=\"bk-toolbar-wrapper\",e.prototype.template=function(){var t,e,r;return null!=this.model.logo?(t=\"grey\"===this.model.logo?\"bk-grey\":null,e=l.a({href:\"https://bokeh.pydata.org/\",target:\"_blank\",\"class\":[\"bk-logo\",\"bk-logo-small\",t]})):e=null,r=this.model.toolbar_sticky?\"sticky\":\"not-sticky\",l.div({\"class\":[\"bk-toolbar-\"+this.model.toolbar_location,\"bk-toolbar-\"+r]},e,l.div({\"class\":\"bk-button-bar\"},l.div({\"class\":\"bk-button-bar-list\",type:\"pan\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"scroll\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"pinch\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"tap\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"press\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"rotate\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"actions\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"inspectors\"}),l.div({\"class\":\"bk-button-bar-list\",type:\"help\"})))},e.prototype.render=function(){var 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e=this.options,r=t.pointers.length===e.pointers,n=t.distance<e.threshold,i=t.deltaTime<e.time;if(this.reset(),t.eventType&zt&&0===this.count)return this.failTimeout();if(n&&i&&r){if(t.eventType!=Nt)return this.failTimeout();var o=!this.pTime||t.timeStamp-this.pTime<e.interval,a=!this.pCenter||D(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,a&&o?this.count+=1:this.count=1,this._input=t;var l=this.count%e.taps;if(0===l)return this.hasRequireFailures()?(this._timer=s(function(){this.state=ge,this.tryEmit()},e.interval,this),ye):ge}return we},failTimeout:function(){return this._timer=s(function(){this.state=we},this.options.interval,this),we},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==ge&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),ut.VERSION=\"2.0.7\",ut.defaults={domEvents:!1,touchAction:le,enable:!0,inputTarget:null,inputClass:null,preset:[[st,{enable:!1}],[it,{enable:!1},[\"rotate\"]],[at,{direction:Vt}],[nt,{direction:Vt},[\"swipe\"]],[lt],[lt,{event:\"doubletap\",taps:2},[\"tap\"]],[ot]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}};var xe=1,ke=2;ct.prototype={set:function(t){return pt(this.options,t),t.touchAction&&this.touchAction.update(),t.inputTarget&&(this.input.destroy(),this.input.target=t.inputTarget,this.input.init()),this},stop:function(t){this.session.stopped=t?ke:xe},recognize:function(t){var e=this.session;if(!e.stopped){this.touchAction.preventDefaults(t);var r,n=this.recognizers,i=e.curRecognizer;(!i||i&&i.state&ge)&&(i=e.curRecognizer=null);for(var o=0;o<n.length;)r=n[o],e.stopped===ke||i&&r!=i&&!r.canRecognizeWith(i)?r.reset():r.recognize(t),!i&&r.state&(ye|me|ve)&&(i=e.curRecognizer=r),o++}},get:function(t){if(t instanceof Z)return t;for(var e=this.recognizers,r=0;r<e.length;r++)if(e[r].options.event==t)return e[r];return null},add:function(t){if(a(t,\"add\",this))return this;var e=this.get(t.options.event);return e&&this.remove(e),this.recognizers.push(t),t.manager=this,this.touchAction.update(),t},remove:function(t){if(a(t,\"remove\",this))return this;if(t=this.get(t)){var e=this.recognizers,r=g(e,t);r!==-1&&(e.splice(r,1),this.touchAction.update())}return this},on:function(t,e){if(t!==o&&e!==o){var r=this.handlers;return l(v(t),function(t){r[t]=r[t]||[],r[t].push(e)}),this}},off:function(t,e){if(t!==o){var r=this.handlers;return l(v(t),function(t){e?r[t]&&r[t].splice(g(r[t],e),1):delete r[t]}),this}},emit:function(t,e){this.options.domEvents&&ht(t,e);var r=this.handlers[t]&&this.handlers[t].slice();if(r&&r.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var n=0;n<r.length;)r[n](e),n++}},destroy:function(){this.element&&_t(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},pt(ut,{INPUT_START:zt,INPUT_MOVE:Ct,INPUT_END:Nt,INPUT_CANCEL:Dt,STATE_POSSIBLE:fe,STATE_BEGAN:ye,STATE_CHANGED:me,STATE_ENDED:ve,STATE_RECOGNIZED:ge,STATE_CANCELLED:be,STATE_FAILED:we,DIRECTION_NONE:Ft,DIRECTION_LEFT:It,DIRECTION_RIGHT:Bt,DIRECTION_UP:Rt,DIRECTION_DOWN:Lt,DIRECTION_HORIZONTAL:Vt,DIRECTION_VERTICAL:Gt,DIRECTION_ALL:Ut,Manager:ct,Input:S,TouchAction:Q,TouchInput:U,MouseInput:R,PointerEventInput:L,TouchMouseInput:q,SingleTouchInput:V,Recognizer:Z,AttrRecognizer:rt,Tap:lt,Pan:nt,Swipe:at,Pinch:it,Rotate:st,Press:ot,on:d,off:f,each:l,merge:wt,extend:bt,assign:pt,inherit:c,bindFn:_,prefixed:x});var Me=\"undefined\"!=typeof e?e:\"undefined\"!=typeof self?self:{};Me.Hammer=ut,\"function\"==typeof t&&t.amd?t(function(){return ut}):\"undefined\"!=typeof r&&r.exports?r.exports=ut:e[i]=ut}(window,document,\"Hammer\")},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n      | Copyright (c) 2014, Nucleic Development Team.\n      |\n      | Distributed under the terms of the Modified BSD License.\n      |\n      | The full license is in the file COPYING.txt, distributed with this software.\n      |----------------------------------------------------------------------------*/\n      Object.defineProperty(r,\"__esModule\",{value:!0});var n,i=t(321);!function(t){t[t.Le=0]=\"Le\",t[t.Ge=1]=\"Ge\",t[t.Eq=2]=\"Eq\"}(n=r.Operator||(r.Operator={}));var o=function(){function t(t,e,r){void 0===r&&(r=i.Strength.required),this._id=s++,this._operator=e,this._expression=t,this._strength=i.Strength.clip(r)}return t.Compare=function(t,e){return t.id-e.id},t.prototype.toString=function(){var t=this,e=function(){switch(t._operator){case n.Le:return\"<=\";case n.Ge:return\">=\";case n.Eq:return\"==\"}};return this._expression+\" \"+e()+\" 0\"},Object.defineProperty(t.prototype,\"id\",{get:function(){return this._id},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"expression\",{get:function(){return this._expression},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"op\",{get:function(){return this._operator},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"strength\",{get:function(){return this._strength},enumerable:!0,configurable:!0}),t}();r.Constraint=o;var s=0},function(t,e,r){\"use strict\";function n(t){for(var e=0,r=function(){return 0},n=s.createMap(o.Variable.Compare),i=0,a=t.length;i<a;++i){var l=t[i];if(\"number\"==typeof l)e+=l;else if(l instanceof o.Variable)n.setDefault(l,r).second+=1;else{if(!(l instanceof Array))throw new Error(\"invalid Expression argument: \"+JSON.stringify(l));if(2!==l.length)throw new Error(\"array must have length 2\");var u=l[0],c=l[1];if(\"number\"!=typeof u)throw new Error(\"array item 0 must be a number\");if(!(c instanceof o.Variable))throw new Error(\"array item 1 must be a variable\");n.setDefault(c,r).second+=u}}return{terms:n,constant:e}}/*-----------------------------------------------------------------------------\n      | Copyright (c) 2014, Nucleic Development Team.\n      |\n      | Distributed under the terms of the Modified BSD License.\n      |\n      | The full license is in the file COPYING.txt, distributed with this software.\n      |----------------------------------------------------------------------------*/\n      Object.defineProperty(r,\"__esModule\",{value:!0});var i=t(325),o=t(328),s=t(319),a=function(){function t(){var t=n(arguments);this._terms=t.terms,this._constant=t.constant}return t.prototype.toString=function(){var t=[];i.forEach(this._terms,function(e){t.push([e.first,e.second])});for(var e=!0,r=\"\",n=0,o=t;n<o.length;n++){var s=o[n],a=s[0],l=s[1];e?(e=!1,r+=1==l?\"\"+a:l==-1?\"-\"+a:l+\"*\"+a):r+=1==l?\" + \"+a:l==-1?\" - \"+a:l>=0?\" + \"+l+a:\" - \"+-l+a}var u=this.constant;return u<0?r+=\" - \"+-u:u>0&&(r+=\" + \"+u),r},Object.defineProperty(t.prototype,\"terms\",{get:function(){return this._terms},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"constant\",{get:function(){return this._constant},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"value\",{get:function(){var t=this._constant;return i.forEach(this._terms,function(e){t+=e.first.value*e.second}),t},enumerable:!0,configurable:!0}),t}();r.Expression=a},function(t,e,r){\"use strict\";/*-----------------------------------------------------------------------------\n      | Copyright (c) 2014, Nucleic Development Team.\n      |\n      | Distributed under the terms of the Modified BSD License.\n      |\n      | The full license is in the file COPYING.txt, distributed with this software.\n      |----------------------------------------------------------------------------*/\n      function n(t){for(var e in t)r.hasOwnProperty(e)||(r[e]=t[e])}Object.defineProperty(r,\"__esModule\",{value:!0}),n(t(328)),n(t(317)),n(t(316)),n(t(321)),n(t(320))},function(t,e,r){\"use strict\";function n(t){return new i.AssociativeArray(t)}/*-----------------------------------------------------------------------------\n      | Copyright (c) 2014, Nucleic Development Team.\n      |\n      | Distributed under the terms of the Modified BSD License.\n      |\n      | The full license is in the file COPYING.txt, distributed with this software.\n      |----------------------------------------------------------------------------*/\n      Object.defineProperty(r,\"__esModule\",{value:!0});var i=t(325);r.createMap=n},function(t,e,r){\"use strict\";function n(t){var e=1e-8;return t<0?-t<e:t<e}function i(){return h.createMap(c.Constraint.Compare)}function o(){return h.createMap(y.Compare)}function s(){return h.createMap(l.Variable.Compare)}function a(){return h.createMap(l.Variable.Compare)}/*-----------------------------------------------------------------------------\n      | Copyright (c) 2014, Nucleic Development Team.\n      |\n      | Distributed under the terms of the Modified BSD License.\n      |\n      | The full license is in the file COPYING.txt, distributed with this software.\n      |----------------------------------------------------------------------------*/\n      Object.defineProperty(r,\"__esModule\",{value:!0});var l=t(328),u=t(317),c=t(316),_=t(321),h=t(319),p=t(325),d=function(){function t(){this._cnMap=i(),this._rowMap=o(),this._varMap=s(),this._editMap=a(),this._infeasibleRows=[],this._objective=new v,this._artificial=null,this._idTick=0}return t.prototype.addConstraint=function(t){var e=this._cnMap.find(t);if(void 0!==e)throw new Error(\"duplicate constraint\");var r=this._createRow(t),i=r.row,o=r.tag,s=this._chooseSubject(i,o);if(s.type()===f.Invalid&&i.allDummies()){if(!n(i.constant())){for(var a=[],l=0,u=t.expression.terms._array;l<u.length;l++){var c=u[l];a.push(c.first.name)}var _=[\"LE\",\"GE\",\"EQ\"][t.op];throw new Error(\"unsatisfiable constraint [\"+a.join(\",\")+\"] operator: \"+_)}s=o.marker}if(s.type()===f.Invalid){if(!this._addWithArtificialVariable(i))throw new Error(\"unsatisfiable constraint\")}else i.solveFor(s),this._substitute(s,i),this._rowMap.insert(s,i);this._cnMap.insert(t,o),this._optimize(this._objective)},t.prototype.removeConstraint=function(t,e){void 0===e&&(e=!1);var r=this._cnMap.erase(t);if(void 0===r){if(e)return;throw new Error(\"unknown constraint\")}this._removeConstraintEffects(t,r.second);var n=r.second.marker,i=this._rowMap.erase(n);if(void 0===i){var o=this._getMarkerLeavingSymbol(n);if(o.type()===f.Invalid)throw new Error(\"failed to find leaving row\");i=this._rowMap.erase(o),i.second.solveForEx(o,n),this._substitute(n,i.second)}this._optimize(this._objective)},t.prototype.hasConstraint=function(t){return this._cnMap.contains(t)},t.prototype.addEditVariable=function(t,e){var r=this._editMap.find(t);if(void 0!==r)throw new Error(\"duplicate edit variable: \"+t.name);if(e=_.Strength.clip(e),e===_.Strength.required)throw new Error(\"bad required strength\");var n=new u.Expression(t),i=new c.Constraint(n,c.Operator.Eq,e);this.addConstraint(i);var o=this._cnMap.find(i).second,s={tag:o,constraint:i,constant:0};this._editMap.insert(t,s)},t.prototype.removeEditVariable=function(t,e){void 0===e&&(e=!1);var r=this._editMap.erase(t);if(void 0===r){if(e)return;throw new Error(\"unknown edit variable: \"+t.name)}this.removeConstraint(r.second.constraint,e)},t.prototype.hasEditVariable=function(t){return this._editMap.contains(t)},t.prototype.suggestValue=function(t,e){var r=this._editMap.find(t);if(void 0===r)throw new Error(\"unknown edit variable: \"+t.name);var n=this._rowMap,i=r.second,o=e-i.constant;i.constant=e;var s=i.tag.marker,a=n.find(s);if(void 0!==a)return a.second.add(-o)<0&&this._infeasibleRows.push(s),void this._dualOptimize();var l=i.tag.other;if(a=n.find(l),void 0!==a)return a.second.add(o)<0&&this._infeasibleRows.push(l),void this._dualOptimize();for(var u=0,c=n.size();u<c;++u){var _=n.itemAt(u),h=_.second,p=h.coefficientFor(s);0!==p&&h.add(o*p)<0&&_.first.type()!==f.External&&this._infeasibleRows.push(_.first)}this._dualOptimize()},t.prototype.updateVariables=function(){for(var t=this._varMap,e=this._rowMap,r=0,n=t.size();r<n;++r){var i=t.itemAt(r),o=e.find(i.second),s=0;void 0!==o&&(s=o.second.constant(),s===-0&&(s=0)),i.first.setValue(s)}},t.prototype.getConstraints=function(){var t=[];return p.forEach(this._cnMap,function(e){t.push(e.first)}),t},Object.defineProperty(t.prototype,\"numConstraints\",{get:function(){return this._cnMap.size()},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"numEditVariables\",{get:function(){return this._editMap.size()},enumerable:!0,configurable:!0}),t.prototype._getVarSymbol=function(t){var e=this,r=function(){return e._makeSymbol(f.External)};return this._varMap.setDefault(t,r).second},t.prototype._createRow=function(t){for(var e=t.expression,r=new v(e.constant),i=e.terms,o=0,s=i.size();o<s;++o){var a=i.itemAt(o);if(!n(a.second)){var l=this._getVarSymbol(a.first),u=this._rowMap.find(l);void 0!==u?r.insertRow(u.second,a.second):r.insertSymbol(l,a.second)}}var h=this._objective,p=t.strength,d={marker:m,other:m};switch(t.op){case c.Operator.Le:case c.Operator.Ge:var y=t.op===c.Operator.Le?1:-1,g=this._makeSymbol(f.Slack);if(d.marker=g,r.insertSymbol(g,y),p<_.Strength.required){var b=this._makeSymbol(f.Error);d.other=b,r.insertSymbol(b,-y),h.insertSymbol(b,p)}break;case c.Operator.Eq:if(p<_.Strength.required){var w=this._makeSymbol(f.Error),x=this._makeSymbol(f.Error);d.marker=w,d.other=x,r.insertSymbol(w,-1),r.insertSymbol(x,1),h.insertSymbol(w,p),h.insertSymbol(x,p)}else{var k=this._makeSymbol(f.Dummy);d.marker=k,r.insertSymbol(k)}}return r.constant()<0&&r.reverseSign(),{row:r,tag:d}},t.prototype._chooseSubject=function(t,e){for(var r=t.cells(),n=0,i=r.size();n<i;++n){var o=r.itemAt(n);if(o.first.type()===f.External)return o.first}var s=e.marker.type();return(s===f.Slack||s===f.Error)&&t.coefficientFor(e.marker)<0?e.marker:(s=e.other.type(),(s===f.Slack||s===f.Error)&&t.coefficientFor(e.other)<0?e.other:m)},t.prototype._addWithArtificialVariable=function(t){var e=this._makeSymbol(f.Slack);this._rowMap.insert(e,t.copy()),this._artificial=t.copy(),this._optimize(this._artificial);var r=n(this._artificial.constant());this._artificial=null;var i=this._rowMap.erase(e);if(void 0!==i){var o=i.second;if(o.isConstant())return r;var s=this._anyPivotableSymbol(o);if(s.type()===f.Invalid)return!1;o.solveForEx(e,s),this._substitute(s,o),this._rowMap.insert(s,o)}for(var a=this._rowMap,l=0,u=a.size();l<u;++l)a.itemAt(l).second.removeSymbol(e);return this._objective.removeSymbol(e),r},t.prototype._substitute=function(t,e){for(var r=this._rowMap,n=0,i=r.size();n<i;++n){var o=r.itemAt(n);o.second.substitute(t,e),o.second.constant()<0&&o.first.type()!==f.External&&this._infeasibleRows.push(o.first)}this._objective.substitute(t,e),this._artificial&&this._artificial.substitute(t,e)},t.prototype._optimize=function(t){for(;;){var e=this._getEnteringSymbol(t);if(e.type()===f.Invalid)return;var r=this._getLeavingSymbol(e);if(r.type()===f.Invalid)throw new Error(\"the objective is unbounded\");var n=this._rowMap.erase(r).second;n.solveForEx(r,e),this._substitute(e,n),this._rowMap.insert(e,n)}},t.prototype._dualOptimize=function(){for(var t=this._rowMap,e=this._infeasibleRows;0!==e.length;){var r=e.pop(),n=t.find(r);if(void 0!==n&&n.second.constant()<0){var i=this._getDualEnteringSymbol(n.second);if(i.type()===f.Invalid)throw new Error(\"dual optimize failed\");var o=n.second;t.erase(r),o.solveForEx(r,i),this._substitute(i,o),t.insert(i,o)}}},t.prototype._getEnteringSymbol=function(t){for(var e=t.cells(),r=0,n=e.size();r<n;++r){var i=e.itemAt(r),o=i.first;if(i.second<0&&o.type()!==f.Dummy)return o}return m},t.prototype._getDualEnteringSymbol=function(t){for(var e=Number.MAX_VALUE,r=m,n=t.cells(),i=0,o=n.size();i<o;++i){var s=n.itemAt(i),a=s.first,l=s.second;if(l>0&&a.type()!==f.Dummy){var u=this._objective.coefficientFor(a),c=u/l;c<e&&(e=c,r=a)}}return r},t.prototype._getLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,r=m,n=this._rowMap,i=0,o=n.size();i<o;++i){var s=n.itemAt(i),a=s.first;if(a.type()!==f.External){var l=s.second,u=l.coefficientFor(t);if(u<0){var c=-l.constant()/u;c<e&&(e=c,r=a)}}}return r},t.prototype._getMarkerLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,r=e,n=e,i=m,o=i,s=i,a=i,l=this._rowMap,u=0,c=l.size();u<c;++u){var _=l.itemAt(u),h=_.second,p=h.coefficientFor(t);if(0!==p){var 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\"+l.theme:\"\"),o(a.el,\"mousedown\",a._onMouseDown,!0),o(a.el,\"touchend\",a._onMouseDown,!0),o(a.el,\"change\",a._onChange),o(r,\"keydown\",a._onKeyChange),l.field&&(l.container?l.container.appendChild(a.el):l.bound?r.body.appendChild(a.el):l.field.parentNode.insertBefore(a.el,l.field.nextSibling),o(l.field,\"change\",a._onInputChange),l.defaultDate||(e&&l.field.value?l.defaultDate=t(l.field.value,l.format).toDate():l.defaultDate=new Date(Date.parse(l.field.value)),l.setDefaultDate=!0));var c=l.defaultDate;d(c)?l.setDefaultDate?a.setDate(c,!0):a.gotoDate(c):a.gotoDate(new Date),l.bound?(this.hide(),a.el.className+=\" is-bound\",o(l.trigger,\"click\",a._onInputClick),o(l.trigger,\"focus\",a._onInputFocus),o(l.trigger,\"blur\",a._onInputBlur)):this.show()};return O.prototype={config:function(t){this._o||(this._o=g({},w,!0));var e=g(this._o,t,!0);e.isRTL=!!e.isRTL,e.field=e.field&&e.field.nodeName?e.field:null,e.theme=\"string\"==typeof e.theme&&e.theme?e.theme:null,e.bound=!!(void 0!==e.bound?e.field&&e.bound:e.field),e.trigger=e.trigger&&e.trigger.nodeName?e.trigger:e.field,e.disableWeekends=!!e.disableWeekends,e.disableDayFn=\"function\"==typeof e.disableDayFn?e.disableDayFn:null;var n=parseInt(e.numberOfMonths,10)||1;if(e.numberOfMonths=n>4?4:n,d(e.minDate)||(e.minDate=!1),d(e.maxDate)||(e.maxDate=!1),e.minDate&&e.maxDate&&e.maxDate<e.minDate&&(e.maxDate=e.minDate=!1),e.minDate&&this.setMinDate(e.minDate),e.maxDate&&this.setMaxDate(e.maxDate),p(e.yearRange)){var r=(new Date).getFullYear()-10;e.yearRange[0]=parseInt(e.yearRange[0],10)||r,e.yearRange[1]=parseInt(e.yearRange[1],10)||r}else e.yearRange=Math.abs(parseInt(e.yearRange,10))||w.yearRange,e.yearRange>100&&(e.yearRange=100);return e},toString:function(n){return n=n||this._o.format,d(this._d)?this._o.toString?this._o.toString(this._d,n):e?t(this._d).format(n):this._d.toDateString():\"\"},getMoment:function(){return e?t(this._d):null},setMoment:function(n,r){e&&t.isMoment(n)&&this.setDate(n.toDate(),r)},getDate:function(){return d(this._d)?new Date(this._d.getTime()):null},setDate:function(t,e){if(!t)return this._d=null,this._o.field&&(this._o.field.value=\"\",v(this._o.field,\"change\",{firedBy:this})),this.draw();if(\"string\"==typeof t&&(t=new Date(Date.parse(t))),d(t)){var n=this._o.minDate,r=this._o.maxDate;d(n)&&t<n?t=n:d(r)&&t>r&&(t=r),this._d=new Date(t.getTime()),m(this._d),this.gotoDate(this._d),this._o.field&&(this._o.field.value=this.toString(),v(this._o.field,\"change\",{firedBy:this})),e||\"function\"!=typeof this._o.onSelect||this._o.onSelect.call(this,this.getDate())}},gotoDate:function(t){var e=!0;if(d(t)){if(this.calendars){var n=new Date(this.calendars[0].year,this.calendars[0].month,1),r=new Date(this.calendars[this.calendars.length-1].year,this.calendars[this.calendars.length-1].month,1),i=t.getTime();r.setMonth(r.getMonth()+1),r.setDate(r.getDate()-1),e=i<n.getTime()||r.getTime()<i}e&&(this.calendars=[{month:t.getMonth(),year:t.getFullYear()}],\"right\"===this._o.mainCalendar&&(this.calendars[0].month+=1-this._o.numberOfMonths)),this.adjustCalendars()}},adjustDate:function(t,e){var n,r=this.getDate()||new Date,i=24*parseInt(e)*60*60*1e3;\"add\"===t?n=new Date(r.valueOf()+i):\"subtract\"===t&&(n=new Date(r.valueOf()-i)),this.setDate(n)},adjustCalendars:function(){this.calendars[0]=b(this.calendars[0]);for(var t=1;t<this._o.numberOfMonths;t++)this.calendars[t]=b({month:this.calendars[0].month+t,year:this.calendars[0].year});this.draw()},gotoToday:function(){this.gotoDate(new Date)},gotoMonth:function(t){isNaN(t)||(this.calendars[0].month=parseInt(t,10),this.adjustCalendars())},nextMonth:function(){this.calendars[0].month++,this.adjustCalendars()},prevMonth:function(){this.calendars[0].month--,this.adjustCalendars()},gotoYear:function(t){isNaN(t)||(this.calendars[0].year=parseInt(t,10),this.adjustCalendars())},setMinDate:function(t){t instanceof Date?(m(t),this._o.minDate=t,this._o.minYear=t.getFullYear(),this._o.minMonth=t.getMonth()):(this._o.minDate=w.minDate,this._o.minYear=w.minYear,this._o.minMonth=w.minMonth,this._o.startRange=w.startRange),this.draw()},setMaxDate:function(t){t instanceof Date?(m(t),this._o.maxDate=t,this._o.maxYear=t.getFullYear(),this._o.maxMonth=t.getMonth()):(this._o.maxDate=w.maxDate,this._o.maxYear=w.maxYear,this._o.maxMonth=w.maxMonth,this._o.endRange=w.endRange),this.draw()},setStartRange:function(t){this._o.startRange=t},setEndRange:function(t){this._o.endRange=t},draw:function(t){if(this._v||t){var e,n=this._o,r=n.minYear,o=n.maxYear,s=n.minMonth,a=n.maxMonth,u=\"\";this._y<=r&&(this._y=r,!isNaN(s)&&this._m<s&&(this._m=s)),this._y>=o&&(this._y=o,!isNaN(a)&&this._m>a&&(this._m=a)),e=\"pika-title-\"+Math.random().toString(36).replace(/[^a-z]+/g,\"\").substr(0,2);for(var l=0;l<n.numberOfMonths;l++)u+='<div class=\"pika-lendar\">'+C(this,l,this.calendars[l].year,this.calendars[l].month,this.calendars[0].year,e)+this.render(this.calendars[l].year,this.calendars[l].month,e)+\"</div>\";this.el.innerHTML=u,n.bound&&\"hidden\"!