{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Fit fidelity & analysis\n", "22/06/21\n", "\n", "Here we'll look in detail at a batch of fit results (see the batch run notebook for initial setup & running fits), and stats.\n", "\n", "TODO: final uncertainty analysis, bootstrapping and testing with noise etc." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Batch results\n", "\n", "Generally, there are many things to consider in terms of the quality/fidelity of the fit results. In particular, we might want to investigate:\n", "\n", "- $\\chi^2$ values.\n", "- Estimated uncertainties.\n", "- Uniqueness of fit.\n", "\n", "This is generally aided by having a large batch of fit results, with randomised initial parameters, to allow for statistical analysis and ensure a full probing of the solution hyper-space.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For further discussion, see, for example:\n", "\n", "
\n", "
\n", "
[1]
P. Hockett, Quantum Metrology with Photoelectrons, Volume 2: Applications and advances. IOP Publishing, 2018. doi: 10.1088/978-1-6817-4688-3.
\n", "
\n", " \n", "
\n", "
[2]
P. Hockett, “Photoionization dynamics of polyatomic molecules,” University of Nottingham, 2009. Available: http://eprints.nottingham.ac.uk/10857/
\n", "
\n", " \n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load sample dataset" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "*** ePSproc installation not found, setting for local copy.\n" ] } ], "source": [ "# If running from scratch, create a blank object first\n", "# # Init blank object\n", "import pemtk as pm\n", "from pemtk.fit.fitClass import pemtkFit\n", "data = pemtkFit()" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Load sample dataset\n", "# Full path to the file may be required here, in repo/demos/fitting\n", "import pickle\n", "from pathlib import Path\n", "\n", "dataFile = 'dataDump_100fitTests_10t_randPhase_130621.pickle'\n", "dataPath = Path(pm.__path__[0]).parent/Path('demos','fitting')\n", "\n", "with open( dataPath/dataFile, 'rb') as handle:\n", " data.data = pickle.load(handle)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dict_keys(['orb6', 'orb5', 'ADM', 'pol', 'subset', 'sim', 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99])" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# The sample data dictionary contains 100 fits, as well as the data used to set things up.\n", "data.data.keys()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set 6 complex matrix elements to 12 fitting params, see self.params for details.\n" ] }, { "data": { "text/html": [ "
name value initial value min max vary
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m_PU_SG_PU_1_1_n1 1.78461575 1.784615753610107 1.0000e-04 5.00000000 True
m_PU_SG_PU_3_n1_1 0.80290495 0.802904951323892 1.0000e-04 5.00000000 True
m_PU_SG_PU_3_1_n1 0.80290495 0.802904951323892 1.0000e-04 5.00000000 True
m_SU_SG_SU_1_0_0 2.68606212 2.686062120382649 1.0000e-04 5.00000000 True
m_SU_SG_SU_3_0_0 1.10915311 1.109153108617096 1.0000e-04 5.00000000 True
p_PU_SG_PU_1_n1_1 -0.86104140 -0.8610414024232179 -3.14159265 3.14159265 False
p_PU_SG_PU_1_1_n1 -0.86104140 -0.8610414024232179 -3.14159265 3.14159265 True
p_PU_SG_PU_3_n1_1 -3.12044446 -3.1204444620772467 -3.14159265 3.14159265 True
p_PU_SG_PU_3_1_n1 -3.12044446 -3.1204444620772467 -3.14159265 3.14159265 True
p_SU_SG_SU_1_0_0 2.61122920 2.611229196458127 -3.14159265 3.14159265 True
p_SU_SG_SU_3_0_0 -0.07867828 -0.07867827542158025 -3.14159265 3.14159265 True
" ], "text/plain": [ "Parameters([('m_PU_SG_PU_1_n1_1',\n", " ),\n", " ('m_PU_SG_PU_1_1_n1',\n", " ),\n", " ('m_PU_SG_PU_3_n1_1',\n", " ),\n", " ('m_PU_SG_PU_3_1_n1',\n", " ),\n", " ('m_SU_SG_SU_1_0_0',\n", " ),\n", " ('m_SU_SG_SU_3_0_0',\n", " ),\n", " ('p_PU_SG_PU_1_n1_1',\n", " ),\n", " ('p_PU_SG_PU_1_1_n1',\n", " ),\n", " ('p_PU_SG_PU_3_n1_1',\n", " ),\n", " ('p_PU_SG_PU_3_1_n1',\n", " ),\n", " ('p_SU_SG_SU_1_0_0',\n", " ),\n", " ('p_SU_SG_SU_3_0_0',\n", " )])" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Set max fit ind for reference\n", "data.fitInd = 99\n", "\n", "# Set reference values from input matrix elements (data.data['subset']['matE'])\n", "data.setMatEFit()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Process results\n", "\n", "Here we'll use [Seaborn](https://seaborn.pydata.org/) and [Holoviews](http://holoviews.org/) to look at the fit results outputs from lmfit; for this, the results will first be restacked to a long-form [Pandas](https://pandas.pydata.org/) data-frame." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\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", " if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n", " root._bokeh_timeout = Date.now() + 5000;\n", " root._bokeh_failed_load = false;\n", " }\n", "\n", " function run_callbacks() {\n", " try {\n", " root._bokeh_onload_callbacks.forEach(function(callback) {\n", " if (callback != null)\n", " callback();\n", " });\n", " } finally {\n", " delete root._bokeh_onload_callbacks\n", " }\n", " console.debug(\"Bokeh: all callbacks have finished\");\n", " }\n", "\n", " function load_libs(css_urls, js_urls, 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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. 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_(t,e,f){f.ft={to_meter:.3048},f[\"us-ft\"]={to_meter:1200/3937}},\n", " function _(e,a,t){var r=.017453292519943295,n=e(142);function o(e,a,t){e[a]=t.map(function(e){var a={};return l(e,a),a}).reduce(function(e,a){return n(e,a)},{})}function l(e,a){var t;Array.isArray(e)?(\"PARAMETER\"===(t=e.shift())&&(t=e.shift()),1===e.length?Array.isArray(e[0])?(a[t]={},l(e[0],a[t])):a[t]=e[0]:e.length?\"TOWGS84\"===t?a[t]=e:(a[t]={},[\"UNIT\",\"PRIMEM\",\"VERT_DATUM\"].indexOf(t)>-1?(a[t]={name:e[0].toLowerCase(),convert:e[1]},3===e.length&&(a[t].auth=e[2])):\"SPHEROID\"===t?(a[t]={name:e[0],a:e[1],rf:e[2]},4===e.length&&(a[t].auth=e[3])):[\"GEOGCS\",\"GEOCCS\",\"DATUM\",\"VERT_CS\",\"COMPD_CS\",\"LOCAL_CS\",\"FITTED_CS\",\"LOCAL_DATUM\"].indexOf(t)>-1?(e[0]=[\"name\",e[0]],o(a,t,e)):e.every(function(e){return Array.isArray(e)})?o(a,t,e):l(e,a[t])):a[t]=!0):a[e]=!0}function i(e){return e*r}a.exports=function(e,a){var t=JSON.parse((\",\"+e).replace(/\\s*\\,\\s*([A-Z_0-9]+?)(\\[)/g,',[\"$1\",').slice(1).replace(/\\s*\\,\\s*([A-Z_0-9]+?)\\]/g,',\"$1\"]').replace(/,\\[\"VERTCS\".+/,\"\")),r=t.shift(),o=t.shift();t.unshift([\"name\",o]),t.unshift([\"type\",r]),t.unshift(\"output\");var _={};return l(t,_),function(e){function a(a){var t=e.to_meter||1;return parseFloat(a,10)*t}\"GEOGCS\"===e.type?e.projName=\"longlat\":\"LOCAL_CS\"===e.type?(e.projName=\"identity\",e.local=!0):\"object\"==typeof 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s=r(this.long0+h/(this.a*this.k0)),t.x=s,t.y=i,t},i.names=[\"Mercator\",\"Popular Visualisation Pseudo Mercator\",\"Mercator_1SP\",\"Mercator_Auxiliary_Sphere\",\"merc\"]},\n", " function _(t,n,r){n.exports=function(t,n,r){var o=t*n;return r/Math.sqrt(1-o*o)}},\n", " function _(t,n,a){var r=2*Math.PI,o=t(147);n.exports=function(t){return Math.abs(t)<=3.14159265359?t:t-o(t)*r}},\n", " function _(n,t,o){t.exports=function(n){return n<0?-1:1}},\n", " function _(t,a,n){var r=Math.PI/2;a.exports=function(t,a,n){var o=t*n,h=.5*t;return o=Math.pow((1-o)/(1+o),h),Math.tan(.5*(r-a))/o}},\n", " function _(a,t,n){var r=Math.PI/2;t.exports=function(a,t){for(var n,h,M=.5*a,o=r-2*Math.atan(t),e=0;e<=15;e++)if(n=a*Math.sin(o),o+=h=r-2*Math.atan(t*Math.pow((1-n)/(1+n),M))-o,Math.abs(h)<=1e-10)return o;return-9999}},\n", " function _(n,i,t){function e(n){return n}t.init=function(){},t.forward=e,t.inverse=e,t.names=[\"longlat\",\"identity\"]},\n", " function _(r,e,t){var 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p=1,u=2,r=4,_=5,d=484813681109536e-20;m.exports=function(a,m,t,s,e,n){var o={};return o.datum_type=r,a&&\"none\"===a&&(o.datum_type=_),m&&(o.datum_params=m.map(parseFloat),0===o.datum_params[0]&&0===o.datum_params[1]&&0===o.datum_params[2]||(o.datum_type=p),o.datum_params.length>3&&(0===o.datum_params[3]&&0===o.datum_params[4]&&0===o.datum_params[5]&&0===o.datum_params[6]||(o.datum_type=u,o.datum_params[3]*=d,o.datum_params[4]*=d,o.datum_params[5]*=d,o.datum_params[6]=o.datum_params[6]/1e6+1))),o.a=t,o.b=s,o.es=e,o.ep2=n,o}},\n", " function _(t,e,r){var m=.017453292519943295,a=57.29577951308232,o=1,u=2,n=t(156),d=t(158),y=t(134),_=t(159);e.exports=function t(e,r,x){var i;return Array.isArray(x)&&(x=_(x)),e.datum&&r.datum&&function(t,e){return(t.datum.datum_type===o||t.datum.datum_type===u)&&\"WGS84\"!==e.datumCode||(e.datum.datum_type===o||e.datum.datum_type===u)&&\"WGS84\"!==t.datumCode}(e,r)&&(x=t(e,i=new y(\"WGS84\"),x),e=i),\"enu\"!==e.axis&&(x=d(e,!1,x)),\"longlat\"===e.projName?x={x:x.x*m,y:x.y*m}:(e.to_meter&&(x={x:x.x*e.to_meter,y:x.y*e.to_meter}),x=e.inverse(x)),e.from_greenwich&&(x.x+=e.from_greenwich),x=n(e.datum,r.datum,x),r.from_greenwich&&(x={x:x.x-r.grom_greenwich,y:x.y}),\"longlat\"===r.projName?x={x:x.x*a,y:x.y*a}:(x=r.forward(x),r.to_meter&&(x={x:x.x/r.to_meter,y:x.y/r.to_meter})),\"enu\"!==r.axis?d(r,!0,x):x}},\n", " function _(t,e,a){var u=1,m=2,o=t(157);function c(t){return t===u||t===m}e.exports=function(t,e,a){return o.compareDatums(t,e)?a:5===t.datum_type||5===e.datum_type?a:t.es!==e.es||t.a!==e.a||c(t.datum_type)||c(e.datum_type)?(a=o.geodeticToGeocentric(a,t.es,t.a),c(t.datum_type)&&(a=o.geocentricToWgs84(a,t.datum_type,t.datum_params)),c(e.datum_type)&&(a=o.geocentricFromWgs84(a,e.datum_type,e.datum_params)),o.geocentricToGeodetic(a,e.es,e.a,e.b)):a}},\n", " function _(a,t,r){var m=Math.PI/2;r.compareDatums=function(a,t){return a.datum_type===t.datum_type&&(!(a.a!==t.a||Math.abs(this.es-t.es)>5e-11)&&(1===a.datum_type?this.datum_params[0]===t.datum_params[0]&&a.datum_params[1]===t.datum_params[1]&&a.datum_params[2]===t.datum_params[2]:2!==a.datum_type||a.datum_params[0]===t.datum_params[0]&&a.datum_params[1]===t.datum_params[1]&&a.datum_params[2]===t.datum_params[2]&&a.datum_params[3]===t.datum_params[3]&&a.datum_params[4]===t.datum_params[4]&&a.datum_params[5]===t.datum_params[5]&&a.datum_params[6]===t.datum_params[6]))},r.geodeticToGeocentric=function(a,t,r){var s,u,e,n,d=a.x,i=a.y,p=a.z?a.z:0;if(i<-m&&i>-1.001*m)i=-m;else if(i>m&&i<1.001*m)i=m;else if(i<-m||i>m)return null;return d>Math.PI&&(d-=2*Math.PI),u=Math.sin(i),n=Math.cos(i),e=u*u,{x:((s=r/Math.sqrt(1-t*e))+p)*n*Math.cos(d),y:(s+p)*n*Math.sin(d),z:(s*(1-t)+p)*u}},r.geocentricToGeodetic=function(a,t,r,s){var u,e,n,d,i,p,_,h,o,y,c,z,M,x,f,g=a.x,l=a.y,q=a.z?a.z:0;if(u=Math.sqrt(g*g+l*l),e=Math.sqrt(g*g+l*l+q*q),u/r<1e-12){if(x=0,e/r<1e-12)return m,f=-s,{x:a.x,y:a.y,z:a.z}}else x=Math.atan2(l,g);n=q/e,h=(d=u/e)*(1-t)*(i=1/Math.sqrt(1-t*(2-t)*d*d)),o=n*i,M=0;do{M++,p=t*(_=r/Math.sqrt(1-t*o*o))/(_+(f=u*h+q*o-_*(1-t*o*o))),z=(c=n*(i=1/Math.sqrt(1-p*(2-p)*d*d)))*h-(y=d*(1-p)*i)*o,h=y,o=c}while(z*z>1e-24&&M<30);return{x:x,y:Math.atan(c/Math.abs(y)),z:f}},r.geocentricToWgs84=function(a,t,r){if(1===t)return{x:a.x+r[0],y:a.y+r[1],z:a.z+r[2]};if(2===t){var m=r[0],s=r[1],u=r[2],e=r[3],n=r[4],d=r[5],i=r[6];return{x:i*(a.x-d*a.y+n*a.z)+m,y:i*(d*a.x+a.y-e*a.z)+s,z:i*(-n*a.x+e*a.y+a.z)+u}}},r.geocentricFromWgs84=function(a,t,r){if(1===t)return{x:a.x-r[0],y:a.y-r[1],z:a.z-r[2]};if(2===t){var m=r[0],s=r[1],u=r[2],e=r[3],n=r[4],d=r[5],i=r[6],p=(a.x-m)/i,_=(a.y-s)/i,h=(a.z-u)/i;return{x:p+d*_-n*h,y:-d*p+_+e*h,z:n*p-e*_+h}}}},\n", " function _(e,a,r){a.exports=function(e,a,r){var s,c,i,n=r.x,o=r.y,t=r.z||0,u={};for(i=0;i<3;i++)if(!a||2!==i||void 0!==r.z)switch(0===i?(s=n,c=\"x\"):1===i?(s=o,c=\"y\"):(s=t,c=\"z\"),e.axis[i]){case\"e\":u[c]=s;break;case\"w\":u[c]=-s;break;case\"n\":u[c]=s;break;case\"s\":u[c]=-s;break;case\"u\":void 0!==r[c]&&(u.z=s);break;case\"d\":void 0!