==n.field.type&&i(function(){n.trigger.focus()},1),\"function\"==typeof this._o.onDraw&&this._o.onDraw(this),n.bound&&n.field.setAttribute(\"aria-label\",\"Use the arrow keys to pick a date\")}},adjustPosition:function(){var t,e,n,i,o,s,a,u,l,c;if(!this._o.container){if(this.el.style.position=\"absolute\",t=this._o.trigger,e=t,n=this.el.offsetWidth,i=this.el.offsetHeight,o=window.innerWidth||r.documentElement.clientWidth,s=window.innerHeight||r.documentElement.clientHeight,a=window.pageYOffset||r.body.scrollTop||r.documentElement.scrollTop,\"function\"==typeof t.getBoundingClientRect)c=t.getBoundingClientRect(),u=c.left+window.pageXOffset,l=c.bottom+window.pageYOffset;else for(u=e.offsetLeft,l=e.offsetTop+e.offsetHeight;e=e.offsetParent;)u+=e.offsetLeft,l+=e.offsetTop;(this._o.reposition&&u+n>o||this._o.position.indexOf(\"right\")>-1&&u-n+t.offsetWidth>0)&&(u=u-n+t.offsetWidth),(this._o.reposition&&l+i>s+a||this._o.position.indexOf(\"top\")>-1&&l-i-t.offsetHeight>0)&&(l=l-i-t.offsetHeight),this.el.style.left=u+\"px\",this.el.style.top=l+\"px\"}},render:function(t,e,n){var r=this._o,i=new Date,o=_(t,e),s=new Date(t,e,1).getDay(),a=[],u=[];m(i),r.firstDay>0&&(s-=r.firstDay,s<0&&(s+=7));for(var l=0===e?11:e-1,c=11===e?0:e+1,p=0===e?t-1:t,f=11===e?t+1:t,g=_(p,l),v=o+s,b=v;b>7;)b-=7;v+=7-b;for(var w=!1,k=0,D=0;k<v;k++){var M=new Date(t,e,1+(k-s)),C=!!d(this._d)&&y(M,this._d),O=y(M,i),A=r.events.indexOf(M.toDateString())!==-1,V=k<s||k>=o+s,N=1+(k-s),I=e,R=t,j=r.startRange&&y(r.startRange,M),T=r.endRange&&y(r.endRange,M),L=r.startRange&&r.endRange&&r.startRange<M&&M<r.endRange,W=r.minDate&&M<r.minDate||r.maxDate&&M>r.maxDate||r.disableWeekends&&h(M)||r.disableDayFn&&r.disableDayFn(M);V&&(k<s?(N=g+N,I=l,R=p):(N-=o,I=c,R=f));var B={day:N,month:I,year:R,hasEvent:A,isSelected:C,isToday:O,isDisabled:W,isEmpty:V,isStartRange:j,isEndRange:T,isInRange:L,showDaysInNextAndPreviousMonths:r.showDaysInNextAndPreviousMonths,enableSelectionDaysInNextAndPreviousMonths:r.enableSelectionDaysInNextAndPreviousMonths};r.pickWholeWeek&&C&&(w=!0),u.push(x(B)),7===++D&&(r.showWeekNumber&&u.unshift(S(k-s,e,t)),a.push(E(u,r.isRTL,r.pickWholeWeek,w)),u=[],D=0,w=!1)}return P(r,a,n)},isVisible:function(){return this._v},show:function(){this.isVisible()||(this._v=!0,this.draw(),c(this.el,\"is-hidden\"),this._o.bound&&(o(r,\"click\",this._onClick),this.adjustPosition()),\"function\"==typeof this._o.onOpen&&this._o.onOpen.call(this))},hide:function(){var t=this._v;t!==!1&&(this._o.bound&&s(r,\"click\",this._onClick),this.el.style.position=\"static\",this.el.style.left=\"auto\",this.el.style.top=\"auto\",l(this.el,\"is-hidden\"),this._v=!1,void 0!==t&&\"function\"==typeof this._o.onClose&&this._o.onClose.call(this))},destroy:function(){this.hide(),s(this.el,\"mousedown\",this._onMouseDown,!0),s(this.el,\"touchend\",this._onMouseDown,!0),s(this.el,\"change\",this._onChange),s(r,\"keydown\",this._onKeyChange),this._o.field&&(s(this._o.field,\"change\",this._onInputChange),this._o.bound&&(s(this._o.trigger,\"click\",this._onInputClick),s(this._o.trigger,\"focus\",this._onInputFocus),s(this._o.trigger,\"blur\",this._onInputBlur))),this.el.parentNode&&this.el.parentNode.removeChild(this.el)}},O})}},{\"models/widgets/abstract_button\":369,\"models/widgets/abstract_icon\":370,\"models/widgets/abstract_slider\":371,\"models/widgets/autocomplete_input\":372,\"models/widgets/button\":373,\"models/widgets/checkbox_button_group\":374,\"models/widgets/checkbox_group\":375,\"models/widgets/common\":376,\"models/widgets/date_picker\":377,\"models/widgets/date_range_slider\":378,\"models/widgets/date_slider\":379,\"models/widgets/div\":380,\"models/widgets/dropdown\":381,\"models/widgets/index\":382,\"models/widgets/input_widget\":383,\"models/widgets/main\":384,\"models/widgets/markup\":385,\"models/widgets/multiselect\":386,\"models/widgets/panel\":387,\"models/widgets/paragraph\":388,\"models/widgets/password_input\":389,\"models/widgets/pretext\":390,\"models/widgets/radio_button_group\":391,\"models/widgets/radio_group\":392,\"models/widgets/range_slider\":393,\"models/widgets/selectbox\":394,\"models/widgets/slider\":395,\"models/widgets/tabs\":396,\"models/widgets/text_input\":397,\"models/widgets/toggle\":398,\"models/widgets/widget\":409},384)});/*!\n      Copyright (c) 2012, Anaconda, Inc.\n      All rights reserved.\n      \n      Redistribution and use in source and binary forms, with or without modification,\n      are permitted provided that the following conditions are met:\n      \n      Redistributions of source code must retain the above copyright notice,\n      this list of conditions and the following disclaimer.\n      \n      Redistributions in binary form must reproduce the above copyright notice,\n      this list of conditions and the following disclaimer in the documentation\n      and/or other materials provided with the distribution.\n      \n      Neither the name of Anaconda nor the names of any contributors\n      may be used to endorse or promote products derived from this software\n      without specific prior written permission.\n      \n      THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n      AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n      IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n      ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n      LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n      CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n      SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n      INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n      CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n      ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n      THE POSSIBILITY OF SUCH DAMAGE.\n      */\n      \n      //# sourceMappingURL=bokeh-widgets.min.js.map\n      \n      /* END bokeh-widgets.min.js */\n    },\n    \n    function(Bokeh) {\n      /* BEGIN bokeh-tables.min.js */\n      !function(e,t){t(e.Bokeh)}(this,function(Bokeh){var define;return function(e,t,n){if(null!=Bokeh)return Bokeh.register_plugin(e,t,n);throw new Error(\"Cannot find Bokeh. 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g=function(){};e.originalEvent=new o.Event(d.event,{preventDefault:g,stopPropagation:g,stopImmediatePropagation:g}),n.results=[];do if(u=n.interactions[f]){if(\"dragend\"!==t&&u.cancelled)continue;c=l.properties(e,n,u),u.results=[],o(s||u[p]||n.droppable).each(function(i,s){if(c.target=s,e.isPropagationStopped=function(){return!1},a=s?r.dispatch.call(s,e,c):null,a===!1?(\"drag\"==p&&(u.cancelled=!0,n.propagates-=1),\"drop\"==t&&(u[p][i]=null)):\"dropinit\"==t&&u.droppable.push(l.element(a)||s),\"dragstart\"==t&&(u.proxy=o(l.element(a)||u.drag)[0]),u.results.push(a),delete e.result,\"dropinit\"!==t)return a}),n.results[f]=l.flatten(u.results),\"dropinit\"==t&&(u.droppable=l.flatten(u.droppable)),\"dragstart\"!=t||u.cancelled||c.update()}while(++f<h);return e.type=d.type,e.originalEvent=d.event,l.flatten(n.results)}},properties:function(e,t,n){var o=n.callback;return 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i,l=0;l<e.length&&!n.isPropagationStopped()&&!n.isImmediatePropagationStopped();l++)i=e[l].call(r,n,t);return i}}function i(){var e=[];this.subscribe=function(t,n){return e.push({event:t,handler:n}),t.subscribe(n),this},this.unsubscribe=function(t,n){for(var o=e.length;o--;)if(e[o].event===t&&e[o].handler===n)return e.splice(o,1),void t.unsubscribe(n);return this},this.unsubscribeAll=function(){for(var t=e.length;t--;)e[t].event.unsubscribe(e[t].handler);return e=[],this}}function l(e,t,n,o){void 0===n&&void 0===o&&(n=e,o=t),this.fromRow=Math.min(e,n),this.fromCell=Math.min(t,o),this.toRow=Math.max(e,n),this.toCell=Math.max(t,o),this.isSingleRow=function(){return this.fromRow==this.toRow},this.isSingleCell=function(){return this.fromRow==this.toRow&&this.fromCell==this.toCell},this.contains=function(e,t){return e>=this.fromRow&&e<=this.toRow&&t>=this.fromCell&&t<=this.toCell},this.toString=function(){return 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new Error(\"SlickGrid.EditorLock.deactivate: specified editController is not the currently active one\");e=null},this.commitCurrentEdit=function(){return!e||e.commitCurrentEdit()},this.cancelCurrentEdit=function(){return!e||e.cancelCurrentEdit()}}a.prototype=new s,a.prototype.equals=function(e){return this.value===e.value&&this.count===e.count&&this.collapsed===e.collapsed&&this.title===e.title},u.prototype=new s,t.exports={Event:r,EventData:o,EventHandler:i,Range:l,NonDataRow:s,Group:a,GroupTotals:u,EditorLock:c,GlobalEditorLock:new c,keyCode:{BACKSPACE:8,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,ESC:27,HOME:36,INSERT:45,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,RIGHT:39,TAB:9,UP:38,C:67,V:86},preClickClassName:\"slick-edit-preclick\"}},416:function(require,module,exports){\"use strict\";function SlickGrid(container,data,columns,options){function init(){if($container=container instanceof $?container:$(container),$container.length<1)throw new Error(\"SlickGrid requires a valid container, 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loaded\");editController={commitCurrentEdit:commitCurrentEdit,cancelCurrentEdit:cancelCurrentEdit},$container.empty().css(\"overflow\",\"hidden\").css(\"outline\",0).addClass(uid).addClass(\"ui-widget\"),/relative|absolute|fixed/.test($container.css(\"position\"))||$container.css(\"position\",\"relative\"),$focusSink=$(\"<div tabIndex='0' hideFocus style='position:fixed;width:0;height:0;top:0;left:0;outline:0;'></div>\").appendTo($container),options.createPreHeaderPanel&&($preHeaderPanelScroller=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$preHeaderPanel=$(\"<div />\").appendTo($preHeaderPanelScroller),$preHeaderPanelSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($preHeaderPanelScroller),options.showPreHeaderPanel||$preHeaderPanelScroller.hide()),$headerScroller=$(\"<div class='slick-header ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$headers=$(\"<div class='slick-header-columns' style='left:-1000px' />\").appendTo($headerScroller),$headers.width(getHeadersWidth()),$headerRowScroller=$(\"<div class='slick-headerrow ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$headerRow=$(\"<div class='slick-headerrow-columns' />\").appendTo($headerRowScroller),$headerRowSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($headerRowScroller),$topPanelScroller=$(\"<div class='slick-top-panel-scroller ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$topPanel=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScroller),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),$viewport=$(\"<div class='slick-viewport' style='width:100%;overflow:auto;outline:0;position:relative;;'>\").appendTo($container),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),$canvas=$(\"<div class='grid-canvas' />\").appendTo($viewport),options.createFooterRow&&($footerRowScroller=$(\"<div class='slick-footerrow ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$footerRow=$(\"<div class='slick-footerrow-columns' />\").appendTo($footerRowScroller),$footerRowSpacer=$(\"<div 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$(e.target).is(\"input,textarea\")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.on(\"resize.slickgrid\",resizeCanvas),$viewport.on(\"scroll\",handleScroll),$headerScroller.on(\"contextmenu\",handleHeaderContextMenu).on(\"click\",handleHeaderClick).on(\"mouseenter\",\".slick-header-column\",handleHeaderMouseEnter).on(\"mouseleave\",\".slick-header-column\",handleHeaderMouseLeave),$headerRowScroller.on(\"scroll\",handleHeaderRowScroll),options.createFooterRow&&$footerRowScroller.on(\"scroll\",handleFooterRowScroll),options.createPreHeaderPanel&&$preHeaderPanelScroller.on(\"scroll\",handlePreHeaderPanelScroll),$focusSink.add($focusSink2).on(\"keydown\",handleKeyDown),$canvas.on(\"keydown\",handleKeyDown).on(\"click\",handleClick).on(\"dblclick\",handleDblClick).on(\"contextmenu\",handleContextMenu).on(\"draginit\",handleDragInit).on(\"dragstart\",{distance:3},handleDragStart).on(\"drag\",handleDrag).on(\"dragend\",handleDragEnd).on(\"mouseenter\",\".slick-cell\",handleMouseEnter).on(\"mouseleave\",\".slick-cell\",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.on(\"mousewheel\",handleMouseWheel),restoreCssFromHiddenInit())}function cacheCssForHiddenInit(){$hiddenParents=$container.parents().addBack().not(\":visible\"),$hiddenParents.each(function(){var e={};for(var t in cssShow)e[t]=this.style[t],this.style[t]=cssShow[t];oldProps.push(e)})}function restoreCssFromHiddenInit(){$hiddenParents.each(function(e){var t=oldProps[e];for(var n in cssShow)this.style[n]=t[n]})}function registerPlugin(e){plugins.unshift(e),e.init(self)}function unregisterPlugin(e){for(var t=plugins.length;t>=0;t--)if(plugins[t]===e){plugins[t].destroy&&plugins[t].destroy(),plugins.splice(t,1);break}}function setSelectionModel(e){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),selectionModel=e,selectionModel&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var e=$(\"<div style='position:absolute; top:-10000px; left:-10000px; width:100px; height:100px; overflow:scroll;'></div>\").appendTo(\"body\"),t={width:e.width()-e[0].clientWidth,height:e.height()-e[0].clientHeight};return e.remove(),t}function getColumnTotalWidth(e){for(var t=0,n=0,o=columns.length;n<o;n++){var r=columns[n].width;t+=r}return e&&(t+=scrollbarDimensions.width),t}function getHeadersWidth(){var e=getColumnTotalWidth(!0);return Math.max(e,viewportW)+1e3}function getCanvasWidth(){for(var e=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,t=0,n=columns.length;n--;)t+=columns[n].width;return options.fullWidthRows?Math.max(t,e):t}function updateCanvasWidth(e){var t=canvasWidth;canvasWidth=getCanvasWidth(),canvasWidth!=t&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),options.createFooterRow&&$footerRow.width(canvasWidth),options.createPreHeaderPanel&&$preHeaderPanel.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width);var n=canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0);$headerRowSpacer.width(n),options.createFooterRow&&$footerRowSpacer.width(n),options.createPreHeaderPanel&&$preHeaderPanelSpacer.width(n),(canvasWidth!=t||e)&&applyColumnWidths()}function disableSelection(e){e&&e.jquery&&e.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").on(\"selectstart.ui\",function(){return!1})}function getMaxSupportedCssHeight(){for(var e=1e6,t=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,n=$(\"<div style='display:none' />\").appendTo(document.body);;){var o=2*e;if(n.css(\"height\",o),o>t||n.height()!==o)break;e=o}return n.remove(),e}function getUID(){return uid}function getHeaderColumnWidthDiff(){return headerColumnWidthDiff}function getScrollbarDimensions(){return scrollbarDimensions}function bindAncestorScrollEvents(){for(var e=$canvas[0];(e=e.parentNode)!=document.body&&null!=e;)if(e==$viewport[0]||e.scrollWidth!=e.clientWidth||e.scrollHeight!=e.clientHeight){var t=$(e);$boundAncestors=$boundAncestors?$boundAncestors.add(t):t,t.on(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.off(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(e,t,n){if(initialized){var o=getColumnIndex(e);if(null!=o){var r=columns[o],i=$headers.children().eq(o);i&&(void 0!==t&&(columns[o].name=t),void 0!==n&&(columns[o].toolTip=n),trigger(self.onBeforeHeaderCellDestroy,{node:i[0],column:r,grid:self}),i.attr(\"title\",n||\"\").children().eq(0).html(t),trigger(self.onHeaderCellRendered,{node:i[0],column:r,grid:self}))}}}function getHeaderRow(){return $headerRow[0]}function getFooterRow(){return $footerRow[0]}function getPreHeaderPanel(){return $preHeaderPanel[0]}function getHeaderRowColumn(e){var t=getColumnIndex(e),n=$headerRow.children().eq(t);return n&&n[0]}function getFooterRowColumn(e){var t=getColumnIndex(e),n=$footerRow.children().eq(t);return n&&n[0]}function createColumnHeaders(){function e(){$(this).addClass(\"ui-state-hover\")}function t(){$(this).removeClass(\"ui-state-hover\")}$headers.find(\".slick-header-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:e,grid:self})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(\".slick-headerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:e,grid:self})}),$headerRow.empty(),options.createFooterRow&&($footerRow.find(\".slick-footerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e})}),$footerRow.empty());for(var n=0;n<columns.length;n++){var o=columns[n],r=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+o.name+\"</span>\").width(o.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+o.id).attr(\"title\",o.toolTip||\"\").data(\"column\",o).addClass(o.headerCssClass||\"\").appendTo($headers);if((options.enableColumnReorder||o.sortable)&&r.on(\"mouseenter\",e).on(\"mouseleave\",t),o.sortable&&(r.addClass(\"slick-header-sortable\"),r.append(\"<span class='\"+sortIndicatorCssClass+\"' />\")),trigger(self.onHeaderCellRendered,{node:r[0],column:o,grid:self}),options.showHeaderRow){var i=$(\"<div class='ui-state-default slick-headerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:i[0],column:o,grid:self})}if(options.createFooterRow&&options.showFooterRow){var l=$(\"<div class='ui-state-default slick-footerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($footerRow);trigger(self.onFooterRowCellRendered,{node:l[0],column:o})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&(\"function\"==typeof options.enableColumnReorder?options.enableColumnReorder(self,$headers,headerColumnWidthDiff,setColumns,setupColumnResize,columns,getColumnIndex,uid,trigger):setupColumnReorder())}function setupColumnSort(){$headers.click(function(e){if(e.metaKey=e.metaKey||e.ctrlKey,!$(e.target).hasClass(\"slick-resizable-handle\")){var t=$(e.target).closest(\".slick-header-column\");if(t.length){var n=t.data(\"column\");if(n.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var o=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==n.id){o=sortColumns[r],o.sortAsc=!o.sortAsc;break}var i=!!o;options.tristateMultiColumnSort?(o||(o={columnId:n.id,sortAsc:n.defaultSortAsc}),i&&o.sortAsc&&(sortColumns.splice(r,1),o=null),options.multiColumnSort||(sortColumns=[]),!o||i&&options.multiColumnSort||sortColumns.push(o)):e.metaKey&&options.multiColumnSort?o&&sortColumns.splice(r,1):((e.shiftKey||e.metaKey)&&options.multiColumnSort||(sortColumns=[]),o?0==sortColumns.length&&sortColumns.push(o):(o={columnId:n.id,sortAsc:n.defaultSortAsc},sortColumns.push(o))),setSortColumns(sortColumns),sortColumns.length>0&&(options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(e){return{sortCol:columns[getColumnIndex(e.columnId)],sortAsc:e.sortAsc}}),grid:self},e):trigger(self.onSort,{multiColumnSort:!1,sortCol:n,sortAsc:sortColumns[0].sortAsc,grid:self},e))}}}})}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\"),$headers.sortable({containment:\"parent\",distance:3,axis:\"x\",cursor:\"default\",tolerance:\"intersection\",helper:\"clone\",placeholder:\"slick-sortable-placeholder ui-state-default slick-header-column\",start:function(e,t){t.placeholder.width(t.helper.outerWidth()-headerColumnWidthDiff),$(t.helper).addClass(\"slick-header-column-active\")},beforeStop:function(e,t){$(t.helper).removeClass(\"slick-header-column-active\")},stop:function(e){if(!getEditorLock().commitCurrentEdit())return void $(this).sortable(\"cancel\");for(var t=$headers.sortable(\"toArray\"),n=[],o=0;o<t.length;o++)n.push(columns[getColumnIndex(t[o].replace(uid,\"\"))]);setColumns(n),trigger(self.onColumnsReordered,{grid:self}),e.stopPropagation(),setupColumnResize()}})}function setupColumnResize(){var e,t,n,o,r,i,l,s,a;r=$headers.children(),r.find(\".slick-resizable-handle\").remove(),r.each(function(e,t){e>=columns.length||columns[e].resizable&&(void 0===s&&(s=e),a=e)}),void 0!==s&&r.each(function(u,c){u>=columns.length||u<s||options.forceFitColumns&&u>=a||(e=$(c),$(\"<div class='slick-resizable-handle' />\").appendTo(c).on(\"dragstart\",function(e,s){if(!getEditorLock().commitCurrentEdit())return!1;o=e.pageX,$(this).parent().addClass(\"slick-header-column-active\");var a=null,c=null;if(r.each(function(e,t){e>=columns.length||(columns[e].previousWidth=$(t).outerWidth())}),options.forceFitColumns)for(a=0,c=0,t=u+1;t<columns.length;t++)n=columns[t],n.resizable&&(null!==c&&(n.maxWidth?c+=n.maxWidth-n.previousWidth:c=null),a+=n.previousWidth-Math.max(n.minWidth||0,absoluteColumnMinWidth));var d=0,p=0;for(t=0;t<=u;t++)n=columns[t],n.resizable&&(null!==p&&(n.maxWidth?p+=n.maxWidth-n.previousWidth:p=null),d+=n.previousWidth-Math.max(n.minWidth||0,absoluteColumnMinWidth));null===a&&(a=1e5),null===d&&(d=1e5),null===c&&(c=1e5),null===p&&(p=1e5),l=o+Math.min(a,p),i=o-Math.min(d,c)}).on(\"drag\",function(e,r){var s,a,c=Math.min(l,Math.max(i,e.pageX))-o;if(c<0){for(a=c,t=u;t>=0;t--)n=columns[t],n.resizable&&(s=Math.max(n.minWidth||0,absoluteColumnMinWidth),a&&n.previousWidth+a<s?(a+=n.previousWidth-s,n.width=s):(n.width=n.previousWidth+a,a=0));if(options.forceFitColumns)for(a=-c,t=u+1;t<columns.length;t++)n=columns[t],n.resizable&&(a&&n.maxWidth&&n.maxWidth-n.previousWidth<a?(a-=n.maxWidth-n.previousWidth,n.width=n.maxWidth):(n.width=n.previousWidth+a,a=0))}else{for(a=c,t=u;t>=0;t--)n=columns[t],n.resizable&&(a&&n.maxWidth&&n.maxWidth-n.previousWidth<a?(a-=n.maxWidth-n.previousWidth,n.width=n.maxWidth):(n.width=n.previousWidth+a,a=0));if(options.forceFitColumns)for(a=-c,t=u+1;t<columns.length;t++)n=columns[t],n.resizable&&(s=Math.max(n.minWidth||0,absoluteColumnMinWidth),a&&n.previousWidth+a<s?(a+=n.previousWidth-s,n.width=s):(n.width=n.previousWidth+a,a=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).on(\"dragend\",function(e,o){var i;for($(this).parent().removeClass(\"slick-header-column-active\"),t=0;t<columns.length;t++)n=columns[t],i=$(r[t]).outerWidth(),n.previousWidth!==i&&n.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{grid:self})}))})}function getVBoxDelta(e){var t=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],n=0;return $.each(t,function(t,o){n+=parseFloat(e.css(o))||0}),n}function measureCellPaddingAndBorder(){var e,t=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],n=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],o=$.fn.jquery.split(\".\");jQueryNewWidthBehaviour=1==o[0]&&o[1]>=8||o[0]>=2,e=$(\"<div class='ui-state-default slick-header-column' style='visibility:hidden'>-</div>\").