==r[c]&&(u.z=-s);break;default:return null}return u}},\n", " function _(n,t,e){t.exports=function(n){var t={x:n[0],y:n[1]};return n.length>2&&(t.z=n[2]),n.length>3&&(t.m=n[3]),t}},\n", " function _(e,t,n){var i=e(113),r=e(161),o=e(165),l=e(121),u=e(166),_=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(t,e),t.prototype.initialize=function(){e.prototype.initialize.call(this),this.visuals=new o.Visuals(this.model),this._has_finished=!0},Object.defineProperty(t.prototype,\"plot_view\",{get:function(){return this.parent},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"plot_model\",{get:function(){return this.parent.model},enumerable:!0,configurable:!0}),t.prototype.request_render=function(){this.plot_view.request_render()},t.prototype.map_to_screen=function(e,t){return this.plot_view.map_to_screen(e,t,this.model.x_range_name,this.model.y_range_name)},Object.defineProperty(t.prototype,\"needs_clip\",{get:function(){return!1},enumerable:!0,configurable:!0}),t.prototype.notify_finished=function(){this.plot_view.notify_finished()},Object.defineProperty(t.prototype,\"has_webgl\",{get:function(){return!1},enumerable:!0,configurable:!0}),t}(r.DOMView);n.RendererView=_,_.__name__=\"RendererView\";var p=function(e){function t(t){return e.call(this,t)||this}return i.__extends(t,e),t.init_Renderer=function(){this.define({level:[l.RenderLevel],visible:[l.Boolean,!0]})},t}(u.Model);n.Renderer=p,p.__name__=\"Renderer\",p.init_Renderer()},\n", " function _(e,t,n){var i=e(113),r=e(162),o=e(163),s=e(164),p=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(t,e),t.prototype.initialize=function(){e.prototype.initialize.call(this),this._has_finished=!1,this.el=this._createElement()},t.prototype.remove=function(){o.removeElement(this.el),e.prototype.remove.call(this)},t.prototype.css_classes=function(){return[]},t.prototype.cursor=function(e,t){return null},t.prototype.render=function(){},t.prototype.renderTo=function(e){e.appendChild(this.el),this.render()},t.prototype.has_finished=function(){return this._has_finished},Object.defineProperty(t.prototype,\"_root_element\",{get:function(){return o.parent(this.el,\".\"+s.bk_root)||document.body},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"is_idle\",{get:function(){return this.has_finished()},enumerable:!0,configurable:!0}),t.prototype._createElement=function(){return o.createElement(this.tagName,{class:this.css_classes()})},t}(r.View);n.DOMView=p,p.__name__=\"DOMView\",p.prototype.tagName=\"div\"},\n", " function _(t,e,n){var o=t(113),i=t(116),r=t(109),a=t(127),s=function(t){function e(e){var n=t.call(this)||this;if(n.removed=new i.Signal0(n,\"removed\"),null==e.model)throw new Error(\"model of a view wasn't configured\");return n.model=e.model,n._parent=e.parent,n.id=e.id||a.uniqueId(),n.initialize(),!1!==e.connect_signals&&n.connect_signals(),n}return o.__extends(e,t),e.prototype.initialize=function(){},e.prototype.remove=function(){this._parent=void 0,this.disconnect_signals(),this.removed.emit()},e.prototype.toString=function(){return this.model.type+\"View(\"+this.id+\")\"},e.prototype.serializable_state=function(){return{type:this.model.type}},Object.defineProperty(e.prototype,\"parent\",{get:function(){if(void 0!==this._parent)return this._parent;throw new Error(\"parent of a view wasn't configured\")},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"is_root\",{get:function(){return null===this.parent},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"root\",{get:function(){return this.is_root?this:this.parent.root},enumerable:!0,configurable:!0}),e.prototype.assert_root=function(){if(!this.is_root)throw new Error(this.toString()+\" is not a root layout\")},e.prototype.connect_signals=function(){},e.prototype.disconnect_signals=function(){i.Signal.disconnectReceiver(this)},e.prototype.on_change=function(t,e){for(var n=0,o=r.isArray(t)?t:[t];n\":case\"vertical_wave\":_.moveTo(n,0),_.lineTo(3*n,c),_.lineTo(n,l),_.stroke();break;case\"*\":case\"criss_cross\":h(_,l),o(_,l,c),s(_,l,c)}return r}var r=function(){function e(e,t){void 0===t&&(t=\"\"),this.obj=e,this.prefix=t,this.cache={};for(var a=0,i=this.attrs;a0){var n=t[l];return null==n&&(t[l]=n=new e(l,o)),n}throw new TypeError(\"Logger.get() expects a non-empty string name and an optional log-level\")},Object.defineProperty(e.prototype,\"level\",{get:function(){return this.get_level()},enumerable:!0,configurable:!0}),e.prototype.get_level=function(){return this._log_level},e.prototype.set_level=function(l){if(l instanceof r)this._log_level=l;else{if(!n.isString(l)||null==e.log_levels[l])throw new Error(\"Logger.set_level() expects a log-level object or a string name of a log-level\");this._log_level=e.log_levels[l]}var o=\"[\"+this._name+\"]\";for(var t in e.log_levels){e.log_levels[t].levele?a.slice(-e):a}if(l.isTypedArray(t)){var i=t.length+n.length;if(null!=e&&i>e){var r=i-e,o=t.length;a=void 0;t.length0?this.selected_glyphs[0]:null},enumerable:!0,configurable:!0}),e.prototype.add_to_selected_glyphs=function(i){this.selected_glyphs.push(i)},e.prototype.update=function(i,e,t){this.final=e,t?this.update_through_union(i):(this.indices=i.indices,this.line_indices=i.line_indices,this.selected_glyphs=i.selected_glyphs,this.get_view=i.get_view,this.multiline_indices=i.multiline_indices,this.image_indices=i.image_indices)},e.prototype.clear=function(){this.final=!0,this.indices=[],this.line_indices=[],this.multiline_indices={},this.get_view=function(){return null},this.selected_glyphs=[]},e.prototype.is_empty=function(){return 0==this.indices.length&&0==this.line_indices.length&&0==this.image_indices.length},e.prototype.update_through_union=function(i){this.indices=l.union(i.indices,this.indices),this.selected_glyphs=l.union(i.selected_glyphs,this.selected_glyphs),this.line_indices=l.union(i.line_indices,this.line_indices),this.get_view()||(this.get_view=i.get_view),this.multiline_indices=h.merge(i.multiline_indices,this.multiline_indices)},e.prototype.update_through_intersection=function(i){this.indices=l.intersection(i.indices,this.indices),this.selected_glyphs=l.union(i.selected_glyphs,this.selected_glyphs),this.line_indices=l.union(i.line_indices,this.line_indices),this.get_view()||(this.get_view=i.get_view),this.multiline_indices=h.merge(i.multiline_indices,this.multiline_indices)},e}(s.Model);t.Selection=d,d.__name__=\"Selection\",d.init_Selection()},\n", " function _(e,t,i){var n=e(113),o=e(115),r=e(173),s=e(175),c=e(192),l=e(121),p=function(e){function t(t){var i=e.call(this,t)||this;return i.inspectors={},i}return n.__extends(t,e),t.init_SelectionManager=function(){this.internal({source:[l.Any]})},t.prototype.select=function(e,t,i,n){void 0===n&&(n=!1);for(var o=[],r=[],l=0,p=e;l0){d=this.source.selection_policy.hit_test(t,o);a=a||this.source.selection_policy.do_selection(d,this.source,i,n)}return a},t.prototype.inspect=function(e,t){var i=!1;if(e instanceof s.GlyphRendererView){if(null!=(o=e.hit_test(t))){i=!o.is_empty();var n=this.get_or_create_inspector(e.model);n.update(o,!0,!1),this.source.setv({inspected:n},{silent:!0}),this.source.inspect.emit([e,{geometry:t}])}}else if(e instanceof c.GraphRendererView){var o=e.model.inspection_policy.hit_test(t,e);i=i||e.model.inspection_policy.do_inspection(o,t,e,!1,!1)}return i},t.prototype.clear=function(e){this.source.selected.clear(),null!=e&&this.get_or_create_inspector(e.model).clear()},t.prototype.get_or_create_inspector=function(e){return null==this.inspectors[e.id]&&(this.inspectors[e.id]=new r.Selection),this.inspectors[e.id]},t}(o.HasProps);i.SelectionManager=p,p.__name__=\"SelectionManager\",p.init_SelectionManager()},\n", " function _(e,t,i){var n=e(113),l=e(176),s=e(177),h=e(187),r=e(188),o=e(190),a=e(191),d=e(167),c=e(121),_=e(114),p=e(110),u=e(125),g=e(184),y={fill:{},line:{}},m={fill:{fill_alpha:.3,fill_color:\"grey\"},line:{line_alpha:.3,line_color:\"grey\"}},v={fill:{fill_alpha:.2},line:{}},f=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return n.__extends(t,e),t.prototype.initialize=function(){e.prototype.initialize.call(this);var t=this.model.glyph,i=p.includes(t.mixins,\"fill\"),n=p.includes(t.mixins,\"line\"),l=u.clone(t.attributes);function s(e){var s=u.clone(l);return i&&u.extend(s,e.fill),n&&u.extend(s,e.line),new t.constructor(s)}delete l.id,this.glyph=this.build_glyph_view(t);var h=this.model.selection_glyph;null==h?h=s({fill:{},line:{}}):\"auto\"===h&&(h=s(y)),this.selection_glyph=this.build_glyph_view(h);var r=this.model.nonselection_glyph;null==r?r=s({fill:{},line:{}}):\"auto\"===r&&(r=s(v)),this.nonselection_glyph=this.build_glyph_view(r);var o=this.model.hover_glyph;null!=o&&(this.hover_glyph=this.build_glyph_view(o));var a=this.model.muted_glyph;null!=a&&(this.muted_glyph=this.build_glyph_view(a));var d=s(m);this.decimated_glyph=this.build_glyph_view(d),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)},t.prototype.build_glyph_view=function(e){return new e.default_view({model:e,parent:this})},t.prototype.connect_signals=function(){var t=this;e.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return t.request_render()}),this.connect(this.model.glyph.change,function(){return t.set_data()}),this.connect(this.model.data_source.change,function(){return t.set_data()}),this.connect(this.model.data_source.streaming,function(){return t.set_data()}),this.connect(this.model.data_source.patching,function(e){return t.set_data(!0,e)}),this.connect(this.model.data_source.selected.change,function(){return t.request_render()}),this.connect(this.model.data_source._select,function(){return t.request_render()}),null!=this.hover_glyph&&this.connect(this.model.data_source.inspect,function(){return t.request_render()}),this.connect(this.model.properties.view.change,function(){return t.set_data()}),this.connect(this.model.view.change,function(){return t.set_data()}),this.connect(this.model.properties.visible.change,function(){return t.plot_view.update_dataranges()});var i=this.plot_view.frame,n=i.x_ranges,l=i.y_ranges;for(var s in n){(h=n[s])instanceof g.FactorRange&&this.connect(h.change,function(){return t.set_data()})}for(var s in l){var h;(h=l[s])instanceof g.FactorRange&&this.connect(h.change,function(){return t.set_data()})}this.connect(this.model.glyph.transformchange,function(){return t.set_data()})},t.prototype.have_selection_glyphs=function(){return null!=this.selection_glyph&&null!=this.nonselection_glyph},t.prototype.set_data=function(e,t){void 0===e&&(e=!0),void 0===t&&(t=null);var i=Date.now(),n=this.model.data_source;this.all_indices=this.model.view.indices,this.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0}),this.glyph.set_data(n,this.all_indices,t),this.glyph.set_visuals(n),this.decimated_glyph.set_visuals(n),this.have_selection_glyphs()&&(this.selection_glyph.set_visuals(n),this.nonselection_glyph.set_visuals(n)),null!=this.hover_glyph&&this.hover_glyph.set_visuals(n),null!=this.muted_glyph&&this.muted_glyph.set_visuals(n);var l=this.plot_model.lod_factor;this.decimated=[];for(var s=0,h=Math.floor(this.all_indices.length/l);s0?w[\"1d\"].indices:_.map(Object.keys(w[\"2d\"].indices),function(e){return parseInt(e)})),x=_.filter(a,function(t){return b.has(e.all_indices[t])}),D=this.plot_model.lod_threshold;null!=this.model.document&&this.model.document.interactive_duration()>0&&!i&&null!=D&&this.all_indices.length>D?(a=this.decimated,m=this.decimated_glyph,v=this.decimated_glyph,f=this.selection_glyph):(m=this.model.muted&&null!=this.muted_glyph?this.muted_glyph:this.glyph,v=this.nonselection_glyph,f=this.selection_glyph),null!=this.hover_glyph&&x.length&&(a=p.difference(a,x));var R,V=null;if(g.length&&this.have_selection_glyphs()){for(var G=Date.now(),A={},I=0,q=g;I1&&(t.stroke(),r=!1)}r?t.lineTo(n[l],s[l]):(t.beginPath(),t.moveTo(n[l],s[l]),r=!0),_=l}r&&t.stroke()},e.prototype._hit_point=function(t){for(var e=this,i=_.create_empty_hit_test_result(),n={x:t.sx,y:t.sy},s=9999,r=Math.max(2,this.visuals.line.line_width.value()/2),o=0,h=this.sx.length-1;o0){this.index=new e(n.length);for(var t=0,i=n;to&&(e=(t=[o,e])[0],o=t[1]),r>a&&(r=(i=[a,r])[0],a=i[1]),{x0:e,y0:r,x1:o,y1:a}},Object.defineProperty(n.prototype,\"bbox\",{get:function(){if(null==this.index)return r.empty();var n=this.index;return{x0:n.minX,y0:n.minY,x1:n.maxX,y1:n.maxY}},enumerable:!0,configurable:!0}),n.prototype.search=function(n){var t=this;if(null==this.index)return[];var i=this._normalize(n),e=i.x0,r=i.y0,o=i.x1,a=i.y1;return this.index.search(e,r,o,a).map(function(n){return t.points[n]})},n.prototype.indices=function(n){return this.search(n).map(function(n){return n.i})},n}();i.SpatialIndex=o,o.