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){headerColumnWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){headerColumnHeightDiff+=parseFloat(e.css(n))||0})),e.remove();var r=$(\"<div class='slick-row' />\").appendTo($canvas);e=$(\"<div class='slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(r),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){cellWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){cellHeightDiff+=parseFloat(e.css(n))||0})),r.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var e=options.rowHeight-cellHeightDiff,t=[\".\"+uid+\" .slick-header-column { left: 1000px; }\",\".\"+uid+\" .slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .slick-preheader-panel { height:\"+options.preHeaderPanelHeight+\"px; }\",\".\"+uid+\" .slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .slick-footerrow-columns { height:\"+options.footerRowHeight+\"px; }\",\".\"+uid+\" .slick-cell { height:\"+e+\"px; }\",\".\"+uid+\" .slick-row { height:\"+options.rowHeight+\"px; }\"],n=0;n<columns.length;n++)t.push(\".\"+uid+\" .l\"+n+\" { }\"),t.push(\".\"+uid+\" .r\"+n+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=t.join(\" \"):$style[0].appendChild(document.createTextNode(t.join(\" \")))}function getColumnCssRules(e){var t;if(!stylesheet){var n=document.styleSheets;for(t=0;t<n.length;t++)if((n[t].ownerNode||n[t].owningElement)==$style[0]){stylesheet=n[t];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];var o,r,i=stylesheet.cssRules||stylesheet.rules;for(t=0;t<i.length;t++){var l=i[t].selectorText;(o=/\\.l\\d+/.exec(l))?(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesL[r]=i[t]):(o=/\\.r\\d+/.exec(l))&&(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesR[r]=i[t])}}return{left:columnCssRulesL[e],right:columnCssRulesR[e]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{grid:self});for(var e=plugins.length;e--;)unregisterPlugin(plugins[e]);options.enableColumnReorder&&$headers.filter(\":ui-sortable\").sortable(\"destroy\"),unbindAncestorScrollEvents(),$container.off(\".slickgrid\"),removeCssRules(),$canvas.off(\"draginit dragstart dragend drag\"),$container.empty().removeClass(uid)}function trigger(e,t,n){return n=n||new Slick.EventData,t=t||{},t.grid=self,e.notify(t,n,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(e){return columnsById[e]}function autosizeColumns(){var e,t,n,o=[],r=0,i=0,l=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(e=0;e<columns.length;e++)t=columns[e],o.push(t.width),i+=t.width,t.resizable&&(r+=t.width-Math.max(t.minWidth,absoluteColumnMinWidth));for(n=i;i>l&&r;){var s=(i-l)/r;for(e=0;e<columns.length&&i>l;e++){t=columns[e];var a=o[e];if(!(!t.resizable||a<=t.minWidth||a<=absoluteColumnMinWidth)){var u=Math.max(t.minWidth,absoluteColumnMinWidth),c=Math.floor(s*(a-u))||1;c=Math.min(c,a-u),i-=c,r-=c,o[e]-=c}}if(n<=i)break;n=i}for(n=i;i<l;){var d=l/i;for(e=0;e<columns.length&&i<l;e++){t=columns[e];var p,f=o[e];p=!t.resizable||t.maxWidth<=f?0:Math.min(Math.floor(d*f)-f,t.maxWidth-f||1e6)||1,i+=p,o[e]+=i<=l?p:0}if(n>=i)break;n=i}var h=!1;for(e=0;e<columns.length;e++)columns[e].rerenderOnResize&&columns[e].width!=o[e]&&(h=!0),columns[e].width=o[e];applyColumnHeaderWidths(),updateCanvasWidth(!0),h&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var e,t=0,n=$headers.children(),o=columns.length;t<o;t++)e=$(n[t]),jQueryNewWidthBehaviour?e.outerWidth()!==columns[t].width&&e.outerWidth(columns[t].width):e.width()!==columns[t].width-headerColumnWidthDiff&&e.width(columns[t].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var e,t,n=0,o=0;o<columns.length;o++)e=columns[o].width,t=getColumnCssRules(o),t.left.style.left=n+\"px\",t.right.style.right=canvasWidth-n-e+\"px\",n+=columns[o].width}function setSortColumn(e,t){setSortColumns([{columnId:e,sortAsc:t}])}function setSortColumns(e){sortColumns=e;var t=options.numberedMultiColumnSort&&sortColumns.length>1,n=$headers.children(),o=n.removeClass(\"slick-header-column-sorted\").find(\".\"+sortIndicatorCssClass).removeClass(\"slick-sort-indicator-asc slick-sort-indicator-desc\");t&&o.text(\"\"),$.each(sortColumns,function(e,r){null==r.sortAsc&&(r.sortAsc=!0);\n      var i=getColumnIndex(r.columnId);null!=i&&(o=n.eq(i).addClass(\"slick-header-column-sorted\").find(\".\"+sortIndicatorCssClass).addClass(r.sortAsc?\"slick-sort-indicator-asc\":\"slick-sort-indicator-desc\"),t&&o.text(e+1))})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(e,t){selectedRows=[];for(var n={},o=0;o<t.length;o++)for(var r=t[o].fromRow;r<=t[o].toRow;r++){n[r]||(selectedRows.push(r),n[r]={});for(var i=t[o].fromCell;i<=t[o].toCell;i++)canCellBeSelected(r,i)&&(n[r][columns[i].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,n),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows(),grid:self},e)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var e=0,t=0,n=columns.length;t<n;t++)columnPosLeft[t]=e,columnPosRight[t]=e+columns[t].width,e+=columns[t].width}function setColumns(e){columns=e,columnsById={};for(var t=0;t<columns.length;t++){var n=columns[t]=$.extend({},columnDefaults,columns[t]);columnsById[n.id]=t,n.minWidth&&n.width<n.minWidth&&(n.width=n.minWidth),n.maxWidth&&n.width>n.maxWidth&&(n.width=n.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(e,t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==e.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,e),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),t||render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(e,t){data=e,invalidateAllRows(),updateRowCount(),t&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow&&(!pagingActive||pagingIsLastPage)?1:0)}function getDataItem(e){return data.getItem?data.getItem(e):data[e]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(e){options.showTopPanel!=e&&(options.showTopPanel=e,e?$topPanelScroller.slideDown(\"fast\",resizeCanvas):$topPanelScroller.slideUp(\"fast\",resizeCanvas))}function setHeaderRowVisibility(e){options.showHeaderRow!=e&&(options.showHeaderRow=e,e?$headerRowScroller.slideDown(\"fast\",resizeCanvas):$headerRowScroller.slideUp(\"fast\",resizeCanvas))}function setFooterRowVisibility(e){options.showFooterRow!=e&&(options.showFooterRow=e,e?$footerRowScroller.slideDown(\"fast\",resizeCanvas):$footerRowScroller.slideUp(\"fast\",resizeCanvas))}function setPreHeaderPanelVisibility(e){options.showPreHeaderPanel!=e&&(options.showPreHeaderPanel=e,e?$preHeaderPanelScroller.slideDown(\"fast\",resizeCanvas):$preHeaderPanelScroller.slideUp(\"fast\",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(e){return options.rowHeight*e-offset}function getRowFromPosition(e){return Math.floor((e+offset)/options.rowHeight)}function scrollTo(e){e=Math.max(e,0),e=Math.min(e,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var t=offset;page=Math.min(n-1,Math.floor(e/ph)),offset=Math.round(page*cj);var o=e-offset;if(offset!=t){var r=getVisibleRange(o);cleanupRows(r),updateRowPositions()}prevScrollTop!=o&&(vScrollDir=prevScrollTop+t<o+offset?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=o,trigger(self.onViewportChanged,{grid:self}))}function defaultFormatter(e,t,n,o,r){return null==n?\"\":(n+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(e,t){var n=data.getItemMetadata&&data.getItemMetadata(e),o=n&&n.columns&&(n.columns[t.id]||n.columns[getColumnIndex(t.id)]);return o&&o.formatter||n&&n.formatter||t.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(t)||options.defaultFormatter}function getEditor(e,t){var n=columns[t],o=data.getItemMetadata&&data.getItemMetadata(e),r=o&&o.columns;return r&&r[n.id]&&void 0!==r[n.id].editor?r[n.id].editor:r&&r[t]&&void 0!==r[t].editor?r[t].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n)}function getDataItemValueForColumn(e,t){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(e,t):e[t.field]}function appendRowHtml(e,t,n,o){var r=getDataItem(t),i=t<o&&!r,l=\"slick-row\"+(i?\" loading\":\"\")+(t===activeRow?\" active\":\"\")+(t%2==1?\" odd\":\" even\");r||(l+=\" \"+options.addNewRowCssClass);var s=data.getItemMetadata&&data.getItemMetadata(t);s&&s.cssClasses&&(l+=\" \"+s.cssClasses),e.push(\"<div class='ui-widget-content \"+l+\"' style='top:\"+getRowTop(t)+\"px'>\");for(var a,u,c=0,d=columns.length;c<d;c++){if(u=columns[c],a=1,s&&s.columns){var p=s.columns[u.id]||s.columns[c];a=p&&p.colspan||1,\"*\"===a&&(a=d-c)}if(columnPosRight[Math.min(d-1,c+a-1)]>n.leftPx){if(columnPosLeft[c]>n.rightPx)break;appendCellHtml(e,t,c,a,r)}a>1&&(c+=a-1)}e.push(\"</div>\")}function appendCellHtml(e,t,n,o,r){var i=columns[n],l=\"slick-cell l\"+n+\" r\"+Math.min(columns.length-1,n+o-1)+(i.cssClass?\" \"+i.cssClass:\"\");t===activeRow&&n===activeCell&&(l+=\" active\");for(var s in cellCssClasses)cellCssClasses[s][t]&&cellCssClasses[s][t][i.id]&&(l+=\" \"+cellCssClasses[s][t][i.id]);var a=null;r&&(a=getDataItemValueForColumn(r,i));var u=getFormatter(t,i)(t,n,a,i,r),c=trigger(self.onBeforeAppendCell,{row:t,cell:n,grid:self,value:a,dataContext:r})||\"\";c+=u.addClasses?(c?\" \":\"\")+u.addClasses:\"\",e.push(\"<div class='\"+l+(c?\" \"+c:\"\")+\"'>\"),r&&e.push(\"object\"!=typeof u?u:u.text),e.push(\"</div>\"),rowsCache[t].cellRenderQueue.push(n),rowsCache[t].cellColSpans[n]=o}function cleanupRows(e){for(var t in rowsCache)(t=parseInt(t,10))!==activeRow&&(t<e.top||t>e.bottom)&&removeRowFromCache(t);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){currentEditor&&makeActiveCellNormal();for(var e in rowsCache)removeRowFromCache(e);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function queuePostProcessedRowForCleanup(e,t,n){postProcessgroupId++;for(var o in t)t.hasOwnProperty(o)&&postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e.cellNodesByColumnIdx[0|o],columnIdx:0|o,rowIdx:n});postProcessedCleanupQueue.push({actionType:\"R\",groupId:postProcessgroupId,node:e.rowNode}),$(e.rowNode).detach()}function queuePostProcessedCellForCleanup(e,t,n){postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e,columnIdx:t,rowIdx:n}),$(e).detach()}function removeRowFromCache(e){var t=rowsCache[e];t&&(rowNodeFromLastMouseWheelEvent===t.rowNode?(t.rowNode.style.display=\"none\",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent,zombieRowCacheFromLastMouseWheelEvent=t,zombieRowPostProcessedFromLastMouseWheelEvent=postProcessedRows[e]):options.enableAsyncPostRenderCleanup&&postProcessedRows[e]?queuePostProcessedRowForCleanup(t,postProcessedRows[e],e):$canvas[0].removeChild(t.rowNode),delete rowsCache[e],delete postProcessedRows[e],renderedRows--,counter_rows_removed++)}function invalidateRows(e){var t,n;if(e&&e.length){for(vScrollDir=0,n=e.length,t=0;t<n;t++)currentEditor&&activeRow===e[t]&&makeActiveCellNormal(),rowsCache[e[t]]&&removeRowFromCache(e[t]);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}}function invalidateRow(e){invalidateRows([e])}function applyFormatResultToCellNode(e,t,n){return\"object\"!=typeof e?void(t.innerHTML=e):(t.innerHTML=e.text,e.removeClasses&&!n&&t.removeClass(e.removeClasses),void(e.addClasses&&t.addClass(e.addClasses)))}function updateCell(e,t){var n=getCellNode(e,t);if(n){var o=columns[t],r=getDataItem(e);if(currentEditor&&activeRow===e&&activeCell===t)currentEditor.loadValue(r);else{var i=r?getFormatter(e,o)(e,t,getDataItemValueForColumn(r,o),o,r):\"\";applyFormatResultToCellNode(i,n),invalidatePostProcessingResults(e)}}}function updateRow(e){var t=rowsCache[e];if(t){ensureCellNodesInRowsCache(e);var n,o=getDataItem(e);for(var r in t.cellNodesByColumnIdx)if(t.cellNodesByColumnIdx.hasOwnProperty(r)){r=0|r;var i=columns[r],l=t.cellNodesByColumnIdx[r];e===activeRow&&r===activeCell&&currentEditor?currentEditor.loadValue(o):o?(n=getFormatter(e,i)(e,r,getDataItemValueForColumn(o,i),i,o),applyFormatResultToCellNode(n,l)):l.innerHTML=\"\"}invalidatePostProcessingResults(e)}}function getViewportHeight(){return parseFloat($.css($container[0],\"height\",!0))-parseFloat($.css($container[0],\"paddingTop\",!0))-parseFloat($.css($container[0],\"paddingBottom\",!0))-parseFloat($.css($headerScroller[0],\"height\"))-getVBoxDelta($headerScroller)-(options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0)-(options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0)-(options.createFooterRow&&options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0)-(options.createPreHeaderPanel&&options.showPreHeaderPanel?options.preHeaderPanelHeight+getVBoxDelta($preHeaderPanelScroller):0)}function resizeCanvas(){initialized&&(viewportH=options.autoHeight?options.rowHeight*getDataLengthIncludingAddNew():getViewportHeight(),numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportW=parseFloat($.css($container[0],\"width\",!0)),options.autoHeight||$viewport.height(viewportH),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updatePagingStatusFromView(e){pagingActive=0!==e.pageSize,pagingIsLastPage=e.pageNum==e.totalPages-1}function updateRowCount(){if(initialized){var e=getDataLength(),t=getDataLengthIncludingAddNew(),o=t+(options.leaveSpaceForNewRows?numVisibleRows-1:0),r=viewportHasVScroll;viewportHasVScroll=!options.autoHeight&&o*options.rowHeight>viewportH,viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width,makeActiveCellNormal();var i=e-1;for(var l in rowsCache)l>i&&removeRowFromCache(l);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup(),activeCellNode&&activeRow>i&&resetActiveCell();var s=h;th=Math.max(options.rowHeight*o,viewportH-scrollbarDimensions.height),th<maxSupportedCssHeight?(h=ph=th,n=1,cj=0):(h=maxSupportedCssHeight,ph=h/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==s&&($canvas.css(\"height\",h),scrollTop=$viewport[0].scrollTop);var a=scrollTop+offset<=th-viewportH;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=s&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&r!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(e,t){return null==e&&(e=scrollTop),null==t&&(t=scrollLeft),{top:getRowFromPosition(e),bottom:getRowFromPosition(e+viewportH)+1,leftPx:t,rightPx:t+viewportW}}function getRenderedRange(e,t){var n=getVisibleRange(e,t),o=Math.round(viewportH/options.rowHeight),r=3;return vScrollDir==-1?(n.top-=o,n.bottom+=r):1==vScrollDir?(n.top-=r,n.bottom+=o):(n.top-=r,n.bottom+=r),n.top=Math.max(0,n.top),n.bottom=Math.min(getDataLengthIncludingAddNew()-1,n.bottom),n.leftPx-=viewportW,n.rightPx+=viewportW,n.leftPx=Math.max(0,n.leftPx),n.rightPx=Math.min(canvasWidth,n.rightPx),n}function ensureCellNodesInRowsCache(e){var t=rowsCache[e];if(t&&t.cellRenderQueue.length)for(var n=t.rowNode.lastChild;t.cellRenderQueue.length;){var o=t.cellRenderQueue.pop();t.cellNodesByColumnIdx[o]=n,n=n.previousSibling}}function cleanUpCells(e,t){var n=0,o=rowsCache[t],r=[];for(var i in o.cellNodesByColumnIdx)if(o.cellNodesByColumnIdx.hasOwnProperty(i)){i=0|i;var l=o.cellColSpans[i];(columnPosLeft[i]>e.rightPx||columnPosRight[Math.min(columns.length-1,i+l-1)]<e.leftPx)&&(t==activeRow&&i==activeCell||r.push(i))}var s,a;for(postProcessgroupId++;null!=(s=r.pop());)a=o.cellNodesByColumnIdx[s],options.enableAsyncPostRenderCleanup&&postProcessedRows[t]&&postProcessedRows[t][s]?queuePostProcessedCellForCleanup(a,s,t):o.rowNode.removeChild(a),delete o.cellColSpans[s],delete o.cellNodesByColumnIdx[s],postProcessedRows[t]&&delete postProcessedRows[t][s],n++}function cleanUpAndRenderCells(e){for(var t,n,o,r=[],i=[],l=0,s=e.top,a=e.bottom;s<=a;s++)if(t=rowsCache[s]){ensureCellNodesInRowsCache(s),cleanUpCells(e,s),n=0;var u=data.getItemMetadata&&data.getItemMetadata(s);u=u&&u.columns;for(var c=getDataItem(s),d=0,p=columns.length;d<p&&!(columnPosLeft[d]>e.rightPx);d++)if(null==(o=t.cellColSpans[d])){if(o=1,u){var f=u[columns[d].id]||u[d];o=f&&f.colspan||1,\"*\"===o&&(o=p-d)}columnPosRight[Math.min(p-1,d+o-1)]>e.leftPx&&(appendCellHtml(r,s,d,o,c),n++),d+=o>1?o-1:0}else d+=o>1?o-1:0;n&&(l+=n,i.push(s))}if(r.length){var h=document.createElement(\"div\");h.innerHTML=r.join(\"\");for(var g,m;null!=(g=i.pop());){t=rowsCache[g];for(var v;null!=(v=t.cellRenderQueue.pop());)m=h.lastChild,t.rowNode.appendChild(m),t.cellNodesByColumnIdx[v]=m}}}function renderRows(e){for(var t=$canvas[0],n=[],o=[],r=!1,i=getDataLength(),l=e.top,s=e.bottom;l<=s;l++)rowsCache[l]||(renderedRows++,o.push(l),rowsCache[l]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(n,l,e,i),activeCellNode&&activeRow===l&&(r=!0),counter_rows_rendered++);if(o.length){var a=document.createElement(\"div\");a.innerHTML=n.join(\"\");for(var l=0,s=o.length;l<s;l++)rowsCache[o[l]].rowNode=t.appendChild(a.firstChild);r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function startPostProcessingCleanup(){options.enableAsyncPostRenderCleanup&&(clearTimeout(h_postrenderCleanup),h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay))}function invalidatePostProcessingResults(e){for(var t in postProcessedRows[e])postProcessedRows[e].hasOwnProperty(t)&&(postProcessedRows[e][t]=\"C\");postProcessFromRow=Math.min(postProcessFromRow,e),postProcessToRow=Math.max(postProcessToRow,e),startPostProcessing()}function updateRowPositions(){for(var e in rowsCache)rowsCache[e].rowNode.style.top=getRowTop(e)+\"px\"}function render(){if(initialized){var e=getVisibleRange(),t=getRenderedRange();cleanupRows(t),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(t),renderRows(t),postProcessFromRow=e.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,e.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null}}function handleHeaderRowScroll(){var e=$headerRowScroller[0].scrollLeft;e!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=e)}function handleFooterRowScroll(){var e=$footerRowScroller[0].scrollLeft;e!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=e)}function handlePreHeaderPanelScroll(){var e=$preHeaderPanelScroller[0].scrollLeft;e!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=e)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var e=Math.abs(scrollTop-prevScrollTop),t=Math.abs(scrollLeft-prevScrollLeft);if(t&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft,options.createFooterRow&&($footerRowScroller[0].scrollLeft=scrollLeft),options.createPreHeaderPanel&&($preHeaderPanelScroller[0].scrollLeft=scrollLeft)),e)if(vScrollDir=prevScrollTop<scrollTop?1:-1,prevScrollTop=scrollTop,e<viewportH)scrollTo(scrollTop+offset);else{var o=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),offset=Math.round(page*cj),o!=offset&&invalidateAllRows()}(t||e)&&(h_render&&clearTimeout(h_render),(Math.abs(lastRenderedScrollTop-scrollTop)>20||Math.abs(lastRenderedScrollLeft-scrollLeft)>20)&&(options.forceSyncScrolling||Math.abs(lastRenderedScrollTop-scrollTop)<viewportH&&Math.abs(lastRenderedScrollLeft-scrollLeft)<viewportW?render():h_render=setTimeout(render,50),trigger(self.onViewportChanged,{grid:self}))),trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop,grid:self})}function asyncPostProcessRows(){for(var e=getDataLength();postProcessFromRow<=postProcessToRow;){var t=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,n=rowsCache[t];if(n&&!(t>=e)){postProcessedRows[t]||(postProcessedRows[t]={}),ensureCellNodesInRowsCache(t);for(var o in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(o)){o=0|o;var r=columns[o],i=postProcessedRows[t][o];if(r.asyncPostRender&&\"R\"!==i){var l=n.cellNodesByColumnIdx[o];l&&r.asyncPostRender(l,t,getDataItem(t),r,\"C\"===i),postProcessedRows[t][o]=\"R\"}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function asyncPostProcessCleanupRows(){if(postProcessedCleanupQueue.length>0){for(var e=postProcessedCleanupQueue[0].groupId;postProcessedCleanupQueue.length>0&&postProcessedCleanupQueue[0].groupId==e;){var t=postProcessedCleanupQueue.shift();if(\"R\"==t.actionType&&$(t.node).remove(),\"C\"==t.actionType){var n=columns[t.columnIdx];n.asyncPostRenderCleanup&&t.node&&n.asyncPostRenderCleanup(t.node,t.rowIdx,n)}}h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay)}}function updateCellCssStylesOnRenderedRows(e,t){var n,o,r,i;for(var l in rowsCache){if(i=t&&t[l],r=e&&e[l],i)for(o in i)r&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)),n&&$(n).removeClass(i[o]));if(r)for(o in r)i&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)),n&&$(n).addClass(r[o]))}}function addCellCssStyles(e,t){if(cellCssClasses[e])throw new Error(\"addCellCssStyles: cell CSS hash with key '\"+e+\"' already exists.\");cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,null),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function removeCellCssStyles(e){cellCssClasses[e]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[e]),delete cellCssClasses[e],trigger(self.onCellCssStylesChanged,{key:e,hash:null,grid:self}))}function setCellCssStyles(e,t){var n=cellCssClasses[e];cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,n),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function getCellCssStyles(e){return cellCssClasses[e]}function flashCell(e,t,n){if(n=n||100,rowsCache[e]){var o=$(getCellNode(e,t)),r=function(e){e&&setTimeout(function(){o.queue(function(){o.toggleClass(options.cellFlashingCssClass).dequeue(),r(e-1)})},n)};r(4)}}function handleMouseWheel(e){var t=$(e.target).closest(\".slick-row\")[0];t!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=t&&(options.enableAsyncPostRenderCleanup&&zombieRowPostProcessedFromLastMouseWheelEvent?queuePostProcessedRowForCleanup(zombieRowCacheFromLastMouseWheelEvent,zombieRowPostProcessedFromLastMouseWheelEvent):$canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null,zombieRowCacheFromLastMouseWheelEvent=null,zombieRowPostProcessedFromLastMouseWheelEvent=null,options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()),rowNodeFromLastMouseWheelEvent=t)}function handleDragInit(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragInit,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDragStart(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragStart,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDrag(e,t){return trigger(self.onDrag,t,e)}function handleDragEnd(e,t){trigger(self.onDragEnd,t,e)}function handleKeyDown(e){trigger(self.onKeyDown,{row:activeRow,cell:activeCell,grid:self},e);var t=e.isImmediatePropagationStopped(),n=Slick.keyCode;if(!t)if(e.shiftKey||e.altKey||e.ctrlKey)e.which!=n.TAB||!e.shiftKey||e.ctrlKey||e.altKey||(t=navigatePrev());else{if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;if(e.which==n.ESCAPE){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else e.which==n.PAGE_DOWN?(navigatePageDown(),t=!0):e.which==n.PAGE_UP?(navigatePageUp(),t=!0):e.which==n.LEFT?t=navigateLeft():e.which==n.RIGHT?t=navigateRight():e.which==n.UP?t=navigateUp():e.which==n.DOWN?t=navigateDown():e.which==n.TAB?t=navigateNext():e.which==n.ENTER&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable()),t=!0)}if(t){e.stopPropagation(),e.preventDefault();try{e.originalEvent.keyCode=0}catch(o){}}}function handleClick(e){currentEditor||(e.target!=document.activeElement||$(e.target).hasClass(\"slick-cell\"))&&setFocus();var t=getCellFromEvent(e);if(t&&(null===currentEditor||activeRow!=t.row||activeCell!=t.cell)&&(trigger(self.onClick,{row:t.row,cell:t.cell,grid:self},e),!e.isImmediatePropagationStopped()&&canCellBeActive(t.row,t.cell)&&(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit()))){scrollRowIntoView(t.row,!1);var n=e.target&&e.target.className===Slick.preClickClassName;setActiveCellInternal(getCellNode(t.row,t.cell),null,n)}}function handleContextMenu(e){var t=$(e.target).closest(\".slick-cell\",$canvas);0!==t.length&&(activeCellNode===t[0]&&null!==currentEditor||trigger(self.onContextMenu,{grid:self},e))}function handleDblClick(e){var t=getCellFromEvent(e);!t||null!==currentEditor&&activeRow==t.row&&activeCell==t.cell||(trigger(self.onDblClick,{row:t.row,cell:t.cell,grid:self},e),e.isImmediatePropagationStopped()||options.editable&&gotoCell(t.row,t.cell,!0))}function handleHeaderMouseEnter(e){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderMouseLeave(e){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderContextMenu(e){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");trigger(self.onHeaderContextMenu,{column:n,grid:self},e)}function handleHeaderClick(e){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");n&&trigger(self.onHeaderClick,{column:n,grid:self},e)}function handleMouseEnter(e){trigger(self.onMouseEnter,{grid:self},e)}function handleMouseLeave(e){trigger(self.onMouseLeave,{grid:self},e)}function cellExists(e,t){return!(e<0||e>=getDataLength()||t<0||t>=columns.length)}function getCellFromPoint(e,t){for(var n=getRowFromPosition(t),o=0,r=0,i=0;i<columns.length&&r<e;i++)r+=columns[i].width,o++;return o<0&&(o=0),{row:n,cell:o-1}}function getCellFromNode(e){var t=/l\\d+/.exec(e.className);if(!t)throw new Error(\"getCellFromNode: cannot get cell - \"+e.className);return parseInt(t[0].substr(1,t[0].length-1),10)}function getRowFromNode(e){for(var t in rowsCache)if(rowsCache[t].rowNode===e)return 0|t;return null}function getCellFromEvent(e){var t=$(e.target).closest(\".slick-cell\",$canvas);if(!t.length)return null;var n=getRowFromNode(t[0].parentNode),o=getCellFromNode(t[0]);return null==n||null==o?null:{row:n,cell:o}}function getCellNodeBox(e,t){if(!cellExists(e,t))return null;for(var n=getRowTop(e),o=n+options.rowHeight-1,r=0,i=0;i<t;i++)r+=columns[i].width;var l=r+columns[t].width;return{top:n,left:r,bottom:o,right:l}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){tabbingDirection==-1?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(e,t,n){scrollRowIntoView(e,n);var o=getColspan(e,t);internalScrollColumnIntoView(columnPosLeft[t],columnPosRight[t+(o>1?o-1:0)])}function internalScrollColumnIntoView(e,t){var n=scrollLeft+viewportW;e<scrollLeft?($viewport.scrollLeft(e),handleScroll(),render()):t>n&&($viewport.scrollLeft(Math.min(e,t-$viewport[0].clientWidth)),handleScroll(),render())}function scrollColumnIntoView(e){internalScrollColumnIntoView(columnPosLeft[e],columnPosRight[e])}function setActiveCellInternal(e,t,n,o){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));activeCellNode=e,null!=activeCellNode?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==t&&(t=activeRow==getDataLength()||options.autoEdit),options.showCellSelection&&($(activeCellNode).addClass(\"active\"),$(rowsCache[activeRow].rowNode).addClass(\"active\")),options.editable&&t&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable(void 0,n)},options.asyncEditorLoadDelay):makeActiveCellEditable(void 0,n))):activeRow=activeCell=null,o||trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(e){}else if(window.getSelection){var t=window.getSelection();t&&t.removeAllRanges&&t.removeAllRanges()}}function isCellPotentiallyEditable(e,t){var n=getDataLength();return!(e<n&&!getDataItem(e))&&(!(columns[t].cannotTriggerInsert&&e>=n)&&!!getEditor(e,t))}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor,grid:self}),currentEditor.destroy(),currentEditor=null,activeCellNode){var e=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),e){var t=columns[activeCell],n=getFormatter(activeRow,t),o=n(activeRow,activeCell,getDataItemValueForColumn(e,t),t,e,self);applyFormatResultToCellNode(o,activeCellNode),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(e,t){if(activeCellNode){if(!options.editable)throw new Error(\"Grid : makeActiveCellEditable : should never get called when options.editable is false\");if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var n=columns[activeCell],o=getDataItem(activeRow);if(trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:o,column:n,grid:self})===!1)return void setFocus();getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\");var r=e||getEditor(activeRow,activeCell);e||r.suppressClearOnEdit||(activeCellNode.innerHTML=\"\"),currentEditor=new r({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:n,item:o||{},commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),o&&(currentEditor.loadValue(o),t&&currentEditor.preClick&&currentEditor.preClick()),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(e){var t={top:e.offsetTop,left:e.offsetLeft,bottom:0,right:0,width:$(e).outerWidth(),height:$(e).outerHeight(),visible:!0};t.bottom=t.top+t.height,t.right=t.left+t.width;for(var n=e.offsetParent;(e=e.parentNode)!=document.body&&null!=e;)t.visible&&e.scrollHeight!=e.offsetHeight&&\"visible\"!=$(e).css(\"overflowY\")&&(t.visible=t.bottom>e.scrollTop&&t.top<e.scrollTop+e.clientHeight),t.visible&&e.scrollWidth!=e.offsetWidth&&\"visible\"!=$(e).css(\"overflowX\")&&(t.visible=t.right>e.scrollLeft&&t.left<e.scrollLeft+e.clientWidth),t.left-=e.scrollLeft,t.top-=e.scrollTop,e===n&&(t.left+=e.offsetLeft,t.top+=e.offsetTop,n=e.offsetParent),t.bottom=t.top+t.height,t.right=t.left+t.width;return t}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function 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gotoPrev(e,t,n){if(null==e&&null==t&&(e=getDataLengthIncludingAddNew()-1,t=n=columns.length-1,canCellBeActive(e,t)))return{row:e,cell:t,posX:t};for(var o,r;!o&&!(o=gotoLeft(e,t,n));){if(--e<0)return null;t=0,r=findLastFocusableCell(e),null!==r&&(o={row:e,cell:r,posX:r})}return o}function navigateRight(){return navigate(\"right\")}function navigateLeft(){return navigate(\"left\")}function navigateDown(){return navigate(\"down\")}function navigateUp(){return navigate(\"up\")}function navigateNext(){return navigate(\"next\")}function navigatePrev(){return navigate(\"prev\")}function navigate(e){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&\"prev\"!=e&&\"next\"!=e)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();var t={up:-1,down:1,left:-1,right:1,prev:-1,next:1};tabbingDirection=t[e];var n={up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext},o=n[e],r=o(activeRow,activeCell,activePosX);if(r){var 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this.handle=this._gl.createProgram(),this.locations={},this._unset_variables=[],this._validated=!1,this._samplers={},this._attributes={},this._known_invalid=[],null},i.prototype[\"delete\"]=function(){return this._gl.deleteProgram(this.handle),null},i.prototype.activate=function(){return this._gl.useProgram(this.handle),null},i.prototype.deactivate=function(){return this._gl.useProgram(0),null},i.prototype.set_shaders=function(t,e){var n,a,s,r,i,o,l,_,h,c,u,d,p;for(o=this._gl,this._linked=!1,p=o.createShader(o.VERTEX_SHADER),i=o.createShader(o.FRAGMENT_SHADER),u=[[t,p,\"vertex\"],[e,i,\"fragment\"]],_=0;_<2;_+=1)if(c=u[_],n=c[0],l=c[1],d=c[2],o.shaderSource(l,n),o.compileShader(l),h=o.getShaderParameter(l,o.COMPILE_STATUS),!m(h))throw r=o.getShaderInfoLog(l),s=new Error(\"RuntimeError:\"+f(\"errors in \"+d+\" shader:\\n\",r)),s.name=\"RuntimeError\",s;if(o.attachShader(this.handle,p),o.attachShader(this.handle,i),o.linkProgram(this.handle),!m(o.getProgramParameter(this.handle,o.LINK_STATUS)))throw a=new Error(\"RuntimeError:Program link error:\\n\"+o.getProgramInfoLog(this.handle)),a.name=\"RuntimeError\",a;return this._unset_variables=this._get_active_attributes_and_uniforms(),o.detachShader(this.handle,p),o.detachShader(this.handle,i),o.deleteShader(p),o.deleteShader(i),this._known_invalid=[],this._linked=!0,null},i.prototype._get_active_attributes_and_uniforms=function(){var t,e,n,a,s,r,i,o,l,_,h,c,u,d,p,g,v,y,b;for(o=this._gl,this.locations={},d=new window.RegExp(\"(\\\\w+)\\\\s*(\\\\[(\\\\d+)\\\\])\\\\s*\"),s=o.getProgramParameter(this.handle,o.ACTIVE_UNIFORMS),e=o.getProgramParameter(this.handle,o.ACTIVE_ATTRIBUTES),t=[],y=[],g=[[t,e,o.getActiveAttrib,o.getAttribLocation],[y,s,o.getActiveUniform,o.getUniformLocation]],\"object\"!=typeof g||Array.isArray(g)||(g=Object.keys(g)),v=0;v<g.length;v+=1)for(b=g[v],p=b,n=p[0],a=p[1],r=p[2],i=p[3],l=0;l<a;l+=1){if(_=r.call(o,this.handle,l),u=_.name,c=u.match(d),m(c))for(u=c[1],h=0;h<_.size;h+=1)x.call(n,[\"\"+u+\"[\"+h+\"]\",_.type]);else x.call(n,[u,_.type]);this.locations[u]=i.call(o,this.handle,u)}return f(function(){var e,n,a,s=[];for(n=t,\"object\"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a++)e=n[a],s.push(e[0]);return s}.apply(this),function(){var t,e,n,a=[];for(e=y,\"object\"!=typeof e||Array.isArray(e)||(e=Object.keys(e)),n=0;n<e.length;n++)t=e[n],a.push(t[0]);return a}.apply(this))},i.prototype.set_texture=function(t,e){var n,a,s;if(!m(this._linked))throw n=new Error(\"RuntimeError:Cannot set uniform when program has no code\"),n.name=\"RuntimeError\",n;return a=b.call(this.locations,t,-1),m(a<0)?(p(t,this._known_invalid)||(x.call(this._known_invalid,t),u.log(\"Variable \"+t+\" is not an active 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i=this.UTYPEMAP[e],this.activate(),z.call(e,\"mat\")?this._gl[i](o,!1,n):this._gl[i](o,n),null},i.prototype.set_attribute=function(t,e,n,a,s){var r,i,o,l,h,c,f,d;if(a=void 0===a?0:a,s=void 0===s?0:s,!m(this._linked))throw i=new Error(\"RuntimeError:Cannot set attribute when program has no code\"),i.name=\"RuntimeError\",i;return c=n instanceof _,h=b.call(this.locations,t,-1),m(h<0)?(p(t,this._known_invalid)||(x.call(this._known_invalid,t),m(c)&&m(s>0)||u.log(\"Variable \"+t+\" is not an active attribute\")),null):(p(t,this._unset_variables)&&A.call(this._unset_variables,t),this.activate(),m(c)?(d=this.ATYPEINFO[e],f=d[0],l=d[1],o=\"vertexAttribPointer\",r=[f,l,this._gl.FALSE,a,s],this._attributes[t]=[n.handle,h,o,r]):(o=this.ATYPEMAP[e],this._attributes[t]=[0,h,o,n]),null)},i.prototype._pre_draw=function(){var t,e,n,a,s,r,i,o,l,_,h,c;this.activate(),i=this._samplers;for(c in i)i.hasOwnProperty(c)&&(c=i[c],r=c,l=r[0],o=r[1],_=r[2],this._gl.activeTexture(f(this._gl.TEXTURE0,_)),this._gl.bindTexture(l,o));s=this._attributes;for(c in s)s.hasOwnProperty(c)&&(c=s[c],a=c,h=a[0],e=a[1],n=a[2],t=a[3],m(h)?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))));return m(this._validated)||(this._validated=!0,this._validate()),null},i.prototype._validate=function(){var t;if(this._unset_variables.length&&u.log(\"Program has unset variables: \"+this._unset_variables),this._gl.validateProgram(this.handle),!m(this._gl.getProgramParameter(this.handle,this._gl.VALIDATE_STATUS)))throw u.log(this._gl.getProgramInfoLog(this.handle)),t=new Error(\"RuntimeError:Program validation error\"),t.name=\"RuntimeError\",t;return null},i.prototype.draw=function(t,e){var n,a,s,i,o;if(!m(this._linked))throw a=new Error(\"RuntimeError:Cannot draw program if code has not been set\"),a.name=\"RuntimeError\",a;return c(this._gl,\"before draw\"),m(e instanceof r)?(this._pre_draw(),e.activate(),n=e._buffer_size/2,i=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,i,0),e.deactivate()):(o=e,s=o[0],n=o[1],m(n)&&(this._pre_draw(),this._gl.drawArrays(t,s,n))),c(this._gl,\"after draw\"),null},a=function(){v(this,arguments)},a.prototype=Object.create(s.prototype),a.prototype._base_class=s.prototype,a.prototype._class_name=\"Buffer\",a.prototype._target=null,a.prototype._usage=35048,a.prototype._create=function(){return this.handle=this._gl.createBuffer(),this._buffer_size=0,null},a.prototype[\"delete\"]=function(){return this._gl.deleteBuffer(this.handle),null},a.prototype.activate=function(){return this._gl.bindBuffer(this._target,this.handle),null},a.prototype.deactivate=function(){return this._gl.bindBuffer(this._target,null),null},a.prototype.set_size=function(t){return g(t,this._buffer_size)||(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t),null},a.prototype.set_data=function(t,e){return this.activate(),this._gl.bufferSubData(this._target,t,e),null},_=function(){v(this,arguments)},_.prototype=Object.create(a.prototype),_.prototype._base_class=a.prototype,_.prototype._class_name=\"VertexBuffer\",_.prototype._target=34962,r=function(){v(this,arguments)},r.prototype=Object.create(a.prototype),r.prototype._base_class=a.prototype,r.prototype._class_name=\"IndexBuffer\",r.prototype._target=34963,o=function(){v(this,arguments)},o.prototype=Object.create(s.prototype),o.prototype._base_class=s.prototype,o.prototype._class_name=\"Texture2D\",o.prototype._target=3553,o.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Uint32Array:5125,Float32Array:5126},o.prototype._create=function(){return this.handle=this._gl.createTexture(),this._shape_format=null,null},o.prototype[\"delete\"]=function(){return this._gl.deleteTexture(this.handle),null},o.prototype.activate=function(){return this._gl.bindTexture(this._target,this.handle),null},o.prototype.deactivate=function(){return this._gl.bindTexture(this._target,0),null},o.prototype._get_alignment=function(t){var e,n,a,s;for(n=[4,8,2,1],a=n,\"object\"!=typeof a||Array.isArray(a)||(a=Object.keys(a)),s=0;s<a.length;s+=1)if(e=a[s],g(t%e,0))return e;return null},o.prototype.set_wrapping=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e),null},o.prototype.set_interpolation=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e),null},o.prototype.set_size=function(t,e){var n,a,s;return a=t,n=a[0],s=a[1],g([n,s,e],this._shape_format)||(this._shape_format=[n,s,e],this.activate(),this._gl.texImage2D(this._target,0,e,s,n,0,e,this._gl.UNSIGNED_BYTE,null)),this.u_shape=[n,s],null},o.prototype.set_data=function(t,e,n){var a,s,r,i,o,l,_,h,c,u,f;if(g(e.length,2)&&(e=[e[0],e[1],1]),this.activate(),i=this._shape_format[2],_=e,l=_[0],c=_[1],a=_[2],h=t,f=h[0],u=h[1],o=b.call(this._types,n.constructor.name,null),null===o)throw r=new Error(\"ValueError:\"+(\"Type \"+n.constructor.name+\" not allowed for texture\")),r.name=\"ValueError\",r;return s=this._get_alignment(y(e[e.length-2],e[e.length-1])),g(s,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,s),this._gl.texSubImage2D(this._target,0,u,f,c,l,i,o,n),g(s,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4),null},l=function(){v(this,arguments)},l.prototype=Object.create(o.prototype),l.prototype._base_class=o.prototype,l.prototype._class_name=\"Texture3DLike\",l.prototype.GLSL_SAMPLE_NEAREST=\"\\n        vec4 sample3D(sampler2D tex, vec3 texcoord, vec3 shape, vec2 tiles) {\\n            shape.xyz = shape.zyx;  // silly row-major convention\\n            float nrows = tiles.y, ncols = tiles.x;\\n            // Don't let adjacent frames be interpolated into this one\\n            texcoord.x = min(texcoord.x * shape.x, shape.x - 0.5);\\n            texcoord.x = max(0.5, texcoord.x) / shape.x;\\n            texcoord.y = min(texcoord.y * shape.y, shape.y - 0.5);\\n            texcoord.y = max(0.5, texcoord.y) / shape.y;\\n\\n            float zindex = floor(texcoord.z * shape.z);\\n\\n            // Do a lookup in the 2D texture\\n            float u = (mod(zindex, ncols) + texcoord.x) / ncols;\\n            float v = (floor(zindex / ncols) + texcoord.y) / nrows;\\n\\n            return texture2D(tex, vec2(u,v));\\n        }\\n    \",l.prototype.GLSL_SAMPLE_LINEAR=\"\\n        vec4 sample3D(sampler2D tex, vec3 texcoord, vec3 shape, vec2 tiles) {\\n            shape.xyz = shape.zyx;  // silly row-major convention\\n            float nrows = tiles.y, ncols = tiles.x;\\n            // Don't let adjacent frames be interpolated into this one\\n            texcoord.x = min(texcoord.x * shape.x, shape.x - 0.5);\\n            texcoord.x = max(0.5, texcoord.x) / shape.x;\\n            texcoord.y = min(texcoord.y * shape.y, shape.y - 0.5);\\n            texcoord.y = max(0.5, texcoord.y) / shape.y;\\n\\n            float z = texcoord.z * shape.z;\\n            float zindex1 = floor(z);\\n            float u1 = (mod(zindex1, ncols) + texcoord.x) / ncols;\\n            float v1 = (floor(zindex1 / ncols) + texcoord.y) / nrows;\\n\\n            float zindex2 = zindex1 + 1.0;\\n            float u2 = (mod(zindex2, ncols) + texcoord.x) / ncols;\\n            float v2 = (floor(zindex2 / ncols) + texcoord.y) / nrows;\\n\\n            vec4 s1 = texture2D(tex, vec2(u1, v1));\\n            vec4 s2 = texture2D(tex, vec2(u2, v2));\\n\\n            return s1 * (zindex2 - z) + s2 * (z - zindex1);\\n        }\\n    \",l.prototype._get_tile_info=function(t){var e,n,a,s;if(n=this._gl.getParameter(this._gl.MAX_TEXTURE_SIZE),s=Math.floor(n/t[1]),s=Math.min(s,t[0]),a=window.Math.ceil(t[0]/s),m(y(a,t[2])>n))throw e=new Error(\"RuntimeError:\"+(\"Cannot fit 3D data with shape \"+t+\" onto simulated 2D texture.\")),e.name=\"RuntimeError\",e;return[s,a]},l.prototype.set_size=function(t,e){var n,a,s,r;return r=this._get_tile_info(t),a=r[0],n=r[1],s=[y(t[1],a),y(t[2],n)],l.prototype._base_class.set_size.call(this,s,e),this.u_shape=[t[0],t[1],t[2]],this.u_tiles=[n,a],null},l.prototype.set_data=function(t,e,n){var a,s,r,i,o,_,h,c,u,f,p,v,m;if(g(e.length,3)&&(e=[e[0],e[1],e[2],1]),!d(function(){var e,n,a,s=[];for(n=t,\"object\"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a++)e=n[a],s.push(g(e,0));return s}.apply(this)))throw i=new Error(\"ValueError:Texture3DLike does not support nonzero offset (for now)\"),i.name=\"ValueError\",i;if(u=this._get_tile_info(e),_=u[0],o=u[1],c=[y(e[1],_),y(e[2],o),e[3]],g(o,1))l.prototype._base_class.set_data.call(this,[0,0],c,n);else for(a=n.constructor,m=new a(y(y(c[0],c[1]),c[2])),l.prototype._base_class.set_data.call(this,[0,0],c,m),v=0;v<e[0];v+=1)f=[Math.floor(v/o),v%o],h=f[0],s=f[1],r=Math.floor(n.length/e[0]),p=n.slice(y(v,r),y(v+1,r)),l.prototype._base_class.set_data.call(this,[y(h,e[1]),y(s,e[2])],e.slice(1),p);return null},e.exports={Buffer:a,GlooObject:s,IndexBuffer:r,Program:i,Texture2D:o,Texture3DLike:l,VertexBuffer:_,check_error:c,console:u}},422:function(t,e,n){\"use strict\";/*\n      Copyright notice: many of the awesome techniques and  GLSL code contained in\n      this module are based on work by Nicolas Rougier as part of the Glumpy and\n      Vispy projects. The algorithms are published in\n      http://jcgt.org/published/0003/04/01/ and http://jcgt.org/published/0002/02/08/\n      \n      This module contains all gl-specific code to add gl support for the glyphs.\n      By implementing it separetely, the GL functionality can be spun off in a\n      separate library.\n      Other locations where we work with GL, or prepare for GL-rendering:\n      - canvas.coffee\n      - plot.coffee\n      - glyph.coffee\n      - glyph_renderer.coffee\n      */\n      Object.defineProperty(n,\"__esModule\",{value:!0});var a=t(361);a.__exportStar(t(423),n),a.__exportStar(t(425),n)},423:function(t,e,n){\"use strict\";Object.defineProperty(n,\"__esModule\",{value:!0});var a,s=function(t,e){function n(){this.constructor=t}for(var a in e)r.call(e,a)&&(t[a]=e[a]);return n.prototype=e.prototype,t.prototype=new n,t.__super__=e.prototype,t},r={}.hasOwnProperty,i=t(421),o=t(420),l=t(25);a=function(){function t(t){this._atlas={},this._index=0,this._width=256,this._height=256,this.tex=new i.Texture2D(t),this.tex.set_wrapping(t.REPEAT,t.REPEAT),this.tex.set_interpolation(t.NEAREST,t.NEAREST),this.tex.set_size([this._height,this._width],t.RGBA),this.tex.set_data([0,0],[this._height,this._width],new Uint8Array(this._height*this._width*4)),this.get_atlas_data([1])}return t.prototype.get_atlas_data=function(t){var e,n,a,s,r,i;return a=t.join(\"-\"),n=this._atlas[a],void 0===n&&(r=this.make_pattern(t),e=r[0],s=r[1],this.tex.set_data([this._index,0],[1,this._width],new Uint8Array(function(){var t,n,a;for(a=[],t=0,n=e.length;t<n;t++)i=e[t],a.push(i+10);return a}())),this._atlas[a]=[this._index/this._height,s],this._index+=1),this._atlas[a]},t.prototype.make_pattern=function(t){var e,n,a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m,x,b,w,P,A,E;for(t.length>1&&t.length%2&&(t=t.concat(t)),g=0,u=0,f=t.length;u<f;u++)w=t[u],g+=w;for(e=[],r=0,_=p=0,m=t.length+2;p<m;_=p+=2)a=Math.max(1e-4,t[_%t.length]),s=Math.max(1e-4,t[(_+1)%t.length]),e.push.apply(e,[r,r+a]),r+=a+s;for(d=this._width,n=new Float32Array(4*d),_=v=0,x=d;0<=x?v<x:v>x;_=0<=x?++v:--v){for(E=g*_/(d-1),h=0,A=1e16,c=y=0,b=e.length;0<=b?y<b:y>b;c=0<=b?++y:--y)P=Math.abs(e[c]-E),P<A&&(h=c,A=P);h%2===0?(l=E<=e[h]?1:0,o=e[h],i=e[h+1]):(l=E>e[h]?-1:0,o=e[h-1],i=e[h]),n[4*_+0]=e[h],n[4*_+1]=l,n[4*_+2]=o,n[4*_+3]=i}return[n,g]},t}(),n.LineGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"line\",e.prototype.JOINS={miter:0,round:1,bevel:2},e.prototype.CAPS={\"\":0,none:0,\".\":0,round:1,\")\":1,\"(\":1,o:1,\"triangle in\":2,\"<\":2,\"triangle out\":3,\">\":3,square:4,\"[\":4,\"]\":4,\"=\":4,butt:5,\"|\":5},e.prototype.VERT=\"precision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size, u_offset;\\nuniform vec2 u_scale_aspect;\\nuniform float u_scale_length;\\n\\nuniform vec4 u_color;\\nuniform float u_antialias;\\nuniform float u_length;\\nuniform float u_linewidth;\\nuniform float u_dash_index;\\nuniform float u_closed;\\n\\nattribute vec2 a_position;\\nattribute vec4 a_tangents;\\nattribute vec2 a_segment;\\nattribute vec2 a_angles;\\nattribute vec2 a_texcoord;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\nfloat cross(in vec2 v1, in vec2 v2)\\n{\\n    return v1.x*v2.y - v1.y*v2.x;\\n}\\n\\nfloat signed_distance(in vec2 v1, in vec2 v2, in vec2 v3)\\n{\\n    return cross(v2-v1,v1-v3) / length(v2-v1);\\n}\\n\\nvoid rotate( in vec2 v, in float alpha, out vec2 result )\\n{\\n    float c = cos(alpha);\\n    float s = sin(alpha);\\n    result = vec2( c*v.x - s*v.y,\\n                   s*v.x + c*v.y );\\n}\\n\\nvoid main()\\n{\\n    bool closed = (u_closed > 0.0);\\n\\n    // Attributes and uniforms to varyings\\n    v_color = u_color;\\n    v_linewidth = u_linewidth;\\n    v_segment = a_segment * u_scale_length;\\n    v_length = u_length * u_scale_length;\\n\\n    // Scale to map to pixel coordinates. The original algorithm from the paper\\n    // assumed isotropic scale. We obviously do not have this.