__name__=\"SpatialIndex\"},\n", " function _(t,s,i){var e,h;e=this,h=function(){\"use strict\";var t=function(){this.ids=[],this.values=[],this.length=0};t.prototype.clear=function(){this.length=this.ids.length=this.values.length=0},t.prototype.push=function(t,s){this.ids.push(t),this.values.push(s);for(var i=this.length++;i>0;){var e=i-1>>1,h=this.values[e];if(s>=h)break;this.ids[i]=this.ids[e],this.values[i]=h,i=e}this.ids[i]=t,this.values[i]=s},t.prototype.pop=function(){if(0!==this.length){var t=this.ids[0];if(this.length--,this.length>0){for(var s=this.ids[0]=this.ids[this.length],i=this.values[0]=this.values[this.length],e=this.length>>1,h=0;h=i)break;this.ids[h]=o,this.values[h]=a,h=r}this.ids[h]=s,this.values[h]=i}return this.ids.pop(),this.values.pop(),t}},t.prototype.peek=function(){return this.ids[0]},t.prototype.peekValue=function(){return this.values[0]};var s=[Int8Array,Uint8Array,Uint8ClampedArray,Int16Array,Uint16Array,Int32Array,Uint32Array,Float32Array,Float64Array],i=function(i,e,h,r){if(void 0===e&&(e=16),void 0===h&&(h=Float64Array),void 0===i)throw new Error(\"Missing required argument: numItems.\");if(isNaN(i)||i<=0)throw new Error(\"Unpexpected numItems value: \"+i+\".\");this.numItems=+i,this.nodeSize=Math.min(Math.max(+e,2),65535);var n=i,o=n;this._levelBounds=[4*n];do{o+=n=Math.ceil(n/this.nodeSize),this._levelBounds.push(4*o)}while(1!==n);this.ArrayType=h||Float64Array,this.IndexArrayType=o<16384?Uint16Array:Uint32Array;var a=s.indexOf(this.ArrayType),u=4*o*this.ArrayType.BYTES_PER_ELEMENT;if(a<0)throw new Error(\"Unexpected typed array class: \"+h+\".\");r&&r instanceof ArrayBuffer?(this.data=r,this._boxes=new this.ArrayType(this.data,8,4*o),this._indices=new this.IndexArrayType(this.data,8+u,o),this._pos=4*o,this.minX=this._boxes[this._pos-4],this.minY=this._boxes[this._pos-3],this.maxX=this._boxes[this._pos-2],this.maxY=this._boxes[this._pos-1]):(this.data=new ArrayBuffer(8+u+o*this.IndexArrayType.BYTES_PER_ELEMENT),this._boxes=new this.ArrayType(this.data,8,4*o),this._indices=new this.IndexArrayType(this.data,8+u,o),this._pos=0,this.minX=1/0,this.minY=1/0,this.maxX=-1/0,this.maxY=-1/0,new Uint8Array(this.data,0,2).set([251,48+a]),new Uint16Array(this.data,2,1)[0]=e,new Uint32Array(this.data,4,1)[0]=i),this._queue=new t};function e(t,s,i){return t>1;s[h]>t?e=h:i=h+1}return s[i]}function r(t,s,i,e,h){var r=t[e];t[e]=t[h],t[h]=r;var n=4*e,o=4*h,a=s[n],u=s[n+1],p=s[n+2],d=s[n+3];s[n]=s[o],s[n+1]=s[o+1],s[n+2]=s[o+2],s[n+3]=s[o+3],s[o]=a,s[o+1]=u,s[o+2]=p,s[o+3]=d;var _=i[e];i[e]=i[h],i[h]=_}function n(t,s){var i=t^s,e=65535^i,h=65535^(t|s),r=t&(65535^s),n=i|e>>1,o=i>>1^i,a=h>>1^e&r>>1^h,u=i&h>>1^r>>1^r;o=(i=n)&(e=o)>>2^e&(i^e)>>2,a^=i&(h=a)>>2^e&(r=u)>>2,u^=e&h>>2^(i^e)&r>>2,o=(i=n=i&i>>2^e&e>>2)&(e=o)>>4^e&(i^e)>>4,a^=i&(h=a)>>4^e&(r=u)>>4,u^=e&h>>4^(i^e)&r>>4,a^=(i=n=i&i>>4^e&e>>4)&(h=a)>>8^(e=o)&(r=u)>>8;var p=t^s,d=(e=(u^=e&h>>8^(i^e)&r>>8)^u>>1)|65535^(p|(i=a^a>>1));return((d=1431655765&((d=858993459&((d=252645135&((d=16711935&(d|d<<8))|d<<4))|d<<2))|d<<1))<<1|(p=1431655765&((p=858993459&((p=252645135&((p=16711935&(p|p<<8))|p<<4))|p<<2))|p<<1)))>>>0}return i.from=function(t){if(!(t instanceof ArrayBuffer))throw new Error(\"Data must be an instance of ArrayBuffer.\");var e=new Uint8Array(t,0,2),h=e[0],r=e[1];if(251!==h)throw new Error(\"Data does not appear to be in a Flatbush format.\");if(r>>4!=3)throw new Error(\"Got v\"+(r>>4)+\" data when expected v3.\");var n=new Uint16Array(t,2,1)[0],o=new Uint32Array(t,4,1)[0];return new i(o,n,s[15&r],t)},i.prototype.add=function(t,s,i,e){var h=this._pos>>2;this._indices[h]=h,this._boxes[this._pos++]=t,this._boxes[this._pos++]=s,this._boxes[this._pos++]=i,this._boxes[this._pos++]=e,tthis.maxX&&(this.maxX=i),e>this.maxY&&(this.maxY=e)},i.prototype.finish=function(){if(this._pos>>2!==this.numItems)throw new Error(\"Added \"+(this._pos>>2)+\" items when expected \"+this.numItems+\".\");for(var t=this.maxX-this.minX,s=this.maxY-this.minY,i=new Uint32Array(this.numItems),e=0;e=n)return;var o=s[h+n>>1];var a=h-1;var u=n+1;for(;;){do{a++}while(s[a]o);if(a>=u)break;r(s,i,e,a,u)}t(s,i,e,h,u);t(s,i,e,u+1,n)}(i,this._boxes,this._indices,0,this.numItems-1);for(var f=0,l=0;fm&&(m=E),I>c&&(c=I)}this._indices[this._pos>>2]=b,this._boxes[this._pos++]=x,this._boxes[this._pos++]=y,this._boxes[this._pos++]=m,this._boxes[this._pos++]=c}},i.prototype.search=function(t,s,i,e,h){if(this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");for(var r=this._boxes.length-4,n=this._levelBounds.length-1,o=[],a=[];void 0!==r;){for(var u=Math.min(r+4*this.nodeSize,this._levelBounds[n]),p=r;p>2];ithis._boxes[p+2]||s>this._boxes[p+3]||(r<4*this.numItems?(void 0===h||h(d))&&a.push(d):(o.push(d),o.push(n-1))))}n=o.pop(),r=o.pop()}return a},i.prototype.neighbors=function(t,s,i,r,n){if(void 0===i&&(i=1/0),void 0===r&&(r=1/0),this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");for(var o=this._boxes.length-4,a=this._queue,u=[],p=r*r;void 0!==o;){for(var d=Math.min(o+4*this.nodeSize,h(o,this._levelBounds)),_=o;_>2],l=e(t,this._boxes[_],this._boxes[_+2]),v=e(s,this._boxes[_+1],this._boxes[_+3]),x=l*l+v*v;o<4*this.numItems?(void 0===n||n(f))&&a.push(-f-1,x):a.push(f,x)}for(;a.length&&a.peek()<0;){if(a.peekValue()>p)return a.clear(),u;if(u.push(-a.pop()-1),u.length===i)return a.clear(),u}o=a.pop()}return a.clear(),u},i},\"object\"==typeof i&&void 0!==s?s.exports=h():\"function\"==typeof define&&define.amd?define(h):(e=e||self).Flatbush=h()},\n", " function _(t,e,r){var i=Math.min,n=Math.max;r.empty=function(){return{x0:1/0,y0:1/0,x1:-1/0,y1:-1/0}},r.positive_x=function(){return{x0:Number.MIN_VALUE,y0:-1/0,x1:1/0,y1:1/0}},r.positive_y=function(){return{x0:-1/0,y0:Number.MIN_VALUE,x1:1/0,y1:1/0}},r.union=function(t,e){return{x0:i(t.x0,e.x0),x1:n(t.x1,e.x1),y0:i(t.y0,e.y0),y1:n(t.y1,e.y1)}};var o=function(){function t(t){if(null==t)this.x0=0,this.y0=0,this.x1=0,this.y1=0;else if(\"x0\"in t){var e=t.x0,r=t.y0,i=t.x1,n=t.y1;if(!(e<=i&&r<=n))throw new Error(\"invalid bbox {x0: \"+e+\", y0: \"+r+\", x1: \"+i+\", y1: \"+n+\"}\");this.x0=e,this.y0=r,this.x1=i,this.y1=n}else if(\"x\"in t){var o=t.x,h=t.y,u=t.width,y=t.height;if(!