\\n    vec2 abs_scale_aspect = abs(u_scale_aspect);\\n    vec2 abs_scale = u_scale_length * abs_scale_aspect;\\n\\n    // Correct angles for aspect ratio\\n    vec2 av;\\n    av = vec2(1.0, tan(a_angles.x)) / abs_scale_aspect;\\n    v_angles.x = atan(av.y, av.x);\\n    av = vec2(1.0, tan(a_angles.y)) / abs_scale_aspect;\\n    v_angles.y = atan(av.y, av.x);\\n\\n    // Thickness below 1 pixel are represented using a 1 pixel thickness\\n    // and a modified alpha\\n    v_color.a = min(v_linewidth, v_color.a);\\n    v_linewidth = max(v_linewidth, 1.0);\\n\\n    // If color is fully transparent we just will discard the fragment anyway\\n    if( v_color.a <= 0.0 ) {\\n        gl_Position = vec4(0.0,0.0,0.0,1.0);\\n        return;\\n    }\\n\\n    // This is the actual half width of the line\\n    float w = ceil(u_antialias+v_linewidth)/2.0;\\n\\n    vec2 position = (a_position + u_offset) * abs_scale;\\n\\n    vec2 t1 = normalize(a_tangents.xy * abs_scale_aspect);  // note the scaling for aspect ratio here\\n    vec2 t2 = normalize(a_tangents.zw * abs_scale_aspect);\\n    float u = a_texcoord.x;\\n    float v = a_texcoord.y;\\n    vec2 o1 = vec2( +t1.y, -t1.x);\\n    vec2 o2 = vec2( +t2.y, -t2.x);\\n\\n    // This is a join\\n    // ----------------------------------------------------------------\\n    if( t1 != t2 ) {\\n        float angle = atan (t1.x*t2.y-t1.y*t2.x, t1.x*t2.x+t1.y*t2.y);  // Angle needs recalculation for some reason\\n        vec2 t  = normalize(t1+t2);\\n        vec2 o  = vec2( + t.y, - t.x);\\n\\n        if ( u_dash_index > 0.0 )\\n        {\\n            // Broken angle\\n            // ----------------------------------------------------------------\\n            if( (abs(angle) > THETA) ) {\\n                position += v * w * o / cos(angle/2.0);\\n                float s = sign(angle);\\n                if( angle < 0.0 ) {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position -= 2.0 * w * t1 / sin(angle);\\n                            u -= 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position += 2.0 * w * t2 / sin(angle);\\n                            u += 2.0*w / sin(angle);\\n                        }\\n                    }\\n                } else {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position += 2.0 * w * t1 / sin(angle);\\n                            u += 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position -= 2.0 * w * t2 / sin(angle);\\n                            u -= 2.0*w / sin(angle);\\n                        }\\n                    }\\n                }\\n                // Continuous angle\\n                // ------------------------------------------------------------\\n            } else {\\n                position += v * w * o / cos(angle/2.0);\\n                if( u == +1.0 ) u = v_segment.y;\\n                else            u = v_segment.x;\\n            }\\n        }\\n\\n        // Solid line\\n        // --------------------------------------------------------------------\\n        else\\n        {\\n            position.xy += v * w * o / cos(angle/2.0);\\n            if( angle < 0.0 ) {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            } else {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            }\\n        }\\n\\n    // This is a line start or end (t1 == t2)\\n    // ------------------------------------------------------------------------\\n    } else {\\n        position += v * w * o1;\\n        if( u == -1.0 ) {\\n            u = v_segment.x - w;\\n            position -= w * t1;\\n        } else {\\n            u = v_segment.y + w;\\n            position += w * t2;\\n        }\\n    }\\n\\n    // Miter distance\\n    // ------------------------------------------------------------------------\\n    vec2 t;\\n    vec2 curr = a_position * abs_scale;\\n    if( a_texcoord.x < 0.0 ) {\\n        vec2 next = curr + t2*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, +v_angles.x/2.0, t);\\n        v_miter.x = signed_distance(curr, curr+t, position);\\n\\n        rotate( t2, +v_angles.y/2.0, t);\\n        v_miter.y = signed_distance(next, next+t, position);\\n    } else {\\n        vec2 prev = curr - t1*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, -v_angles.x/2.0,t);\\n        v_miter.x = signed_distance(prev, prev+t, position);\\n\\n        rotate( t2, -v_angles.y/2.0,t);\\n        v_miter.y = signed_distance(curr, curr+t, position);\\n    }\\n\\n    if (!closed && v_segment.x <= 0.0) {\\n        v_miter.x = 1e10;\\n    }\\n    if (!closed && v_segment.y >= v_length)\\n    {\\n        v_miter.y = 1e10;\\n    }\\n\\n    v_texcoord = vec2( u, v*w );\\n\\n    // Calculate position in device coordinates. Note that we\\n    // already scaled with abs scale above.\\n    vec2 normpos = position * sign(u_scale_aspect);\\n    normpos += 0.5;  // make up for Bokeh's offset\\n    normpos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(normpos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;\\n}\\n\",e.prototype.FRAG_=\"// Fragment shader that can be convenient during debugging to show the line skeleton.\\nprecision mediump float;\\nuniform vec4  u_color;\\nvoid main () {\\n  gl_FragColor = u_color;\\n}\",e.prototype.FRAG=\"precision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform sampler2D u_dash_atlas;\\n\\nuniform vec2 u_linecaps;\\nuniform float u_miter_limit;\\nuniform float u_linejoin;\\nuniform float u_antialias;\\nuniform float u_dash_phase;\\nuniform float u_dash_period;\\nuniform float u_dash_index;\\nuniform vec2 u_dash_caps;\\nuniform float u_closed;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\n// Compute distance to cap ----------------------------------------------------\\nfloat cap( int type, float dx, float dy, float t, float linewidth )\\n{\\n    float d = 0.0;\\n    dx = abs(dx);\\n    dy = abs(dy);\\n    if      (type == 0)  discard;  // None\\n    else if (type == 1)  d = sqrt(dx*dx+dy*dy);  // Round\\n    else if (type == 3)  d = (dx+abs(dy));  // Triangle in\\n    else if (type == 2)  d = max(abs(dy),(t+dx-abs(dy)));  // Triangle out\\n    else if (type == 4)  d = max(dx,dy);  // Square\\n    else if (type == 5)  d = max(dx+t,dy);  // Butt\\n    return d;\\n}\\n\\n// Compute distance to join -------------------------------------------------\\nfloat join( in int type, in float d, in vec2 segment, in vec2 texcoord, in vec2 miter,\\n           in float linewidth )\\n{\\n    // texcoord.x is distance from start\\n    // texcoord.y is distance from centerline\\n    // segment.x and y indicate the limits (as for texcoord.x) for this segment\\n\\n    float dx = texcoord.x;\\n\\n    // Round join\\n    if( type == 1 ) {\\n        if (dx < segment.x) {\\n            d = max(d,length( texcoord - vec2(segment.x,0.0)));\\n            //d = length( texcoord - vec2(segment.x,0.0));\\n        } else if (dx > segment.y) {\\n            d = max(d,length( texcoord - vec2(segment.y,0.0)));\\n            //d = length( texcoord - vec2(segment.y,0.0));\\n        }\\n    }\\n    // Bevel join\\n    else if ( type == 2 ) {\\n        if (dx < segment.x) {\\n            vec2 x = texcoord - vec2(segment.x,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n\\n        } else if (dx > segment.y) {\\n            vec2 x = texcoord - vec2(segment.y,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n        }\\n        /*  Original code for bevel which does not work for us\\n        if( (dx < segment.x) ||  (dx > segment.y) )\\n            d = max(d, min(abs(x.x),abs(x.y)));\\n        */\\n    }\\n\\n    return d;\\n}\\n\\nvoid main()\\n{\\n    // If color is fully transparent we just discard the fragment\\n    if( v_color.a <= 0.0 ) {\\n        discard;\\n    }\\n\\n    // Test if dash pattern is the solid one (0)\\n    bool solid =  (u_dash_index == 0.0);\\n\\n    // Test if path is closed\\n    bool closed = (u_closed > 0.0);\\n\\n    vec4 color = v_color;\\n    float dx = v_texcoord.x;\\n    float dy = v_texcoord.y;\\n    float t = v_linewidth/2.0-u_antialias;\\n    float width = 1.0;  //v_linewidth; original code had dashes scale with line width, we do not\\n    float d = 0.0;\\n\\n    vec2 linecaps = u_linecaps;\\n    vec2 dash_caps = u_dash_caps;\\n    float line_start = 0.0;\\n    float line_stop = v_length;\\n\\n    // Apply miter limit; fragments too far into the miter are simply discarded\\n    if( (dx < v_segment.x) || (dx > v_segment.y) ) {\\n        float into_miter = max(v_segment.x - dx, dx - v_segment.y);\\n        if (into_miter > u_miter_limit*v_linewidth/2.0)\\n          discard;\\n    }\\n\\n    // Solid line --------------------------------------------------------------\\n    if( solid ) {\\n        d = abs(dy);\\n        if( (!closed) && (dx < line_start) ) {\\n            d = cap( int(u_linecaps.x), abs(dx), abs(dy), t, v_linewidth );\\n        }\\n        else if( (!closed) &&  (dx > line_stop) ) {\\n            d = cap( int(u_linecaps.y), abs(dx)-line_stop, abs(dy), t, v_linewidth );\\n        }\\n        else {\\n            d = join( int(u_linejoin), abs(dy), v_segment, v_texcoord, v_miter, v_linewidth );\\n        }\\n\\n    // Dash line --------------------------------------------------------------\\n    } else {\\n        float segment_start = v_segment.x;\\n        float segment_stop  = v_segment.y;\\n        float segment_center= (segment_start+segment_stop)/2.0;\\n        float freq          = u_dash_period*width;\\n        float u = mod( dx + u_dash_phase*width, freq);\\n        vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n        float dash_center= tex.x * width;\\n        float dash_type  = tex.y;\\n        float _start = tex.z * width;\\n        float _stop  = tex.a * width;\\n        float dash_start = dx - u + _start;\\n        float dash_stop  = dx - u + _stop;\\n\\n        // Compute extents of the first dash (the one relative to v_segment.x)\\n        // Note: this could be computed in the vertex shader\\n        if( (dash_stop < segment_start) && (dash_caps.x != 5.0) ) {\\n            float u = mod(segment_start + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_start - u + _start;\\n            dash_stop = segment_start - u + _stop;\\n        }\\n\\n        // Compute extents of the last dash (the one relatives to v_segment.y)\\n        // Note: This could be computed in the vertex shader\\n        else if( (dash_start > segment_stop)  && (dash_caps.y != 5.0) ) {\\n            float u = mod(segment_stop + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_stop - u + _start;\\n            dash_stop  = segment_stop - u + _stop;\\n        }\\n\\n        // This test if the we are dealing with a discontinuous angle\\n        bool discontinuous = ((dx <  segment_center) && abs(v_angles.x) > THETA) ||\\n                             ((dx >= segment_center) && abs(v_angles.y) > THETA);\\n        //if( dx < line_start) discontinuous = false;\\n        //if( dx > line_stop)  discontinuous = false;\\n\\n        float d_join = join( int(u_linejoin), abs(dy),\\n                            v_segment, v_texcoord, v_miter, v_linewidth );\\n\\n        // When path is closed, we do not have room for linecaps, so we make room\\n        // by shortening the total length\\n        if (closed) {\\n             line_start += v_linewidth/2.0;\\n             line_stop  -= v_linewidth/2.0;\\n        }\\n\\n        // We also need to take antialias area into account\\n        //line_start += u_antialias;\\n        //line_stop  -= u_antialias;\\n\\n        // Check is dash stop is before line start\\n        if( dash_stop <= line_start ) {\\n            discard;\\n        }\\n        // Check is dash start is beyond line stop\\n        if( dash_start >= line_stop ) {\\n            discard;\\n        }\\n\\n        // Check if current dash start is beyond segment stop\\n        if( discontinuous ) {\\n            // Dash start is beyond segment, we discard\\n            if( (dash_start > segment_stop) ) {\\n                discard;\\n                //gl_FragColor = vec4(1.0,0.0,0.0,.25); return;\\n            }\\n\\n            // Dash stop is before segment, we discard\\n            if( (dash_stop < segment_start) ) {\\n                discard;  //gl_FragColor = vec4(0.0,1.0,0.0,.25); return;\\n            }\\n\\n            // Special case for round caps (nicer with this)\\n            if( dash_caps.x == 1.0 ) {\\n                if( (u > _stop) && (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for round caps  (nicer with this)\\n            if( dash_caps.y == 1.0 ) {\\n                if( (u < _start) && (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.x != 1.0) && (dash_caps.x != 5.0) ) {\\n                if( (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0) ) {\\n                    float a = v_angles.x/2.0;\\n                    float x = (segment_start-dx)*cos(a) - dy*sin(a);\\n                    float y = (segment_start-dx)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the cap into square to avoid holes\\n                    dash_caps.x = 4.0;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.y != 1.0) && (dash_caps.y != 5.0) ) {\\n                if( (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0) ) {\\n                    float a = v_angles.y/2.0;\\n                    float x = (dx-segment_stop)*cos(a) - dy*sin(a);\\n                    float y = (dx-segment_stop)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the caps into square to avoid holes\\n                    dash_caps.y = 4.0;\\n                }\\n            }\\n        }\\n\\n        // Line cap at start\\n        if( (dx < line_start) && (dash_start < line_start) && (dash_stop > line_start) ) {\\n            d = cap( int(linecaps.x), dx-line_start, dy, t, v_linewidth);\\n        }\\n        // Line cap at stop\\n        else if( (dx > line_stop) && (dash_stop > line_stop) && (dash_start < line_stop) ) {\\n            d = cap( int(linecaps.y), dx-line_stop, dy, t, v_linewidth);\\n        }\\n        // Dash cap left - dash_type = -1, 0 or 1, but there may be roundoff errors\\n        else if( dash_type < -0.5 ) {\\n            d = cap( int(dash_caps.y), abs(u-dash_center), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash cap right\\n        else if( dash_type > 0.5 ) {\\n            d = cap( int(dash_caps.x), abs(dash_center-u), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash body (plain)\\n        else {// if( dash_type > -0.5 &&  dash_type < 0.5) {\\n            d = abs(dy);\\n        }\\n\\n        // Line join\\n        if( (dx > line_start) && (dx < line_stop)) {\\n            if( (dx <= segment_start) && (dash_start <= segment_start)\\n                && (dash_stop >= segment_start) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.x;\\n                float f = abs( (segment_start - dx)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( (dx > segment_stop) && (dash_start <= segment_stop)\\n                     && (dash_stop >= segment_stop) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.y;\\n                float f = abs((dx - segment_stop)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( dx < (segment_start - v_linewidth/2.)) {\\n                discard;\\n            }\\n            else if( dx > (segment_stop + v_linewidth/2.)) {\\n                discard;\\n            }\\n        }\\n        else if( dx < (segment_start - v_linewidth/2.)) {\\n            discard;\\n        }\\n        else if( dx > (segment_stop + v_linewidth/2.)) {\\n            discard;\\n        }\\n    }\\n\\n    // Distance to border ------------------------------------------------------\\n    d = d - t;\\n    if( d < 0.0 ) {\\n        gl_FragColor = color;\\n    } else {\\n        d /= u_antialias;\\n        gl_FragColor = vec4(color.rgb, exp(-d*d)*color.a);\\n    }\\n}\",e.prototype.init=function(){var t;return t=this.gl,this._scale_aspect=0,this.prog=new i.Program(t),this.prog.set_shaders(this.VERT,this.FRAG),this.index_buffer=new i.IndexBuffer(t),this.vbo_position=new i.VertexBuffer(t),this.vbo_tangents=new i.VertexBuffer(t),this.vbo_segment=new i.VertexBuffer(t),this.vbo_angles=new i.VertexBuffer(t),this.vbo_texcoord=new i.VertexBuffer(t),this.dash_atlas=new a(t)},e.prototype.draw=function(t,e,n){var a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m,x,b,w;if(_=e.glglyph,_.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;_._baked_offset=[n.dx,n.dy],_._set_data(),_.data_changed=!1}if(this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1),m=n.sx,x=n.sy,y=Math.sqrt(m*m+x*x),m/=y,x/=y,Math.abs(this._scale_aspect-x/m)>Math.abs(.001*this._scale_aspect)&&(_._update_scale(m,x),this._scale_aspect=x/m),this.prog.set_attribute(\"a_position\",\"vec2\",_.vbo_position),this.prog.set_attribute(\"a_tangents\",\"vec4\",_.vbo_tangents),this.prog.set_attribute(\"a_segment\",\"vec2\",_.vbo_segment),this.prog.set_attribute(\"a_angles\",\"vec2\",_.vbo_angles),this.prog.set_attribute(\"a_texcoord\",\"vec2\",_.vbo_texcoord),this.prog.set_uniform(\"u_length\",\"float\",[_.cumsum]),this.prog.set_texture(\"u_dash_atlas\",this.dash_atlas.tex),a=_._baked_offset,this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-a[0],n.dy-a[1]]),this.prog.set_uniform(\"u_scale_aspect\",\"vec2\",[m,x]),this.prog.set_uniform(\"u_scale_length\",\"float\",[y]),this.I_triangles=_.I_triangles,this.I_triangles.length<65535)return this.index_buffer.set_size(2*this.I_triangles.length),this.index_buffer.set_data(0,new Uint16Array(this.I_triangles)),this.prog.draw(this.gl.TRIANGLES,this.index_buffer);for(t=this.I_triangles,h=this.I_triangles.length,i=64008,r=[],o=l=0,d=Math.ceil(h/i);0<=d?l<d:l>d;o=0<=d?++l:--l)r.push([]);for(o=u=0,p=t.length;0<=p?u<p:u>p;o=0<=p?++u:--u)w=t[o]%i,s=Math.floor(t[o]/i),r[s].push(w);for(v=[],s=f=0,g=r.length;0<=g?f<g:f>g;s=0<=g?++f:--f)b=new Uint16Array(r[s]),c=s*i*4,0!==b.length&&(this.prog.set_attribute(\"a_position\",\"vec2\",_.vbo_position,0,2*c),this.prog.set_attribute(\"a_tangents\",\"vec4\",_.vbo_tangents,0,4*c),this.prog.set_attribute(\"a_segment\",\"vec2\",_.vbo_segment,0,2*c),this.prog.set_attribute(\"a_angles\",\"vec2\",_.vbo_angles,0,2*c),this.prog.set_attribute(\"a_texcoord\",\"vec2\",_.vbo_texcoord,0,2*c),this.index_buffer.set_size(2*b.length),this.index_buffer.set_data(0,b),v.push(this.prog.draw(this.gl.TRIANGLES,this.index_buffer)));return v},e.prototype._set_data=function(){return this._bake(),this.vbo_position.set_size(4*this.V_position.length),this.vbo_position.set_data(0,this.V_position),this.vbo_tangents.set_size(4*this.V_tangents.length),this.vbo_tangents.set_data(0,this.V_tangents),this.vbo_angles.set_size(4*this.V_angles.length),this.vbo_angles.set_data(0,this.V_angles),this.vbo_texcoord.set_size(4*this.V_texcoord.length),this.vbo_texcoord.set_data(0,this.V_texcoord)},e.prototype._set_visuals=function(){var t,e,n,a,s,r,i;return e=l.color2rgba(this.glyph.visuals.line.line_color.value(),this.glyph.visuals.line.line_alpha.value()),t=this.CAPS[this.glyph.visuals.line.line_cap.value()],r=this.JOINS[this.glyph.visuals.line.line_join.value()],this.prog.set_uniform(\"u_color\",\"vec4\",e),this.prog.set_uniform(\"u_linewidth\",\"float\",[this.glyph.visuals.line.line_width.value()]),this.prog.set_uniform(\"u_antialias\",\"float\",[.9]),this.prog.set_uniform(\"u_linecaps\",\"vec2\",[t,t]),this.prog.set_uniform(\"u_linejoin\",\"float\",[r]),this.prog.set_uniform(\"u_miter_limit\",\"float\",[10]),a=this.glyph.visuals.line.line_dash.value(),n=0,s=1,a.length&&(i=this.dash_atlas.get_atlas_data(a),n=i[0],s=i[1]),this.prog.set_uniform(\"u_dash_index\",\"float\",[n]),this.prog.set_uniform(\"u_dash_phase\",\"float\",[this.glyph.visuals.line.line_dash_offset.value()]),this.prog.set_uniform(\"u_dash_period\",\"float\",[s]),this.prog.set_uniform(\"u_dash_caps\",\"vec2\",[t,t]),this.prog.set_uniform(\"u_closed\",\"float\",[0])},e.prototype._bake=function(){var t,e,n,a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m,x,b,w,P,A,E,z,R,q,T,k,S,O,G,M,I,D,L,j,F,C,V;for(b=this.nvertices,f=new Float64Array(this.glyph._x),d=new Float64Array(this.glyph._y),r=c=new Float32Array(2*b),a=new Float32Array(2*b),o=u=new Float32Array(4*b),_=new Float32Array(2*b),p=m=0,R=b;0<=R?m<R:m>R;p=0<=R?++m:--m)r[2*p+0]=f[p]+this._baked_offset[0],r[2*p+1]=d[p]+this._baked_offset[1];for(this.tangents=n=new Float32Array(2*b-2),p=A=0,q=b-1;0<=q?A<q:A>q;p=0<=q?++A:--A)n[2*p+0]=c[2*(p+1)+0]-c[2*p+0],n[2*p+1]=c[2*(p+1)+1]-c[2*p+1];for(p=E=0,T=b-1;0<=T?E<T:E>T;p=0<=T?++E:--E)o[4*(p+1)+0]=n[2*p+0],o[4*(p+1)+1]=n[2*p+1],o[4*p+2]=n[2*p+0],o[4*p+3]=n[2*p+1];for(o[0]=n[0],o[1]=n[1],o[4*(b-1)+2]=n[2*(b-2)+0],o[4*(b-1)+3]=n[2*(b-2)+1],t=new Float32Array(b),p=z=0,k=b;0<=k?z<k:z>k;p=0<=k?++z:--z)t[p]=Math.atan2(u[4*p+0]*u[4*p+3]-u[4*p+1]*u[4*p+2],u[4*p+0]*u[4*p+2]+u[4*p+1]*u[4*p+3]);for(p=D=0,S=b-1;0<=S?D<S:D>S;p=0<=S?++D:--D)a[2*p+0]=t[p],a[2*p+1]=t[p+1];for(x=4*b-4,this.V_position=i=new Float32Array(2*x),this.V_angles=s=new Float32Array(2*x),this.V_tangents=l=new Float32Array(4*x),this.V_texcoord=h=new Float32Array(2*x),P=2,p=L=0,O=b;0<=O?L<O:L>O;p=0<=O?++L:--L)for(v=j=0;j<4;v=++j){for(y=F=0;F<2;y=++F)i[2*(4*p+v-P)+y]=r[2*p+y],s[2*(4*p+v)+y]=a[2*p+y];for(y=C=0;C<4;y=++C)l[4*(4*p+v-P)+y]=o[4*p+y]}for(p=V=0,G=b;0<=G?V<=G:V>=G;p=0<=G?++V:--V)h[2*(4*p+0)+0]=-1,h[2*(4*p+1)+0]=-1,h[2*(4*p+2)+0]=1,h[2*(4*p+3)+0]=1,h[2*(4*p+0)+1]=-1,h[2*(4*p+1)+1]=1,h[2*(4*p+2)+1]=-1,h[2*(4*p+3)+1]=1;for(w=6*(b-1),this.I_triangles=e=new Uint32Array(w),I=[],p=g=0,M=b;0<=M?g<M:g>M;p=0<=M?