(u>=0&&y>=0))throw new Error(\"invalid bbox {x: \"+o+\", y: \"+h+\", width: \"+u+\", height: \"+y+\"}\");this.x0=o,this.y0=h,this.x1=o+u,this.y1=h+y}else{var f=void 0,s=void 0,c=void 0,p=void 0;if(\"width\"in t)if(\"left\"in t)s=(f=t.left)+t.width;else if(\"right\"in t)f=(s=t.right)-t.width;else{var b=t.width/2;f=t.hcenter-b,s=t.hcenter+b}else f=t.left,s=t.right;if(\"height\"in t)if(\"top\"in t)p=(c=t.top)+t.height;else if(\"bottom\"in t)c=(p=t.bottom)-t.height;else{var a=t.height/2;c=t.vcenter-a,p=t.vcenter+a}else c=t.top,p=t.bottom;if(!(f<=s&&c<=p))throw new Error(\"invalid bbox {left: \"+f+\", top: \"+c+\", right: \"+s+\", bottom: \"+p+\"}\");this.x0=f,this.y0=c,this.x1=s,this.y1=p}}return t.prototype.toString=function(){return\"BBox({left: \"+this.left+\", top: \"+this.top+\", width: \"+this.width+\", height: \"+this.height+\"})\"},Object.defineProperty(t.prototype,\"left\",{get:function(){return this.x0},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"top\",{get:function(){return this.y0},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"right\",{get:function(){return this.x1},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"bottom\",{get:function(){return this.y1},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"p0\",{get:function(){return[this.x0,this.y0]},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"p1\",{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.y0},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}),Object.defineProperty(t.prototype,\"rect\",{get:function(){return{x0:this.x0,y0:this.y0,x1:this.x1,y1:this.y1}},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"box\",{get:function(){return{x:this.x,y:this.y,width:this.width,height:this.height}},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"h_range\",{get:function(){return{start:this.x0,end:this.x1}},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"v_range\",{get:function(){return{start:this.y0,end:this.y1}},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"ranges\",{get:function(){return[this.h_range,this.v_range]},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"aspect\",{get:function(){return this.width/this.height},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"hcenter\",{get:function(){return(this.left+this.right)/2},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"vcenter\",{get:function(){return(this.top+this.bottom)/2},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.clip=function(t,e){return tthis.x1&&(t=this.x1),ethis.y1&&(e=this.y1),[t,e]},t.prototype.union=function(e){return new t({x0:i(this.x0,e.x0),y0:i(this.y0,e.y0),x1:n(this.x1,e.x1),y1:n(this.y1,e.y1)})},t.prototype.equals=function(t){return this.x0==t.x0&&this.y0==t.y0&&this.x1==t.x1&&this.y1==t.y1},Object.defineProperty(t.prototype,\"xview\",{get:function(){var t=this;return{compute:function(e){return t.left+e},v_compute:function(e){for(var r=new Float64Array(e.length),i=t.left,n=0;nt.x1&&(t.x1=n.x1)}for(var r=0,s=this.index.search(o.positive_y());rt.y1&&(t.y1=a.y1)}return this._bounds(t)},i.prototype.get_anchor_point=function(t,e,i){var n=i[0],r=i[1];switch(t){case\"center\":return{x:this.scenterx(e,n,r),y:this.scentery(e,n,r)};default:return null}},i.prototype.sdist=function(t,e,i,n,r){var s,o;void 0===n&&(n=\"edge\"),void 0===r&&(r=!1);var a=e.length;if(\"center\"==n){var h=c.map(i,function(t){return t/2});s=new Float64Array(a);for(var _=0;_1?r:{x:n.x+i*(r.x-n.x),y:n.y+i*(r.y-n.y)})}r.point_in_poly=function(t,n,r,e){for(var i=!1,o=r[r.length-1],u=e[e.length-1],a=0;a0&&_<1&&h>0&&h<1,x:t+_*(r-t),y:n+_*(e-n)}}},\n", " function _(t,n,r){var e=t(113),i=t(185),a=t(121),s=t(114),o=t(110),p=t(109);function u(t,n,r){void 0===r&&(r=0);for(var e={},i=0;ithis.end},enumerable:!0,configurable:!0}),n}(a.Model);e.Range=r,r.__name__=\"Range\",r.init_Range()},\n", " function _(e,t,i){var n=e(183);i.generic_line_legend=function(e,t,i,n){var r=i.x0,a=i.x1,l=i.y0,c=i.y1;t.save(),t.beginPath(),t.moveTo(r,(l+c)/2),t.lineTo(a,(l+c)/2),e.line.doit&&(e.line.set_vectorize(t,n),t.stroke()),t.restore()},i.generic_area_legend=function(e,t,i,n){var r=i.x0,a=i.x1,l=i.y0,c=i.y1,o=.1*Math.abs(a-r),s=.1*Math.abs(c-l),_=r+o,v=a-o,h=l+s,x=c-s;e.fill.doit&&(e.fill.set_vectorize(t,n),t.fillRect(_,h,v-_,x-h)),null!=e.hatch&&e.hatch.doit&&(e.hatch.set_vectorize(t,n),t.fillRect(_,h,v-_,x-h)),e.line&&e.line.doit&&(t.beginPath(),t.rect(_,h,v-_,x-h),e.line.set_vectorize(t,n),t.stroke())},i.line_interpolation=function(e,t,i,r,a,l){var c,o,s,_,v,h,x,y,f,d,g=t.sx,m=t.sy;\"point\"==t.type?(f=(c=e.yscale.r_invert(m-1,m+1))[0],d=c[1],x=(o=e.xscale.r_invert(g-1,g+1))[0],y=o[1]):\"v\"==t.direction?(f=(s=e.yscale.r_invert(m,m))[0],d=s[1],x=(_=[Math.min(i-1,a-1),Math.max(i+1,a+1)])[0],y=_[1]):(x=(v=e.xscale.r_invert(g,g))[0],y=v[1],f=(h=[Math.min(r-1,l-1),Math.max(r+1,l+1)])[0],d=h[1]);var u=n.check_2_segments_intersect(x,f,y,d,i,r,a,l);return[u.x,u.y]}},\n", " function _(t,i,e){var n=t(113),s=t(178),l=t(186),o=t(183),r=function(t){function i(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(i,t),i.prototype._inner_loop=function(t,i,e,n,s){for(var l=0,o=i;l=0;s--)t.lineTo(i[s],n[s]);t.closePath(),r.call(t)},e.prototype._render=function(t,e,i){var n=this,r=i.sx1,s=i.sx2,o=i.sy;this.visuals.fill.doit&&(this.visuals.fill.set_value(t),this._inner(t,r,s,o,t.fill)),this.visuals.hatch.doit2(t,0,function(){return n._inner(t,r,s,o,t.fill)},function(){return n.renderer.request_render()})},e.prototype._hit_point=function(t){for(var e=this,i=o.create_empty_hit_test_result(),n=this.sy.length,r=new Float64Array(2*n),s=new Float64Array(2*n),a=0,h=n;a=0;s--)t.lineTo(e[s],n[s]);t.closePath(),r.call(t)},e.prototype._render=function(t,e,i){var n=this,r=i.sx,s=i.sy1,o=i.sy2;this.visuals.fill.doit&&(this.visuals.fill.set_value(t),this._inner(t,r,s,o,t.fill)),this.visuals.hatch.doit2(t,0,function(){return n._inner(t,r,s,o,t.fill)},function(){return n.renderer.request_render()})},e.prototype.scenterx=function(t){return this.sx[t]},e.prototype.scentery=function(t){return(this.sy1[t]+this.sy2[t])/2},e.prototype._hit_point=function(t){for(var e=this,i=o.create_empty_hit_test_result(),n=this.sx.length,r=new Float64Array(2*n),s=new Float64Array(2*n),a=0,h=n;a0?this.indices=r.intersection.apply(this,n):this.source instanceof u.ColumnarDataSource&&(this.indices=this.source.get_indices()),this.indices_map_to_subset()},n.prototype.indices_map_to_subset=function(){this.indices_map={};for(var i=0;i0){for(var l=n[0],o=0,_=n;o<_.length;o++){var s=_[o];l.update_through_intersection(s)}return l}return null},e}(u);n.IntersectRenderers=i,i.