++g:--g)e[6*p+0]=0+4*p,e[6*p+1]=1+4*p,e[6*p+2]=3+4*p,e[6*p+3]=2+4*p,e[6*p+4]=0+4*p,I.push(e[6*p+5]=3+4*p);return I},e.prototype._update_scale=function(t,e){var n,a,s,r,i,o,l,_,h,c,u,f,d,p,g,v,y,m;for(u=this.nvertices,c=4*u-4,a=this.tangents,n=new Float32Array(u-1),s=new Float32Array(2*u),this.V_segment=r=new Float32Array(2*c),o=h=0,g=u-1;0<=g?h<g:h>g;o=0<=g?++h:--h)n[o]=Math.sqrt(Math.pow(a[2*o+0]*t,2)+Math.pow(a[2*o+1]*e,2));for(i=0,o=f=0,v=u-1;0<=v?f<v:f>v;o=0<=v?++f:--f)i+=n[o],s[2*(o+1)+0]=i,s[2*o+1]=i;for(o=d=0,y=u;0<=y?d<y:d>y;o=0<=y?++d:--d)for(l=p=0;p<4;l=++p)for(_=m=0;m<2;_=++m)r[2*(4*o+l)+_]=s[2*o+_];return this.cumsum=i,this.vbo_segment.set_size(4*this.V_segment.length),this.vbo_segment.set_data(0,this.V_segment)},e}(o.BaseGLGlyph)},424:function(t,e,n){\"use strict\";Object.defineProperty(n,\"__esModule\",{value:!0}),t(422)},425:function(t,e,n){\"use strict\";Object.defineProperty(n,\"__esModule\",{value:!0});var a,s=function(t,e){function n(){this.constructor=t}for(var a in e)r.call(e,a)&&(t[a]=e[a]);return n.prototype=e.prototype,t.prototype=new n,t.__super__=e.prototype,t},r={}.hasOwnProperty,i=t(421),o=t(420),l=t(13);a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.VERT=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\n//\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size;\\nuniform vec2 u_offset;\\nuniform vec2 u_scale;\\nuniform float u_antialias;\\n//\\nattribute float a_x;\\nattribute float a_y;\\nattribute float a_size;\\nattribute float a_angle;  // in radians\\nattribute float a_linewidth;\\nattribute vec4  a_fg_color;\\nattribute vec4  a_bg_color;\\n//\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying vec2  v_rotation;\\n\\nvoid main (void)\\n{\\n    v_size = a_size * u_pixel_ratio;\\n    v_linewidth = a_linewidth * u_pixel_ratio;\\n    v_fg_color = a_fg_color;\\n    v_bg_color = a_bg_color;\\n    v_rotation = vec2(cos(-a_angle), sin(-a_angle));\\n    // Calculate position - the -0.5 is to correct for canvas origin\\n    vec2 pos = (vec2(a_x, a_y) + u_offset) * u_scale; // in pixels\\n    pos += 0.5;  // make up for Bokeh's offset\\n    pos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(pos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;\\n    gl_PointSize = SQRT_2 * v_size + 2.0 * (v_linewidth + 1.5*u_antialias);\\n}\",e.prototype.FRAG=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\nconst float PI = 3.14159265358979323846264;\\n//\\nuniform float u_antialias;\\n//\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec2  v_rotation;\\n\\nMARKERCODE\\n\\nvec4 outline(float distance, float linewidth, float antialias, vec4 fg_color, vec4 bg_color)\\n{\\n    vec4 frag_color;\\n    float t = linewidth/2.0 - antialias;\\n    float signed_distance = distance;\\n    float border_distance = abs(signed_distance) - t;\\n    float alpha = border_distance/antialias;\\n    alpha = exp(-alpha*alpha);\\n\\n    // If fg alpha is zero, it probably means no outline. To avoid a dark outline\\n    // shining through due to aa, we set the fg color to the bg color. Avoid if (i.e. branching).\\n    float select = float(bool(fg_color.a));\\n    fg_color.rgb = select * fg_color.rgb + (1.0  - select) * bg_color.rgb;\\n    // Similarly, if we want a transparent bg\\n    select = float(bool(bg_color.a));\\n    bg_color.rgb = select * bg_color.rgb + (1.0  - select) * fg_color.rgb;\\n\\n    if( border_distance < 0.0)\\n        frag_color = fg_color;\\n    else if( signed_distance < 0.0 ) {\\n        frag_color = mix(bg_color, fg_color, sqrt(alpha));\\n    } else {\\n        if( abs(signed_distance) < (linewidth/2.0 + antialias) ) {\\n            frag_color = vec4(fg_color.rgb, fg_color.a * alpha);\\n        } else {\\n            discard;\\n        }\\n    }\\n    return frag_color;\\n}\\n\\nvoid main()\\n{\\n    vec2 P = gl_PointCoord.xy - vec2(0.5, 0.5);\\n    P = vec2(v_rotation.x*P.x - v_rotation.y*P.y,\\n             v_rotation.y*P.x + v_rotation.x*P.y);\\n    float point_size = SQRT_2*v_size  + 2.0 * (v_linewidth + 1.5*u_antialias);\\n    float distance = marker(P*point_size, v_size);\\n    gl_FragColor = outline(distance, v_linewidth, u_antialias, v_fg_color, v_bg_color);\\n    //gl_FragColor.rgb *= gl_FragColor.a;  // pre-multiply alpha\\n}\",e.prototype.MARKERCODE=\"<defined in subclasses>\",e.prototype.init=function(){\n      var t,e;return e=this.gl,t=this.FRAG.replace(/MARKERCODE/,this.MARKERCODE),this.last_trans={},this.prog=new i.Program(e),this.prog.set_shaders(this.VERT,t),this.vbo_x=new i.VertexBuffer(e),this.prog.set_attribute(\"a_x\",\"float\",this.vbo_x),this.vbo_y=new i.VertexBuffer(e),this.prog.set_attribute(\"a_y\",\"float\",this.vbo_y),this.vbo_s=new i.VertexBuffer(e),this.prog.set_attribute(\"a_size\",\"float\",this.vbo_s),this.vbo_a=new i.VertexBuffer(e),this.prog.set_attribute(\"a_angle\",\"float\",this.vbo_a),this.vbo_linewidth=new i.VertexBuffer(e),this.vbo_fg_color=new i.VertexBuffer(e),this.vbo_bg_color=new i.VertexBuffer(e),this.index_buffer=new i.IndexBuffer(e)},e.prototype.draw=function(t,e,n){var a,s,r,i,o,_,h,c,u,f,d,p,g,v,y,m,x,b,w;if(u=e.glglyph,f=u.nvertices,u.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;u._baked_offset=[n.dx,n.dy],u._set_data(f),u.data_changed=!1}else null==this.glyph._radius||n.sx===this.last_trans.sx&&n.sy===this.last_trans.sy||(this.last_trans=n,this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,a;for(n=this.glyph.sradius,a=[],t=0,e=n.length;t<e;t++)m=n[t],a.push(2*m);return a}.call(this))));if(this.visuals_changed&&(this._set_visuals(f),this.visuals_changed=!1),a=u._baked_offset,this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-a[0],n.dy-a[1]]),this.prog.set_uniform(\"u_scale\",\"vec2\",[n.sx,n.sy]),this.prog.set_attribute(\"a_x\",\"float\",u.vbo_x),this.prog.set_attribute(\"a_y\",\"float\",u.vbo_y),this.prog.set_attribute(\"a_size\",\"float\",u.vbo_s),this.prog.set_attribute(\"a_angle\",\"float\",u.vbo_a),0!==t.length){if(t.length===f)return this.prog.draw(this.gl.POINTS,[0,f]);if(f<65535)return b=window.navigator.userAgent,b.indexOf(\"MSIE \")+b.indexOf(\"Trident/\")+b.indexOf(\"Edge/\")>0&&l.logger.warn(\"WebGL warning: IE is known to produce 1px sprites whith selections.\"),this.index_buffer.set_size(2*t.length),this.index_buffer.set_data(0,new Uint16Array(t)),this.prog.draw(this.gl.POINTS,this.index_buffer);for(i=64e3,r=[],o=_=0,p=Math.ceil(f/i);0<=p?_<p:_>p;o=0<=p?++_:--_)r.push([]);for(o=h=0,g=t.length;0<=g?h<g:h>g;o=0<=g?++h:--h)w=t[o]%i,s=Math.floor(t[o]/i),r[s].push(w);for(y=[],s=c=0,v=r.length;0<=v?c<v:c>v;s=0<=v?++c:--c)x=new Uint16Array(r[s]),d=s*i*4,0!==x.length&&(this.prog.set_attribute(\"a_x\",\"float\",u.vbo_x,0,d),this.prog.set_attribute(\"a_y\",\"float\",u.vbo_y,0,d),this.prog.set_attribute(\"a_size\",\"float\",u.vbo_s,0,d),this.prog.set_attribute(\"a_angle\",\"float\",u.vbo_a,0,d),this.vbo_linewidth.used&&this.prog.set_attribute(\"a_linewidth\",\"float\",this.vbo_linewidth,0,d),this.vbo_fg_color.used&&this.prog.set_attribute(\"a_fg_color\",\"vec4\",this.vbo_fg_color,0,4*d),this.vbo_bg_color.used&&this.prog.set_attribute(\"a_bg_color\",\"vec4\",this.vbo_bg_color,0,4*d),this.index_buffer.set_size(2*x.length),this.index_buffer.set_data(0,x),y.push(this.prog.draw(this.gl.POINTS,this.index_buffer)));return y}},e.prototype._set_data=function(t){var e,n,a,s,r,i,o;for(a=4*t,this.vbo_x.set_size(a),this.vbo_y.set_size(a),this.vbo_a.set_size(a),this.vbo_s.set_size(a),i=new Float64Array(this.glyph._x),o=new Float64Array(this.glyph._y),e=n=0,s=t;0<=s?n<s:n>s;e=0<=s?++n:--n)i[e]+=this._baked_offset[0],o[e]+=this._baked_offset[1];return this.vbo_x.set_data(0,new Float32Array(i)),this.vbo_y.set_data(0,new Float32Array(o)),null!=this.glyph._angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph._angle)),null!=this.glyph._radius?this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,a;for(n=this.glyph.sradius,a=[],t=0,e=n.length;t<e;t++)r=n[t],a.push(2*r);return a}.call(this))):this.vbo_s.set_data(0,new Float32Array(this.glyph._size))},e.prototype._set_visuals=function(t){return o.attach_float(this.prog,this.vbo_linewidth,\"a_linewidth\",t,this.glyph.visuals.line,\"line_width\"),o.attach_color(this.prog,this.vbo_fg_color,\"a_fg_color\",t,this.glyph.visuals.line,\"line\"),o.attach_color(this.prog,this.vbo_bg_color,\"a_bg_color\",t,this.glyph.visuals.fill,\"fill\"),this.prog.set_uniform(\"u_antialias\",\"float\",[.8])},e}(o.BaseGLGlyph),n.CircleGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"circle\",e.prototype.MARKERCODE=\"// --- disc\\nfloat marker(vec2 P, float size)\\n{\\n    return length(P) - size/2.0;\\n}\",e}(a),n.SquareGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"square\",e.prototype.MARKERCODE=\"// --- square\\nfloat marker(vec2 P, float size)\\n{\\n    return max(abs(P.x), abs(P.y)) - size/2.0;\\n}\",e}(a),n.AnnulusGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"annulus\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    float r1 = length(P) - size/2.0;\\n    float r2 = length(P) - size/4.0;  // half width\\n    return max(r1, -r2);\\n}\",e}(a),n.DiamondGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"diamond\",e.prototype.MARKERCODE=\"// --- diamond\\nfloat marker(vec2 P, float size)\\n{\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    return r1 / SQRT_2;\\n}\",e}(a),n.TriangleGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"triangle\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    P.y -= size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = P.y;\\n    return max(r1 / SQRT_2, r2);  // Instersect diamond with rectangle\\n}\",e}(a),n.InvertedTriangleGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"invertedtriangle\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    P.y += size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = - P.y;\\n    return max(r1 / SQRT_2, r2);  // Instersect diamond with rectangle\\n}\",e}(a),n.CrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"cross\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    float square = max(abs(P.x), abs(P.y)) - size / 2.5;  // 2.5 is a tweak\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(square, cross);\\n}',e}(a),n.CircleCrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"circlecross\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.SquareCrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"squarecross\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.DiamondCrossGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"diamondcross\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float diamond = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    diamond /= SQRT_2;\\n    float c1 = max(diamond, s1);\\n    float c2 = max(diamond, s2);\\n    float c3 = max(diamond, s3);\\n    float c4 = max(diamond, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.XGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"x\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    float circle = length(P) - size / 1.6;\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(circle, X);\\n}',e}(a),n.CircleXGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"circlex\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    float almost = min(min(min(c1, c2), c3), c4);\\n    // In this case, the X is also outside of the main shape\\n    float Xmask = length(P) - size / 1.6;  // a circle\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return min(max(X, Xmask), almost);\\n}',e}(a),n.SquareXGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"squarex\",e.prototype.MARKERCODE=\"float marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\",e}(a),n.AsteriskGLGlyph=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.GLYPH=\"asterisk\",e.prototype.MARKERCODE='float marker(vec2 P, float size)\\n{\\n    // Masks\\n    float diamond = max(abs(SQRT_2 / 2.0 * (P.x - P.y)), abs(SQRT_2 / 2.0 * (P.x + P.y))) - size / (2.0 * SQRT_2);\\n    float square = max(abs(P.x), abs(P.y)) - size / (2.0 * SQRT_2);\\n    // Shapes\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    // Result is union of masked shapes\\n    return min(max(X, diamond), max(cross, square));\\n}',e}(a)}},{\"models/glyphs/webgl/base\":420,\"models/glyphs/webgl/gloo2\":421,\"models/glyphs/webgl/index\":422,\"models/glyphs/webgl/line\":423,\"models/glyphs/webgl/main\":424,\"models/glyphs/webgl/markers\":425},424)});/*!\n      Copyright (c) 2012, Anaconda, Inc.\n      All rights reserved.\n      \n      Redistribution and use in source and binary forms, with or without modification,\n      are permitted provided that the following conditions are met:\n      \n      Redistributions of source code must retain the above copyright notice,\n      this list of conditions and the following disclaimer.\n      \n      Redistributions in binary form must reproduce the above copyright notice,\n      this list of conditions and the following disclaimer in the documentation\n      and/or other materials provided with the distribution.\n      \n      Neither the name of Anaconda nor the names of any contributors\n      may be used to endorse or promote products derived from this software\n      without specific prior written permission.\n      \n      THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n      AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n      IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n      ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n      LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n      CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n      SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n      INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n      CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n      ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n      THE POSSIBILITY OF SUCH DAMAGE.\n      */\n      \n      //# sourceMappingURL=bokeh-gl.min.js.map\n      \n      /* END bokeh-gl.min.js */\n    },\n    \n    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\n    \n    function(Bokeh) {\n      \n    },\n    function(Bokeh) {\n      console.log(\"Bokeh: injecting raw CSS\");\n      Bokeh.embed.inject_raw_css(\"/* BEGIN bokeh.min.css */\\n.bk-root{font-family:\\\"Helvetica 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.slick-header-button{display:inline-block;float:right;vertical-align:top;margin:1px;margin-bottom:100px;height:15px;width:15px;background-repeat:no-repeat;background-position:center center;cursor:pointer}.bk-root .slick-header-button-hidden{width:0;-webkit-transition:.2s width;-ms-transition:.2s width;transition:.2s width}.bk-root .slick-header-column:hover>.slick-header-button{width:15px}.bk-root .slick-header-menubutton{position:absolute;right:0;top:0;bottom:0;width:14px;background-repeat:no-repeat;background-position:left center;background-image:url(../images/down.gif);cursor:pointer;display:none;border-left:thin ridge silver}.bk-root .slick-header-column:hover>.slick-header-menubutton,.bk-root .slick-header-column-active .slick-header-menubutton{display:inline-block}.bk-root .slick-header-menu{position:absolute;display:inline-block;margin:0;padding:2px;cursor:default}.bk-root .slick-header-menuitem{list-style:none;margin:0;padding:0;cursor:pointer}.bk-root .slick-header-menuicon{display:inline-block;width:16px;height:16px;vertical-align:middle;margin-right:4px;background-repeat:no-repeat;background-position:center center}.bk-root .slick-header-menucontent{display:inline-block;vertical-align:middle}.bk-root .slick-header-menuitem-disabled{color:silver}.bk-root .slick-columnpicker{border:1px solid #718bb7;background:#f0f0f0;padding:6px;-moz-box-shadow:2px 2px 2px silver;-webkit-box-shadow:2px 2px 2px silver;box-shadow:2px 2px 2px silver;min-width:100px;cursor:default}.bk-root .slick-columnpicker li{list-style:none;margin:0;padding:0;background:0}.bk-root .slick-columnpicker input{margin:4px}.bk-root .slick-columnpicker li a{display:block;padding:4px;font-weight:bold}.bk-root .slick-columnpicker li a:hover{background:white}.bk-root .slick-pager{width:100%;height:26px;border:1px solid gray;border-top:0;background:url('../images/header-columns-bg.gif') repeat-x center bottom;vertical-align:middle}.bk-root .slick-pager .slick-pager-status{display:inline-block;padding:6px}.bk-root .slick-pager .ui-icon-container{display:inline-block;margin:2px;border-color:gray}.bk-root .slick-pager .slick-pager-nav{display:inline-block;float:left;padding:2px}.bk-root .slick-pager .slick-pager-settings{display:block;float:right;padding:2px}.bk-root .slick-pager .slick-pager-settings *{vertical-align:middle}.bk-root .slick-pager .slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-root .slick-header-columns{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .slick-header-column{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .slick-header-column:hover,.bk-root .slick-header-column-active{background-image:url(\\\"data:image/gif;base64,R0lGODlhAgAWAIcAAKrM9tno++vz/QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAAAAP8ALAAAAAACABYAAAgUAAUIHEiwoIAACBMqXMhwIQAAAQEAOw==\\\")}.bk-root .slick-group-toggle.expanded{background-image:url(\\\"data:image/gif;base64,R0lGODlhCQAJAPcAAAFGeoCAgNXz/+v5/+v6/+z5/+36//L7//X8//j9/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwAAAAACQAJAAAIMwADCBxIUIDBgwIEChgwwECBAgQUFjBAkaJCABgxGlB4AGHCAAIQiBypEEECkScJqgwQEAA7\\\")}.bk-root .slick-group-toggle.collapsed{background-image:url(\\\"data:image/gif;base64,R0lGODlhCQAJAPcAAAFGeoCAgNXz/+v5/+v6/+z5/+36//L7//X8//j9/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwAAAAACQAJAAAIOAADCBxIUIDBgwIEChgwAECBAgQUFjAAQIABAwoBaNSIMYCAAwIqGlSIAEHFkiQTIBCgkqDLAAEBADs=\\\")}.bk-root .slick-group-select-checkbox.checked{background-image:url(\\\"data:image/png;base64,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\\\")}.bk-root .slick-group-select-checkbox.unchecked{background-image:url(\\\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAOCAIAAACQKrqGAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwQAADsEBuJFr7QAAABl0RVh0U29mdHdhcmUAcGFpbnQubmV0IDQuMC4xNkRpr/UAAACXSURBVChT1dIxC4MwEAXg/v8/VOhQVDBNakV0KA6pxS4JhWRSIYPEJxwdDi1de7wleR+3JIf486w0hKCKRpSvvOhZcCmvNQBRuKqdah03U7UjNNH81rOaBYDo8SQaPX8JANFEaLaGBeAPaaY61rGksiN6TmR5H1j9CSoAosYYHLA7vTxYMvVEZa0liif23r93xjm3/oEYF8PiDn/I2FHCAAAAAElFTkSuQmCC\\\")}.bk-root .slick-sort-indicator-desc{background-image:url(\\\"data:image/gif;base64,R0lGODlhDQAFAIcAAGGQzUD/QOPu+wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAMAAAEALAAAAAANAAUAAAgeAAUAGEgQgIAACBEKLHgwYcKFBh1KFNhQosOKEgMCADs=\\\")}.bk-root .slick-sort-indicator-asc{background-image:url(\\\"data:image/gif;base64,R0lGODlhDQAFAIcAAGGQzUD/QOPu+wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAMAAAEALAAAAAANAAUAAAgbAAMIDABgoEGDABIeRJhQ4cKGEA8KmEiRosGAADs=\\\")}.bk-root .slick-header-menubutton{background-image:url(\\\"data:image/gif;base64,R0lGODlhDgAOAIABADtKYwAAACH5BAEAAAEALAAAAAAOAA4AAAISjI+py+0PHZgUsGobhTn6DxoFADs=\\\")}.bk-root .slick-pager{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .bk-data-table{font-size:11px}.bk-root .bk-data-table input[type=\\\"checkbox\\\"]{margin-left:4px;margin-right:4px}.bk-root .bk-data-table *{-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box}.bk-root .bk-data-table *:before,.bk-root .bk-data-table *:after{-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box}.bk-root .bk-cell-special-defaults{border-right-color:silver;border-right-style:solid;background:#f5f5f5}.bk-root .bk-cell-select{border-right-color:silver;border-right-style:solid;background:#f5f5f5}.bk-root .bk-cell-index{border-right-color:silver;border-right-style:solid;background:#f5f5f5;text-align:right;color:gray}.bk-root .slick-row.selected .bk-cell-index{background-color:transparent}.bk-root .slick-cell{padding-left:4px;padding-right:4px}.bk-root .slick-cell.active{border-style:dashed}.bk-root .slick-cell.editable{padding-left:0;padding-right:0}.bk-root .bk-cell-editor input,.bk-root .bk-cell-editor select{width:100%;height:100%;border:0;margin:0;padding:0;outline:0;background:transparent;vertical-align:baseline}.bk-root .bk-cell-editor input{padding-left:4px;padding-right:4px}.bk-root .bk-cell-editor-completion{font-size:11px}//# sourceMappingURL=bokeh-tables.min.css.map\\n\\n/* END bokeh-tables.min.css */\");\n    }\n  ];\n\n  function run_inline_js() {\n    \n    if ((root.Bokeh !== undefined) || (force === true)) {\n      for (var i = 0; i < inline_js.length; i++) {\n        inline_js[i].call(root, root.Bokeh);\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      var cell = $(document.getElementById(null)).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(js_urls, function() {\n      console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "\n",
       "<script src=\"https://code.jquery.com/ui/1.10.4/jquery-ui.min.js\" type=\"text/javascript\"></script>\n",
       "<script type=\"text/javascript\">function HoloViewsWidget(){\n",
       "}\n",
       "\n",
       "HoloViewsWidget.comms = {};\n",
       "HoloViewsWidget.comm_state = {};\n",
       "\n",
       "HoloViewsWidget.prototype.init_slider = function(init_val){\n",
       "\tif(this.load_json) {\n",
       "\t\tthis.from_json()\n",
       "\t} else {\n",
       "\t\tthis.update_cache();\n",
       "\t}\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.populate_cache = function(idx){\n",
       "    this.cache[idx].html(this.frames[idx]);\n",
       "    if (this.embed) {\n",
       "        delete this.frames[idx];\n",
       "    }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.process_error = function(msg){\n",
       "\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.from_json = function() {\n",
       "\tvar data_url = this.json_path + this.id + '.json';\n",
       "\t$.getJSON(data_url, $.proxy(function(json_data) {\n",
       "\t\tthis.frames = json_data;\n",
       "\t\tthis.update_cache();\n",
       "\t\tthis.update(0);\n",
       "\t}, this));\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.dynamic_update = function(current){\n",
       "\tif (current === undefined) {\n",
       "\t\treturn\n",
       "\t}\n",
       "\tif(this.dynamic) {\n",
       "\t\tcurrent = JSON.stringify(current);\n",
       "\t}\n",
       "\tfunction callback(initialized, msg){\n",
       "\t\t/* This callback receives data from Python as a string\n",
       "\t\t   in order to parse it correctly quotes are sliced off*/\n",
       "\t\tif (msg.content.ename != undefined) {\n",
       "\t\t\tthis.process_error(msg);\n",
       "\t\t}\n",
       "\t\tif (msg.msg_type != \"execute_result\") {\n",
       "\t\t\tconsole.log(\"Warning: HoloViews callback returned unexpected data for key: (\", current, \") with the following content:\", msg.content)\n",
       "\t\t\tthis.time = undefined;\n",
       "\t\t\tthis.wait = false;\n",
       "\t\t\treturn\n",
       "\t\t}\n",
       "\t\tthis.timed = (Date.now() - this.time) * 1.1;\n",
       "\t\tif (msg.msg_type == \"execute_result\") {\n",
       "\t\t\tif (msg.content.data['text/plain'].includes('Complete')) {\n",
       "\t\t\t\tthis.wait = false;\n",
       "\t\t\t\tif (this.queue.length > 0) {\n",
       "\t\t\t\t\tthis.time = Date.now();\n",
       "\t\t\t\t\tthis.dynamic_update(this.queue[this.queue.length-1]);\n",
       "\t\t\t\t\tthis.queue = [];\n",
       "\t\t\t\t}\n",
       "\t\t\t\treturn\n",
       "\t\t\t}\n",
       "\t\t}\n",
       "\t}\n",
       "\tthis.current = current;\n",
       "\tif ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null)) {\n",
       "\t\tvar kernel = Jupyter.notebook.kernel;\n",
       "\t\tcallbacks = {iopub: {output: $.proxy(callback, this, this.initialized)}};\n",
       "\t\tvar cmd = \"holoviews.plotting.widgets.NdWidget.widgets['\" + this.id + \"'].update(\" + current + \")\";\n",
       "\t\tkernel.execute(\"import holoviews;\" + cmd, callbacks, {silent : false});\n",
       "\t}\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.update_cache = function(force){\n",
       "    var frame_len = Object.keys(this.frames).length;\n",
       "    for (var i=0; i<frame_len; i++) {\n",
       "        if(!this.load_json || this.dynamic)  {\n",
       "            frame = Object.keys(this.frames)[i];\n",
       "        } else {\n",
       "            frame = i;\n",
       "        }\n",
       "        if(!(frame in this.cache) || force) {\n",
       "\t\t\tif ((frame in this.cache) && force) { this.cache[frame].remove() }\n",
       "\t\t\tthis.cache[frame] = $('<div />').appendTo(\"#\"+\"_anim_img\"+this.id).hide();\n",
       "\t\t\tvar cache_id = \"_anim_img\"+this.id+\"_\"+frame;\n",
       "\t\t\tthis.cache[frame].attr(\"id\", cache_id);\n",
       "\t\t\tthis.populate_cache(frame);\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.update = function(current){\n",
       "    if(current in this.cache) {\n",
       "        $.each(this.cache, function(index, value) {\n",
       "            value.hide();\n",
       "        });\n",
       "        this.cache[current].show();\n",
       "\t\tthis.wait = false;\n",
       "    }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.init_comms = function() {\n",
       "\tif ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel !== undefined)) {\n",
       "\t\tvar widget = this;\n",
       "\t\tcomm_manager = Jupyter.notebook.kernel.comm_manager;\n",
       "        comm_manager.register_target(this.id, function (comm) {\n",
       "\t\t\tcomm.on_msg(function (msg) { widget.process_msg(msg) });\n",
       "\t\t});\n",
       "\t}\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.process_msg = function(msg) {\n",
       "}\n",
       "\n",
       "function SelectionWidget(frames, id, slider_ids, keyMap, dim_vals, notFound, load_json, mode, cached, json_path, dynamic){\n",
       "    this.frames = frames;\n",
       "    this.id = id;\n",
       "    this.slider_ids = slider_ids;\n",
       "    this.keyMap = keyMap\n",
       "    this.current_frame = 0;\n",
       "    this.current_vals = dim_vals;\n",
       "    this.load_json = load_json;\n",
       "    this.mode = mode;\n",
       "    this.notFound = notFound;\n",
       "    this.cached = cached;\n",
       "    this.dynamic = dynamic;\n",
       "    this.cache = {};\n",
       "\tthis.json_path = json_path;\n",
       "    this.init_slider(this.current_vals[0]);\n",
       "\tthis.queue = [];\n",
       "\tthis.wait = false;\n",
       "\tif (!this.cached || this.dynamic) {\n",
       "\t\tthis.init_comms()\n",
       "\t}\n",
       "}\n",
       "\n",
       "SelectionWidget.prototype = new HoloViewsWidget;\n",
       "\n",
       "\n",
       "SelectionWidget.prototype.get_key = function(current_vals) {\n",
       "\tvar key = \"(\";\n",
       "    for (var i=0; i<this.slider_ids.length; i++)\n",
       "    {\n",
       "        val = this.current_vals[i];\n",
       "        if (!(typeof val === 'string')) {\n",
       "            if (val % 1 === 0) { val = val.toFixed(1); }\n",
       "            else { val = val.toFixed(10); val = val.slice(0, val.length-1);}\n",
       "        }\n",
       "        key += \"'\" + val + \"'\";\n",
       "        if(i != this.slider_ids.length-1) { key += ', ';}\n",
       "        else if(this.slider_ids.length == 1) { key += ',';}\n",
       "    }\n",
       "    key += \")\";\n",
       "\treturn this.keyMap[key];\n",
       "}\n",
       "\n",
       "SelectionWidget.prototype.set_frame = function(dim_val, dim_idx){\n",
       "\tthis.current_vals[dim_idx] = dim_val;\n",
       "    var current = this.get_key(this.current_vals);\n",
       "    if(current === undefined && !this.dynamic) {\n",
       "        return\n",
       "    }\n",
       "\tif (this.dynamic || !this.cached) {\n",
       "\t\tif (this.time === undefined) {\n",
       "\t\t\t// Do nothing the first time\n",
       "\t\t} else if ((this.timed === undefined) || ((this.time + this.timed) > Date.now())) {\n",
       "\t\t\tvar key = this.current_vals;\n",
       "\t\t\tif (!this.dynamic) {\n",
       "\t\t\t\tkey = this.get_key(key);\n",
       "\t\t\t}\n",
       "\t\t\tthis.queue.push(key);\n",
       "\t\t\treturn\n",
       "\t\t}\n",
       "\t}\n",
       "\tthis.queue = [];\n",
       "\tthis.time = Date.now();\n",
       "\tthis.current_frame = current;\n",
       "    if(this.dynamic) {\n",
       "        this.dynamic_update(this.current_vals)\n",
       "    } else if(this.cached) {\n",
       "        this.update(current)\n",
       "    } else {\n",
       "        this.dynamic_update(current)\n",
       "    }\n",
       "}\n",
       "\n",
       "\n",
       "/* Define the ScrubberWidget class */\n",
       "function ScrubberWidget(frames, num_frames, id, interval, load_json, mode, cached, json_path, dynamic){\n",
       "    this.slider_id = \"_anim_slider\" + id;\n",
       "    this.loop_select_id = \"_anim_loop_select\" + id;\n",
       "    this.id = id;\n",
       "    this.interval = interval;\n",
       "    this.current_frame = 0;\n",
       "    this.direction = 0;\n",
       "    this.dynamic = dynamic;\n",
       "    this.timer = null;\n",
       "    this.load_json = load_json;\n",
       "    this.mode = mode;\n",
       "    this.cached = cached;\n",
       "    this.frames = frames;\n",
       "    this.cache = {};\n",
       "    this.length = num_frames;\n",
       "\tthis.json_path = json_path;\n",
       "    document.getElementById(this.slider_id).max = this.length - 1;\n",
       "    this.init_slider(0);\n",
       "\tthis.wait = false;\n",
       "\tthis.queue = [];\n",
       "\tif (!this.cached || this.dynamic) {\n",
       "\t\tthis.init_comms()\n",
       "\t}\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype = new HoloViewsWidget;\n",
       "\n",
       "ScrubberWidget.prototype.set_frame = function(frame){\n",
       "\tthis.current_frame = frame;\n",
       "\twidget = document.getElementById(this.slider_id);\n",
       "    if (widget === null) {\n",
       "        this.pause_animation();\n",
       "        return\n",
       "    }\n",
       "    widget.value = this.current_frame;\n",
       "    if(this.cached) {\n",
       "        this.update(frame)\n",
       "    } else {\n",
       "        this.dynamic_update(frame)\n",
       "    }\n",
       "}\n",
       "\n",
       "\n",
       "ScrubberWidget.prototype.process_error = function(msg){\n",
       "\tif (msg.content.ename === 'StopIteration') {\n",
       "\t\tthis.pause_animation();\n",
       "\t\tthis.stopped = true;\n",
       "\t\tvar keys = Object.keys(this.frames)\n",
       "\t\tthis.length = keys.length;\n",
       "\t\tdocument.getElementById(this.slider_id).max = this.length-1;\n",
       "\t\tdocument.getElementById(this.slider_id).value = this.length-1;\n",
       "\t\tthis.current_frame = this.length-1;\n",
       "\t}\n",
       "}\n",
       "\n",
       "\n",
       "ScrubberWidget.prototype.get_loop_state = function(){\n",
       "    var button_group = document[this.loop_select_id].state;\n",
       "    for (var i = 0; i < button_group.length; i++) {\n",
       "        var button = button_group[i];\n",
       "        if (button.checked) {\n",
       "            return button.value;\n",
       "        }\n",
       "    }\n",
       "    return undefined;\n",
       "}\n",
       "\n",
       "\n",
       "ScrubberWidget.prototype.next_frame = function() {\n",
       "\tthis.set_frame(Math.min(this.length - 1, this.current_frame + 1));\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.previous_frame = function() {\n",
       "    this.set_frame(Math.max(0, this.current_frame - 1));\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.first_frame = function() {\n",
       "    this.set_frame(0);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.last_frame = function() {\n",
       "    this.set_frame(this.length - 1);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.slower = function() {\n",
       "    this.interval /= 0.7;\n",
       "    if(this.direction > 0){this.play_animation();}\n",
       "    else if(this.direction < 0){this.reverse_animation();}\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.faster = function() {\n",
       "    this.interval *= 0.7;\n",
       "    if(this.direction > 0){this.play_animation();}\n",
       "    else if(this.direction < 0){this.reverse_animation();}\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.anim_step_forward = function() {\n",
       "    if(this.current_frame < this.length - 1){\n",
       "        this.next_frame();\n",
       "    }else{\n",
       "        var loop_state = this.get_loop_state();\n",
       "        if(loop_state == \"loop\"){\n",
       "            this.first_frame();\n",
       "        }else if(loop_state == \"reflect\"){\n",
       "            this.last_frame();\n",
       "            this.reverse_animation();\n",
       "        }else{\n",
       "            this.pause_animation();\n",
       "            this.last_frame();\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.anim_step_reverse = function() {\n",
       "    if(this.current_frame > 0){\n",
       "        this.previous_frame();\n",
       "    } else {\n",
       "        var loop_state = this.get_loop_state();\n",
       "        if(loop_state == \"loop\"){\n",
       "            this.last_frame();\n",
       "        }else if(loop_state == \"reflect\"){\n",
       "            this.first_frame();\n",
       "            this.play_animation();\n",
       "        }else{\n",
       "            this.pause_animation();\n",
       "            this.first_frame();\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.pause_animation = function() {\n",
       "    this.direction = 0;\n",
       "    if (this.timer){\n",
       "        clearInterval(this.timer);\n",
       "        this.timer = null;\n",
       "    }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.play_animation = function() {\n",
       "    this.pause_animation();\n",
       "    this.direction = 1;\n",
       "    var t = this;\n",
       "    if (!this.timer) this.timer = setInterval(function(){t.anim_step_forward();}, this.interval);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.reverse_animation = function() {\n",
       "    this.pause_animation();\n",
       "    this.direction = -1;\n",
       "    var t = this;\n",
       "    if (!this.timer) this.timer = setInterval(function(){t.anim_step_reverse();}, this.interval);\n",
       "}\n",
       "\n",
       "function extend(destination, source) {\n",
       "    for (var k in source) {\n",
       "        if (source.hasOwnProperty(k)) {\n",
       "            destination[k] = source[k];\n",
       "        }\n",
       "    }\n",
       "    return destination;\n",
       "}\n",
       "\n",
       "function update_widget(widget, values) {\n",
       "\tif (widget.hasClass(\"ui-slider\")) {\n",
       "\t\twidget.slider('option',\n",
       "\t\t\t\t\t  {'min': 0, 'max': values.length-1,\n",
       "\t\t\t\t\t   'dim_vals': values, 'value': 0,\n",
       "\t\t\t\t\t   'dim_labels': values})\n",
       "\t\twidget.slider('option', 'slide').call(widget, event, {'value': 0})\n",
       "\t} else {\n",
       "\t\twidget.empty();\n",
       "\t\tfor (var i=0; i<values.length; i++){\n",
       "\t\t\twidget.append($(\"<option>\", {\n",
       "\t\t\t\tvalue: i,\n",
       "\t\t\t\ttext: values[i]\n",
       "\t\t\t}))};\n",
       "\t\twidget.data('values', values);\n",
       "\t\twidget.data('value', 0);\n",
       "\t\twidget.trigger(\"change\");\n",
       "\t};\n",
       "}\n",
       "\n",
       "// Define MPL specific subclasses\n",
       "function MPLSelectionWidget() {\n",
       "    SelectionWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "function MPLScrubberWidget() {\n",
       "    ScrubberWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "// Let them inherit from the baseclasses\n",
       "MPLSelectionWidget.prototype = Object.create(SelectionWidget.prototype);\n",
       "MPLScrubberWidget.prototype = Object.create(ScrubberWidget.prototype);\n",
       "\n",
       "// Define methods to override on widgets\n",
       "var MPLMethods = {\n",
       "    init_slider : function(init_val){\n",
       "        if(this.load_json) {\n",
       "            this.from_json()\n",
       "        } else {\n",
       "            this.update_cache();\n",
       "        }\n",
       "        this.update(0);\n",
       "        if(this.mode == 'nbagg') {\n",
       "            this.set_frame(init_val, 0);\n",
       "        }\n",
       "    },\n",
       "    populate_cache : function(idx){\n",
       "        var cache_id = \"_anim_img\"+this.id+\"_\"+idx;\n",
       "        this.cache[idx].html(this.frames[idx]);\n",
       "        if (this.embed) {\n",
       "            delete this.frames[idx];\n",
       "        }\n",
       "    },\n",
       "    process_msg : function(msg) {\n",
       "        if (!(this.mode == 'nbagg')) {\n",
       "            var data = msg.content.data;\n",
       "            this.frames[this.current] = data;\n",
       "            this.update_cache(true);\n",
       "            this.update(this.current);\n",
       "        }\n",
       "    }\n",
       "}\n",
       "// Extend MPL widgets with backend specific methods\n",
       "extend(MPLSelectionWidget.prototype, MPLMethods);\n",
       "extend(MPLScrubberWidget.prototype, MPLMethods);\n",
       "\n",
       "// Define Bokeh specific subclasses\n",
       "function BokehSelectionWidget() {\n",
       "\tSelectionWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "function BokehScrubberWidget() {\n",
       "\tScrubberWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "// Let them inherit from the baseclasses\n",
       "BokehSelectionWidget.prototype = Object.create(SelectionWidget.prototype);\n",
       "BokehScrubberWidget.prototype = Object.create(ScrubberWidget.prototype);\n",
       "\n",
       "// Define methods to override on widgets\n",
       "var BokehMethods = {\n",
       "\tupdate_cache : function(){\n",
       "\t\t$.each(this.frames, $.proxy(function(index, frame) {\n",
       "\t\t\tthis.frames[index] = JSON.parse(frame);\n",
       "\t\t}, this));\n",
       "\t},\n",
       "\tupdate : function(current){\n",
       "\t\tif (current === undefined) {\n",
       "\t\t\tvar data = undefined;\n",
       "\t\t} else {\n",
       "\t\t\tvar data = this.frames[current];\n",
       "\t\t}\n",
       "\t\tif (data !== undefined) {\n",
       "\t\t\tvar doc = Bokeh.index[data.root].model.document;\n",
       "\t\t\tdoc.apply_json_patch(data.patch);\n",
       "\t\t}\n",
       "\t},\n",
       "\tinit_comms : function() {\n",
       "\t}\n",
       "}\n",
       "\n",
       "// Extend Bokeh widgets with backend specific methods\n",
       "extend(BokehSelectionWidget.prototype, BokehMethods);\n",
       "extend(BokehScrubberWidget.prototype, BokehMethods);\n",
       "</script>\n",
       "\n",
       "\n",
       "<link rel=\"stylesheet\" href=\"https://code.jquery.com/ui/1.10.4/themes/smoothness/jquery-ui.css\">\n",
       "<style>div.hololayout {\n",
       "    display: flex;\n",
       "    align-items: center;\n",
       "    margin: 0;\n",
       "}\n",
       "\n",
       "div.holoframe {\n",
       "\twidth: 75%;\n",
       "}\n",
       "\n",
       "div.holowell {\n",
       "    display: flex;\n",
       "    align-items: center;\n",
       "    margin: 0;\n",
       "}\n",
       "\n",
       "form.holoform {\n",
       "    background-color: #fafafa;\n",
       "    border-radius: 5px;\n",
       "    overflow: hidden;\n",
       "\tpadding-left: 0.8em;\n",
       "    padding-right: 0.8em;\n",
       "    padding-top: 0.4em;\n",
       "    padding-bottom: 0.4em;\n",
       "}\n",
       "\n",
       "div.holowidgets {\n",
       "    padding-right: 0;\n",
       "\twidth: 25%;\n",
       "}\n",
       "\n",
       "div.holoslider {\n",
       "    min-height: 0 !important;\n",
       "    height: 0.8em;\n",
       "    width: 60%;\n",
       "}\n",
       "\n",
       "div.holoformgroup {\n",
       "    padding-top: 0.5em;\n",
       "    margin-bottom: 0.5em;\n",
       "}\n",
       "\n",
       "div.hologroup {\n",
       "    padding-left: 0;\n",
       "    padding-right: 0.8em;\n",
       "    width: 50%;\n",
       "}\n",
       "\n",
       ".holoselect {\n",
       "    width: 92%;\n",
       "    margin-left: 0;\n",
       "    margin-right: 0;\n",
       "}\n",
       "\n",
       ".holotext {\n",
       "    width: 100%;\n",
       "    padding-left:  0.5em;\n",
       "    padding-right: 0;\n",
       "}\n",
       "\n",
       ".holowidgets .ui-resizable-se {\n",
       "\tvisibility: hidden\n",
       "}\n",
       "\n",
       ".holoframe > .ui-resizable-se {\n",
       "\tvisibility: hidden\n",
       "}\n",
       "\n",
       ".holowidgets .ui-resizable-s {\n",
       "\tvisibility: hidden\n",
       "}\n",
       "\n",
       "div.bk-hbox {\n",
       "    display: flex;\n",
       "    justify-content: center;\n",
       "}\n",
       "\n",
       "div.bk-hbox div.bk-plot {\n",
       "    padding: 8px;\n",
       "}\n",
       "\n",
       "div.bk-hbox div.bk-data-table {\n",
       "    padding: 20px;\n",
       "}\n",
       "</style>\n",
       "\n",
       "\n",
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       "roTBs2RqAAAAAElFTkSuQmCC'\n",
       "     style='height:25px; border-radius:12px; display: inline-block; float: left; vertical-align: middle'></img>\n",
       "\n",
       "\n",
       "  <img src='data:image/png;base64,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'\n",
       "       style='height:15px; border-radius:12px; display: inline-block; float: left'></img>\n",
       "  \n",
       "\n",
       "\n",
       "\n",
       "\n",
       "</div>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "hv.notebook_extension('bokeh')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<a name=\"open_casefile\"></a>\n",
    "\n",
    "--------------\n",
    "### Open your 3D data set for a case, as an xarray *dataset* object"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "data_3d_full=xr.open_dataset('data_0_3D7km30minuteInst.nc')\n",
    "data_2d_full=xr.open_dataset('data_1_inst30mn_2d_met1_Nx.nc')\n",
    "data_2d=data_2d_full.isel(time=0)\n",
    "#data_3d=G5NR_utils.load_from_zidv('remotepathtozidv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "data_3d=data_3d_full.isel(time=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "regrid_3d=G5NR_utils.regrid(data_3d,90,45)\n",
    "subrid_3d=G5NR_utils.subgrid(data_3d,90,45)\n",
    "skedot_da=G5NR_utils.SKEDot(data_3d.airdens,data_3d.u,data_3d.v,data_3d.w,90,45)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<a name=\"second_interactive\"></a>\n",
    "\n",
    "### Geoviews display for the subgrid scale filtered (\"eddy\") products:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "up_img=gv.Dataset(subrid_3d.u).to(gv.Image,kdims=['lon','lat'],label='up',dynamic=True).redim.range(u=(-20,20))\n",
    "vp_img=gv.Dataset(subrid_3d.v).to(gv.Image,kdims=['lon','lat'],label='vp',dynamic=True).redim.range(u=(-20,20))\n",
    "wp_img=gv.Dataset(subrid_3d.v).to(gv.Image,kdims=['lon','lat'],label='wp',dynamic=True).redim.range(u=(-1,1))\n",
    "#pr_img=gv.Dataset(data_2d.prectot*86400).to(gv.Image,kdims=['lon','lat'],label='prectot').redim.range(prectot=(0,24))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "            var fileref=document.createElement(\"link\")\n",
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       "        loadcssfile(\"https://code.jquery.com/ui/1.10.4/themes/smoothness/jquery-ui.css\");\n",
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       "        var jQuery = window.jQuery,\n",
       "            // check for old versions of jQuery\n",
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       "            define('jquery', [], function() { return jQuery; });\n",
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       "                    var stop =  slider.slider(\"option\", \"max\");\n",
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       "        </script>\n",
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       "        \n",
       "        </form>\n",
       "    </div>\n",
       "</div>\n",
       "\n",
       "\n",
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       "    var widget_ids = new Array(1);\n",
       "    \n",
       "    widget_ids[0] = \"_anim_widget2d9e84d15ff648ff9c693b70541d6543_lev\";\n",
       "    \n",
       "    var frame_data = {\"0\": \"<img src='data:image/png;base64,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' style='max-width:100%; margin: auto; display: block; '/>\"};\n",