__name__=\"IntersectRenderers\";var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(e,t),e.prototype.hit_test=function(t,e){for(var n=[],r=0,u=e;r0){for(var l=n[0],o=0,_=n;o<_.length;o++){var s=_[o];l.update_through_union(s)}return l}return null},e}(u);n.UnionRenderers=l,l.__name__=\"UnionRenderers\"},\n", " function _(r,n,t){var a=r(109),e=r(197);function i(r){for(var n=new Uint8Array(r.buffer,r.byteOffset,2*r.length),t=0,a=n.length;t=0||r.indexOf(\"Trident\")>0||r.indexOf(\"Edge\")>0,e.is_mobile=\"undefined\"!=typeof window&&(\"ontouchstart\"in window||navigator.maxTouchPoints>0),e.is_little_endian=function(){var n=new ArrayBuffer(4),i=new Uint8Array(n);new Uint32Array(n)[1]=168496141;var e=!0;return 10==i[4]&&11==i[5]&&12==i[6]&&13==i[7]&&(e=!1),e}()},\n", " function _(n,t,r){r.concat=function(n){for(var t=[],r=1;r=0;t--)e.lineTo(this._upper_sx[t],this._upper_sy[t]);e.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_value(e),e.fill()),e.beginPath(),e.moveTo(this._lower_sx[0],this._lower_sy[0]);for(t=0,i=this._lower_sx.length;tthis.sleft&&tthis.stop&&is||(d[r].push(h[p]),d[a].push(0));for(p=0,f=m.length;ps||(c[r].push(m[p]),c[a].push(0));var g={major:this._format_major_labels(d[r],h)},v={major:[[],[]],minor:[[],[]]};return v.major[r]=i.v_compute(d[r]),v.minor[r]=i.v_compute(c[r]),v.major[a]=d[a],v.minor[a]=c[a],\"vertical\"==this.model.orientation&&(v.major[r]=u.map(v.major[r],function(e){return t-e}),v.minor[r]=u.map(v.minor[r],function(e){return t-e})),{coords:v,labels:g}},e}(r.AnnotationView);i.ColorBarView=g,g.__name__=\"ColorBarView\";var v=function(t){function e(e){return t.call(this,e)||this}return o.__extends(e,t),e.init_ColorBar=function(){this.prototype.default_view=g,this.mixins([\"text:major_label_\",\"text:title_\",\"line:major_tick_\",\"line:minor_tick_\",\"line:border_\",\"line:bar_\",\"fill:background_\"]),this.define({location:[m.Any,\"top_right\"],orientation:[m.Orientation,\"vertical\"],title:[m.String],title_standoff:[m.Number,2],width:[m.Any,\"auto\"],height:[m.Any,\"auto\"],scale_alpha:[m.Number,1],ticker:[m.Instance,function(){return new a.BasicTicker}],formatter:[m.Instance,function(){return new n.BasicTickFormatter}],major_label_overrides:[m.Any,{}],color_mapper:[m.Instance],label_standoff:[m.Number,5],margin:[m.Number,30],padding:[m.Number,10],major_tick_in:[m.Number,5],major_tick_out:[m.Number,0],minor_tick_in:[m.Number,0],minor_tick_out:[m.Number,0]}),this.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}(r.Annotation);i.ColorBar=v,v.__name__=\"ColorBar\",v.init_ColorBar()},\n", " function _(i,n,c){var e=i(113),t=function(i){function n(n){return i.call(this,n)||this}return e.__extends(n,i),n}(i(205).AdaptiveTicker);c.BasicTicker=t,t.__name__=\"BasicTicker\"},\n", " function _(t,i,a){var e=t(113),n=t(206),s=t(110),r=t(121);var h=function(t){function i(i){return t.call(this,i)||this}return e.__extends(i,t),i.init_AdaptiveTicker=function(){this.define({base:[r.Number,10],mantissas:[r.Array,[1,2,5]],min_interval:[r.Number,0],max_interval:[r.Number]})},i.prototype.initialize=function(){t.prototype.initialize.call(this);var i=s.nth(this.mantissas,-1)/this.base,a=s.nth(this.mantissas,0)*this.base;this.extended_mantissas=e.__spreadArrays([i],this.mantissas,[a]),this.base_factor=0===this.get_min_interval()?1:this.get_min_interval()},i.prototype.get_interval=function(t,i,a){var e,n,r=i-t,h=this.get_ideal_interval(t,i,a),_=Math.floor((e=h/this.base_factor,void 0===(n=this.base)&&(n=Math.E),Math.log(e)/Math.log(n))),o=Math.pow(this.base,_)*this.base_factor,m=this.extended_mantissas,c=m.map(function(t){return Math.abs(a-r/(t*o))});return function(t,i,a){return Math.max(i,Math.min(a,t))}(m[s.argmin(c)]*o,this.get_min_interval(),this.get_max_interval())},i}(n.ContinuousTicker);a.AdaptiveTicker=h,h.__name__=\"AdaptiveTicker\",h.init_AdaptiveTicker()},\n", " function _(t,n,i){var r=t(113),e=t(207),o=t(121),u=t(110),_=t(109),s=function(t){function n(n){return t.call(this,n)||this}return r.__extends(n,t),n.init_ContinuousTicker=function(){this.define({num_minor_ticks:[o.Number,5],desired_num_ticks:[o.Number,6]})},n.prototype.get_ticks=function(t,n,i,r,e){return this.get_ticks_no_defaults(t,n,r,this.desired_num_ticks)},n.prototype.get_ticks_no_defaults=function(t,n,i,r){var e=this.get_interval(t,n,r),o=Math.floor(t/e),s=Math.ceil(n/e),a=(_.isStrictNaN(o)||_.isStrictNaN(s)?[]:u.range(o,s+1)).map(function(t){return t*e}).filter(function(i){return t<=i&&i<=n}),c=this.num_minor_ticks,l=[];if(c>0&&a.length>0){for(var f=e/c,h=u.range(0,c).map(function(t){return t*f}),m=0,p=h.slice(1);m=2&&(t=Math.abs(i[1]-i[0])/1e4);var r=!1;if(this.use_scientific)for(var n=0,o=i;nt&&(l>=this.scientific_limit_high||l<=this.scientific_limit_low)){r=!0;break}}var s=new Array(i.length),f=this.precision;if(null==f||a.isNumber(f))if(r)for(var h=0,_=i.length;h<_;h++)s[h]=i[h].toExponential(f||void 0);else for(h=0,_=i.length;h<_;h++)s[h]=i[h].toFixed(f||void 0).replace(/(\\.[0-9]*?)0+$/,\"$1\").replace(/\\.$/,\"\");else for(var p=this.last_precision,u=this.last_precision<=15;u?p<=15:p>=15;u?p++:p--){var m=!0;if(r){for(h=0,_=i.length;h<_;h++)if(s[h]=i[h].toExponential(p),h>0&&s[h]===s[h-1]){m=!1;break}if(m)break}else{for(h=0,_=i.length;h<_;h++)if(s[h]=i[h].toFixed(p).replace(/(\\.[0-9]*?)0+$/,\"$1\").replace(/\\.$/,\"\"),h>0&&s[h]==s[h-1]){m=!1;break}if(m)break}if(m){this.last_precision=p;break}}return s},e}(n.TickFormatter);t.BasicTickFormatter=c,c.__name__=\"BasicTickFormatter\",c.init_BasicTickFormatter()},\n", " function _(t,n,r){var e=t(113),i=function(t){function n(n){return t.call(this,n)||this}return e.