       "    var dim_vals = [0.0];\n",
       "    var keyMap = {};\n",
       "    var notFound = \"<h2 style='vertical-align: middle>No frame at selected dimension value.<h2>\";\n",
       "    function create_widget() {\n",
       "        setTimeout(function() {\n",
       "            anim2d9e84d15ff648ff9c693b70541d6543 = new MPLSelectionWidget(frame_data, \"2d9e84d15ff648ff9c693b70541d6543\", widget_ids,\n",
       "\t\t\t\tkeyMap, dim_vals, notFound, false, \"default\",\n",
       "\t\t\t\tfalse, \"./json_figures/\", true);\n",
       "        }, 0);\n",
       "    }\n",
       "    \n",
       "    create_widget();\n",
       "    \n",
       "})();\n",
       "</script>"
      ],
      "text/plain": [
       ":Layout\n",
       "   .DynamicMap.I   :DynamicMap   [lev]\n",
       "   .DynamicMap.II  :DynamicMap   [lev]\n",
       "   .DynamicMap.III :DynamicMap   [lev]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%output backend='matplotlib'\n",
    "%%opts Image (cmap='RdBu_r') [colorbar=True]\n",
    "#%%opts Image (cmap='RdBu_r') [width=300 height=200 colorbar=True toolbar='above'] #for bokeh\n",
    "up_img*gf.coastline + vp_img*gf.coastline + wp_img*gf.coastline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"hololayout row row-fluid\">\n",
       "  <div class=\"holoframe\" id=\"display_area851c6e80897b4b5eb03f46955cf3ebd6\">\n",
       "    <div id=\"_anim_img851c6e80897b4b5eb03f46955cf3ebd6\">\n",
       "      \n",
       "      <div style='display: table; margin: 0 auto;'>\n",
       "\n",
       "    <div class=\"bk-root\">\n",
       "        <div class=\"bk-plotdiv\" id=\"06ba712d-ba11-45bf-af28-78d91cecdf16\"></div>\n",
       "    </div>\n",
       "<script type=\"text/javascript\">\n",
       "  (function(root) {\n",
       "    function embed_document(root) {\n",
       "      var docs_json = 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\",\"dtype\":\"float64\",\"shape\":[606]},{\"__ndarray__\":\"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       "        /* Check if jQuery and jQueryUI have been loaded\n",
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       "        if (!jQuery || oldjQuery) {\n",
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       "            paths.jQuery = jQuery;\n",
       "            noConflict = !!oldjQuery;\n",
       "        } else {\n",
       "            // register the current jQuery\n",
       "            define('jquery', [], function() { return jQuery; });\n",
       "        }\n",
       "        if (!jQueryUI) {\n",
       "            paths.jQueryUI = \"https://code.jquery.com/ui/1.10.4/jquery-ui.min\"\n",
       "        } else {\n",
       "            define('jQueryUI', [], function() { return jQuery.ui; });\n",
       "        }\n",
       "        paths.underscore = \"https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min\";\n",
       "        var jquery_require = {\n",
       "            paths: paths,\n",
       "            shim: {\n",
       "                \"jQueryUI\": {\n",
       "                    exports:\"$\",\n",
       "                    deps: ['jquery']\n",
       "                },\n",
       "                \"underscore\": {\n",
       "                    exports: '_'\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "        require.config(jquery_require);\n",
       "        require([\"jQueryUI\", \"underscore\"], function(jUI, _){\n",
       "            if (noConflict) $.noConflict(true);\n",
       "            var vals = {0: 0, 1: 1, 2: 2, 3: 3, 4: 4, 5: 5, 6: 6, 7: 7, 8: 8, 9: 9, 10: 10, 11: 11, 12: 12, 13: 13, 14: 14, 15: 15, 16: 16, 17: 17, 18: 18, 19: 19, 20: 20, 21: 21, 22: 22, 23: 23, 24: 24, 25: 25, 26: 26, 27: 27, 28: 28, 29: 29, 30: 30, 31: 31, 32: 32, 33: 33, 34: 34, 35: 35, 36: 36, 37: 37, 38: 38, 39: 39, 40: 40, 41: 41, 42: 42, 43: 43, 44: 44, 45: 45, 46: 46, 47: 47, 48: 48, 49: 49, 50: 50, 51: 51, 52: 52, 53: 53, 54: 54, 55: 55, 56: 56, 57: 57, 58: 58, 59: 59, 60: 60, 61: 61, 62: 62, 63: 63, 64: 64, 65: 65, 66: 66, 67: 67, 68: 68, 69: 69, 70: 70, 71: 71};\n",
       "            var next_vals = {};\n",
       "            if (true && vals.constructor === Array) {\n",
       "                var min = parseFloat(vals[0]);\n",
       "                var max = parseFloat(vals[vals.length-1]);\n",
       "                var step = 1;\n",
       "                var labels = [min];\n",
       "            } else {\n",
       "                var min = 0;\n",
       "                if (true) {\n",
       "                    var max = Object.keys(vals).length - 1;\n",
       "                } else {\n",
       "                    var max = vals.length - 1;\n",
       "                }\n",
       "                var step = 1;\n",
       "\t\t\t\tvar labels = ['0.01', '0.02', '0.0327', '0.0476', '0.066', '0.0893', '0.1197', '0.1595', '0.2113', '0.2785', '0.365', '0.4758', '0.6168', '0.7951', '1.0194', '1.3005', '1.6508', '2.085', '2.6202', '3.2764', '4.0766', '5.0468', '6.2168', '7.6198', '9.2929', '11.277', '13.643', '16.457', '19.792', '23.73', '28.368', '33.81', '40.175', '47.644', '56.388', '66.603', '78.512', '92.366', '108.66', '127.84', '150.39', '176.93', '208.15', '244.88', '288.08', '337.5', '375', '412.5', '450', '487.5', '525', '562.5', '600', '637.5', '675', '700', '725', '750', '775', '800', '820', '835', '850', '865', '880', '895', '910', '925', '940', '955', '970', '985'];\n",
       "            }\n",
       "\t\t\tfunction adjustFontSize(text) {\n",
       "\t\t\t\tvar width_ratio = (text.parent().width()/8)/text.val().length;\n",
       "\t\t\t\tvar size = Math.min(0.9, Math.max(0.6, width_ratio))+'em';\n",
       "\t\t\t\ttext.css('font-size', size);\n",
       "\t\t\t}\n",
       "            var slider = $('#_anim_widget851c6e80897b4b5eb03f46955cf3ebd6_lev');\n",
       "\t\t\tslider.slider({\n",
       "                animate: \"fast\",\n",
       "                min: min,\n",
       "                max: max,\n",
       "                step: step,\n",
       "                value: min,\n",
       "                dim_vals: vals,\n",
       "                dim_labels: labels,\n",
       "                next_vals: next_vals,\n",
       "                slide: function(event, ui) {\n",
       "                    var vals = slider.slider(\"option\", \"dim_vals\");\n",
       "                    var next_vals = slider.slider(\"option\", \"next_vals\");\n",
       "                    var labels = slider.slider(\"option\", \"dim_labels\");\n",
       "                    if (true) {\n",
       "\t\t\t\t\t    var dim_val = ui.value;\n",
       "\t\t\t\t\t    if (vals.constructor === Array) {\n",
       "\t\t\t\t\t\t   var label = ui.value;\n",
       "\t\t\t\t\t\t} else {\n",
       "\t\t\t\t\t\t   var label = labels[ui.value];\n",
       "\t\t\t\t\t\t}\n",
       "                    } else {\n",
       "                        var dim_val = vals[ui.value];\n",
       "\t\t\t\t\t\tvar label = labels[ui.value];\n",
       "                    }\n",
       "\t\t\t\t\tvar text = $('#textInput851c6e80897b4b5eb03f46955cf3ebd6_lev');\n",
       "\t\t\t\t\ttext.val(label);\n",
       "\t\t\t\t\tadjustFontSize(text);\n",
       "                    anim851c6e80897b4b5eb03f46955cf3ebd6.set_frame(dim_val, 0);\n",
       "                    if (Object.keys(next_vals).length > 0) {\n",
       "                        var new_vals = next_vals[dim_val];\n",
       "                        var next_widget = $('#_anim_widget851c6e80897b4b5eb03f46955cf3ebd6_');\n",
       "                        update_widget(next_widget, new_vals);\n",
       "                    }\n",
       "                }\n",
       "            });\n",
       "            slider.keypress(function(event) {\n",
       "                if (event.which == 80 || event.which == 112) {\n",
       "                    var start = slider.slider(\"option\", \"value\");\n",
       "                    var stop =  slider.slider(\"option\", \"max\");\n",
       "                    for (var i=start; i<=stop; i++) {\n",
       "                        var delay = i*50;\n",
       "                        $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n",
       "                            var val = {value:i};\n",
       "                            slider.slider('value',i);\n",
       "                            slider.slider(\"option\", \"slide\")(null, val);\n",
       "                        }, slider), delay);}, slider)(i);\n",
       "                    }\n",
       "                }\n",
       "                if (event.which == 82 || event.which == 114) {\n",
       "                    var start = slider.slider(\"option\", \"value\");\n",
       "                    var stop =  slider.slider(\"option\", \"min\");\n",
       "                    var count = 0;\n",
       "                    for (var i=start; i>=stop; i--) {\n",
       "                        var delay = count*50;\n",
       "                        count = count + 1;\n",
       "                        $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n",
       "                            var val = {value:i};\n",
       "                            slider.slider('value',i);\n",
       "                            slider.slider(\"option\", \"slide\")(null, val);\n",
       "                        }, slider), delay);}, slider)(i);\n",
       "                    }\n",
       "                }\n",
       "            });\n",
       "\t\t\tvar textInput = $('#textInput851c6e80897b4b5eb03f46955cf3ebd6_lev')\n",
       "\t\t\ttextInput.val(labels[0]);\n",
       "\t\t\tadjustFontSize(textInput);\n",
       "        });\n",
       "\t\t}\n",
       "        $(document).ready(init_slider)\n",
       "        // Slider JS Block END\n",
       "        </script>\n",
       "        \n",
       "        \n",
       "        </form>\n",
       "    </div>\n",
       "</div>\n",
       "\n",
       "\n",
       "<script language=\"javascript\">\n",
       "/* Instantiate the BokehSelectionWidget class. */\n",
       "/* The IDs given should match those used in the template above. */\n",
       "(function() {\n",
       "\tif (jQuery.ui !== undefined) {\n",
       "\t\t$(\"#display_area851c6e80897b4b5eb03f46955cf3ebd6\").resizable({\n",
       "\t\t\tresize: function(event, ui) {\n",
       "\t\t\t\t$(\"#widget_area851c6e80897b4b5eb03f46955cf3ebd6\").width($(this).parent().width()-ui.size.width);\n",
       "\t\t\t}\n",
       "\t\t});\n",
       "\t\t$(\"#widget_area851c6e80897b4b5eb03f46955cf3ebd6\").resizable();\n",
       "\t}\n",
       "    var widget_ids = new Array(1);\n",
       "    \n",
       "    widget_ids[0] = \"_anim_widget851c6e80897b4b5eb03f46955cf3ebd6_lev\";\n",
       "    \n",
       "    var frame_data = {};\n",
       "    var dim_vals = [0.0];\n",
       "    var keyMap = {};\n",
       "    var notFound = \"<h2 style='vertical-align: middle>No frame at selected dimension value.<h2>\";\n",
       "    function create_widget() {\n",
       "        setTimeout(function() {\n",
       "            anim851c6e80897b4b5eb03f46955cf3ebd6 = new BokehSelectionWidget(frame_data, \"851c6e80897b4b5eb03f46955cf3ebd6\", widget_ids,\n",
       "\t\t\t\tkeyMap, dim_vals, notFound, false, \"default\",\n",
       "\t\t\t\tfalse, \"./json_figures/\", true);\n",
       "        }, 0);\n",
       "    }\n",
       "    \n",
       "    create_widget();\n",
       "    \n",
       "})();\n",
       "</script>"
      ],
      "text/plain": [
       ":Layout\n",
       "   .DynamicMap.Up :DynamicMap   [lev]\n",
       "   .DynamicMap.Vp :DynamicMap   [lev]\n",
       "   .DynamicMap.Wp :DynamicMap   [lev]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%output backend='bokeh'\n",
    "%%opts Image (cmap='RdBu_r') [width=300 height=200 colorbar=True xaxis=None, yaxis=None toolbar='above']\n",
    "(up_img*gf.coastline + vp_img*gf.coastline + wp_img*gf.coastline).cols(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "--------------------\n",
    "# Set up lineplots for profile interactive"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def u_plots(x,y):\n",
    "    lon=x\n",
    "    lat=y\n",
    "    lvs=regrid_3d.u.sel(lat=lat,lon=lon,method='nearest').lev.values\n",
    "    u=regrid_3d.u.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    upwp=skedot_da.upwp.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    uw=skedot_da.uw.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    udiv=skedot_da.Eddy_Tend_Zon.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    usheardiv=skedot_da.Eddy_Tend_Zon.sel(lat=lat,lon=lon,method='nearest').values*skedot_da.ushear.isel(lat=0,lon=0).values\n",
    "    ubaro=skedot_da.ubaro.sel(lat=lat,lon=lon,method='nearest').values\n",
    "\n",
    "    rho=regrid_3d.airdens.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    usheardiv_mean=np.nansum(usheardiv*rho)/np.nansum(rho)\n",
    "\n",
    "    dp=lvs*100\n",
    "    dpbyg=np.gradient(dp)/9.8\n",
    "    skedot_zon=np.nansum(usheardiv*dpbyg)\n",
    "\n",
    "    u_curve=hv.Curve((u, lvs), kdims=['U'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "    u_curve=u_curve*hv.VLine(float(ubaro),label='ubaro')(style={'color':'black'})\n",
    "\n",
    "    upwp_curve=hv.Curve((upwp, lvs), kdims=['UPWP[blue]-UW[red]'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "    upwp_curve=upwp_curve*hv.Curve((uw,lvs),kdims=['UW[red]'],vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "\n",
    "    udiv_curve=hv.Curve((udiv, lvs), kdims=['div(rhoupwp)'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "\n",
    "    usheardiv_curve=hv.Curve((usheardiv, lvs), kdims=['div*ushear[skedot_zon='+format(skedot_zon,\"0.2f\")+']'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "    usheardiv_curve=usheardiv_curve*hv.VLine(float(usheardiv_mean),label='umean')(style={'color':'black'})\n",
    "    return (upwp_curve+udiv_curve+u_curve+usheardiv_curve)\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def v_plots(x,y):\n",
    "    lon=x\n",
    "    lat=y\n",
    "    lvs=regrid_3d.v.sel(lat=lat,lon=lon,method='nearest').lev.values\n",
    "    v=regrid_3d.v.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    vpwp=skedot_da.vpwp.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    vw=skedot_da.vw.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    vdiv=skedot_da.Eddy_Tend_Mer.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    vsheardiv=skedot_da.Eddy_Tend_Mer.sel(lat=lat,lon=lon,method='nearest').values*skedot_da.vshear.isel(lat=0,lon=0).values\n",
    "    vbaro=skedot_da.vbaro.sel(lat=lat,lon=lon,method='nearest').values\n",
    "\n",
    "    dp=lvs*100\n",
    "    dpbyg=np.gradient(dp)/9.8\n",
    "    skedot_mer=np.nansum(vsheardiv*dpbyg)\n",
    "\n",
    "    rho=regrid_3d.airdens.sel(lat=lat,lon=lon,method='nearest').values\n",
    "    vsheardiv_mean=np.nansum(vsheardiv*rho)/np.nansum(rho)\n",
    "\n",
    "\n",
    "    v_curve=hv.Curve((v, lvs), kdims=['V'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "    v_curve=v_curve*hv.VLine(float(vbaro),label='vbaro')(style={'color':'black'})\n",
    "\n",
    "    vpwp_curve=hv.Curve((vpwp, lvs), kdims=['VPWP[blue]-UW[red]'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "    vpwp_curve=vpwp_curve*hv.Curve((vw,lvs),kdims=['UW[red]'],vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "\n",
    "    vdiv_curve=hv.Curve((vdiv, lvs), kdims=['div(rhovpwp)'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "\n",
    "    vsheardiv_curve=hv.Curve((vsheardiv, lvs), kdims=['div*vshear[skedot_mer='+format(skedot_mer,\"0.2f\")+']'], vdims=['pressure']).redim.range(pressure=(1000,0))\n",
    "    vsheardiv_curve=vsheardiv_curve*hv.VLine(float(vsheardiv_mean),label='vbaro')(style={'color':'black'})\n",
    "    return (vpwp_curve+vdiv_curve+v_curve+vsheardiv_curve)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def uv_plots(x,y):\n",
    "    return u_plots(x,y)+v_plots(x,y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "%%opts Image (cmap='RdBu_r') [width=600 height=400 colorbar=True toolbar='above' tools=['tap']]\n",
    "skedot_img=hv.Image(skedot_da.SKEDOT,kdims=['lon','lat']).redim.range(SKEDOT=(-1,1))\n",
    "tap=streams.SingleTap(source=skedot_img,x=regrid_3d.lon.values[0],y=regrid_3d.lat.values[0])\n",
    "pointer=streams.PointerXY(source=skedot_img,x=regrid_3d.lon.values[0],y=regrid_3d.lat.values[0])\n",
    "pointer_map=hv.DynamicMap(lambda x,y: hv.Points([(x,y)])(style={'size':10,'color':'black'}),streams=[pointer])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "u_dyn_plot=hv.DynamicMap(u_plots,kdims=[],streams=[tap])\n",
    "v_dyn_plot=hv.DynamicMap(v_plots,kdims=[],streams=[tap])\n",
    "uv_dyn_plot=hv.DynamicMap(uv_plots,kdims=[],streams=[tap])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<a name=\"profiles\"></a>\n",
    "\n",
    "-------------\n",
    "## Profiles of the quantities behind the filterscale SKEdot map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style='display: table; margin: 0 auto;'>\n",
       "\n",
       "    <div class=\"bk-root\">\n",
       "        <div class=\"bk-plotdiv\" id=\"dc8aa1cc-9f1e-4e9f-857a-d59e5f4b144d\"></div>\n",
       "    </div>\n",
       "<script type=\"text/javascript\">\n",
       "  (function(root) {\n",
       "    function embed_document(root) {\n",
       "      var docs_json = 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Application\",\"version\":\"0.12.9\"}};\n",
       "      var render_items = [{\"docid\":\"44316f45-f42c-48ae-a32e-f23610ea0074\",\"elementid\":\"dc8aa1cc-9f1e-4e9f-857a-d59e5f4b144d\",\"modelid\":\"1a36ff8e-d0d8-4e55-807e-82ec0db86343\",\"notebook_comms_target\":\"fb8f4e0523e948fa984866afd0afab23\"}];\n",
       "  \n",
       "      root.Bokeh.embed.embed_items(docs_json, render_items);\n",
       "    }\n",
       "  \n",
       "    if (root.Bokeh !== undefined) {\n",
       "      embed_document(root);\n",
       "    } else {\n",
       "      var attempts = 0;\n",
       "      var timer = setInterval(function(root) {\n",
       "        if (root.Bokeh !== undefined) {\n",
       "          embed_document(root);\n",
       "          clearInterval(timer);\n",
       "        }\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          console.log(\"Bokeh: ERROR: Unable to embed document because BokehJS library is missing\")\n",
       "          clearInterval(timer);\n",
       "        }\n",
       "      }, 10, root)\n",
       "    }\n",
       "  })(window);\n",
       "</script></div>"
      ],
      "text/plain": [
       ":DynamicMap   []"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "skedot_img*pointer_map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
       "    <div class=\"bk-root\">\n",
       "        <div class=\"bk-plotdiv\" id=\"b60d781f-4d7d-41bc-8c2c-12e8fe13d72e\"></div>\n",
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       "<script type=\"text/javascript\">\n",
       "  (function(root) {\n",
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Application\",\"version\":\"0.12.9\"}};\n",
       "      var render_items = [{\"docid\":\"8845f1a6-ed19-47d7-808b-ccb1a1716825\",\"elementid\":\"b60d781f-4d7d-41bc-8c2c-12e8fe13d72e\",\"modelid\":\"7d14dacb-69bb-48cf-a24f-ffb07066a9ce\",\"notebook_comms_target\":\"c9c8382bb16f48dfbe15890d73616b1f\"}];\n",
       "  \n",
       "      root.Bokeh.embed.embed_items(docs_json, render_items);\n",
       "    }\n",
       "  \n",
       "    if (root.Bokeh !== undefined) {\n",
       "      embed_document(root);\n",
       "    } else {\n",
       "      var attempts = 0;\n",
       "      var timer = setInterval(function(root) {\n",
       "        if (root.Bokeh !== undefined) {\n",
       "          embed_document(root);\n",
       "          clearInterval(timer);\n",
       "        }\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          console.log(\"Bokeh: ERROR: Unable to embed document because BokehJS library is missing\")\n",
       "          clearInterval(timer);\n",
       "        }\n",
       "      }, 10, root)\n",
       "    }\n",
       "  })(window);\n",
       "</script></div>"
      ],
      "text/plain": [
       ":DynamicMap   []"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%opts Curve [show_grid=True]\n",
    "u_dyn_plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style='display: table; margin: 0 auto;'>\n",
       "\n",
       "    <div class=\"bk-root\">\n",
       "        <div class=\"bk-plotdiv\" id=\"0515acbf-5221-4904-8002-4570f41986ec\"></div>\n",
       "    </div>\n",
       "<script type=\"text/javascript\">\n",
       "  (function(root) {\n",
       "    function embed_document(root) {\n",
       "      var docs_json = 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       "      var render_items = [{\"docid\":\"07686059-94be-4a37-8830-27b6c943e925\",\"elementid\":\"0515acbf-5221-4904-8002-4570f41986ec\",\"modelid\":\"768d4629-bf3f-45bb-bb63-f1e41ecce662\",\"notebook_comms_target\":\"d4935869d8bd4186acd53df48f4854dc\"}];\n",
       "  \n",
       "      root.Bokeh.embed.embed_items(docs_json, render_items);\n",
       "    }\n",
       "  \n",
       "    if (root.Bokeh !== undefined) {\n",
       "      embed_document(root);\n",
       "    } else {\n",
       "      var attempts = 0;\n",
       "      var timer = setInterval(function(root) {\n",
       "        if (root.Bokeh !== undefined) {\n",
       "          embed_document(root);\n",
       "          clearInterval(timer);\n",
       "        }\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          console.log(\"Bokeh: ERROR: Unable to embed document because BokehJS library is missing\")\n",
       "          clearInterval(timer);\n",
       "        }\n",
       "      }, 10, root)\n",
       "    }\n",
       "  })(window);\n",
       "</script></div>"
      ],
      "text/plain": [
       ":DynamicMap   []"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%opts Curve [show_grid=True]\n",
    "uv_dyn_plot"
   ]
  }
 ],
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