__extends(n,t),n}(t(166).Model);r.TickFormatter=i,i.__name__=\"TickFormatter\"},\n", " function _(o,n,l){var r=o(113),t=o(211),i=o(114),e=function(o){function n(n){return o.call(this,n)||this}return r.__extends(n,o),n.prototype._v_compute=function(o,n,l,r){for(var t=r.nan_color,e=r.low_color,h=r.high_color,a=null!=this.low?this.low:i.min(o),u=null!=this.high?this.high:i.max(o),_=l.length-1,s=1/(u-a),c=1/l.length,p=0,f=o.length;p_?null!=h?h:l[_]:l[m]}else n[p]=l[_]}},n}(t.ContinuousColorMapper);l.LinearColorMapper=e,e.__name__=\"LinearColorMapper\"},\n", " function _(o,r,i){var l=o(113),n=o(212),t=o(121),u=function(o){function r(r){return o.call(this,r)||this}return l.__extends(r,o),r.init_ContinuousColorMapper=function(){this.define({high:[t.Number],low:[t.Number],high_color:[t.Color],low_color:[t.Color]})},r.prototype._colors=function(r){return Object.assign(Object.assign({},o.prototype._colors.call(this,r)),{low_color:null!=this.low_color?r(this.low_color):void 0,high_color:null!=this.high_color?r(this.high_color):void 0})},r}(n.ColorMapper);i.ContinuousColorMapper=u,u.__name__=\"ContinuousColorMapper\",u.init_ContinuousColorMapper()},\n", " function _(t,r,n){var e=t(113),o=t(213),i=t(121),a=t(109),u=t(123),_=t(197);function c(t){return a.isNumber(t)?t:(\"#\"!=t[0]&&(t=u.color2hex(t)),9!=t.length&&(t+=\"ff\"),parseInt(t.slice(1),16))}function l(t){for(var r=new Uint32Array(t.length),n=0,e=t.length;nr.x?-1:t.x==r.x?0:1}):o.sort(function(t,r){return t.xthis._x_sorted[this._x_sorted.length-1])return NaN}else{if(tthis._x_sorted[this._x_sorted.length-1])return this._y_sorted[this._y_sorted.length-1]}if(t==this._x_sorted[0])return this._y_sorted[0];var r=s.find_last_index(this._x_sorted,function(r){return rthis._x_sorted[this._x_sorted.length-1])return NaN}else{if(tthis._x_sorted[this._x_sorted.length-1])return this._y_sorted[this._y_sorted.length-1]}var e;switch(this.mode){case\"after\":e=s.find_last_index(this._x_sorted,function(e){return t>=e});break;case\"before\":e=s.find_index(this._x_sorted,function(e){return t<=e});break;case\"center\":var r=this._x_sorted.map(function(e){return Math.abs(e-t)}),n=s.min(r);e=s.find_index(r,function(t){return n===t});break;default:throw new Error(\"unknown mode: \"+this.mode)}return-1!=e?this._y_sorted[e]:NaN},e}(i.Interpolator);r.StepInterpolator=_,_.__name__=\"StepInterpolator\",_.init_StepInterpolator()},\n", " function _(t,e,a){var r=t(113),o=function(t){function e(e){return t.call(this,e)||this}return r.__extends(e,t),e.prototype.compute=function(t){var e,a=this._compute_state(),r=a[0],o=a[1],n=a[2],i=a[3];if(0==n)e=0;else{var h=(Math.log(t)-i)/n;e=isFinite(h)?h*r+o:NaN}return e},e.prototype.v_compute=function(t){var e=this._compute_state(),a=e[0],r=e[1],o=e[2],n=e[3],i=new Float64Array(t.length);if(0==o)for(var h=0;h0?(this.el.style.top=y+\"px\",this.el.style.left=b+\"px\"):l.undisplay(this.el)}},e}(o.AnnotationView);i.TooltipView=c,c.__name__=\"TooltipView\";var d=function(t){function e(e){return t.call(this,e)||this}return s.__extends(e,t),e.init_Tooltip=function(){this.prototype.default_view=c,this.define({attachment:[a.TooltipAttachment,\"horizontal\"],inner_only:[a.Boolean,!0],show_arrow:[a.Boolean,!0]}),this.override({level:\"overlay\"}),this.internal({data:[a.Any,[]],custom:[a.Any]})},e.prototype.clear=function(){this.data=[]},e.prototype.add=function(t,e,i){this.data=this.data.concat([[t,e,i]])},e}(o.Annotation);i.Tooltip=d,d.__name__=\"Tooltip\",d.init_Tooltip()},\n", " function _(o,t,n){o(164),o(163).styles.append('.bk-root {\\n /* Same border color used everywhere */\\n /* Gray of icons */\\n}\\n.bk-root .bk-tooltip {\\n font-weight: 300;\\n font-size: 12px;\\n position: absolute;\\n padding: 5px;\\n border: 1px solid #e5e5e5;\\n color: #2f2f2f;\\n background-color: white;\\n pointer-events: none;\\n opacity: 0.95;\\n z-index: 100;\\n}\\n.bk-root .bk-tooltip > div:not(:first-child) {\\n /* gives space when multiple elements are being hovered over */\\n margin-top: 5px;\\n border-top: #e5e5e5 1px dashed;\\n}\\n.bk-root .bk-tooltip.bk-left.bk-tooltip-arrow::before {\\n position: absolute;\\n margin: -7px 0 0 0;\\n top: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 7px 0 7px 0;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n left: -10px;\\n border-right-width: 10px;\\n border-right-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-left::before {\\n left: -10px;\\n border-right-width: 10px;\\n border-right-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-right.bk-tooltip-arrow::after {\\n position: absolute;\\n margin: -7px 0 0 0;\\n top: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 7px 0 7px 0;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n right: -10px;\\n border-left-width: 10px;\\n border-left-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-right::after {\\n right: -10px;\\n border-left-width: 10px;\\n border-left-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-above::before {\\n position: absolute;\\n margin: 0 0 0 -7px;\\n left: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 0 7px 0 7px;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n top: -10px;\\n border-bottom-width: 10px;\\n border-bottom-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-below::after {\\n position: absolute;\\n margin: 0 0 0 -7px;\\n left: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 0 7px 0 7px;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n bottom: -10px;\\n border-top-width: 10px;\\n border-top-color: #909599;\\n}\\n.bk-root .bk-tooltip-row-label {\\n text-align: right;\\n color: #26aae1;\\n /* blue from toolbar highlighting */\\n}\\n.bk-root .bk-tooltip-row-value {\\n color: default;\\n /* seems to be necessary for notebook */\\n}\\n.bk-root .bk-tooltip-color-block {\\n width: 12px;\\n height: 12px;\\n margin-left: 5px;\\n margin-right: 5px;\\n outline: #dddddd solid 1px;\\n display: inline-block;\\n}\\n'),n.bk_tooltip=\"bk-tooltip\",n.bk_tooltip_arrow=\"bk-tooltip-arrow\",n.bk_tooltip_custom=\"bk-tooltip-custom\",n.bk_tooltip_row_label=\"bk-tooltip-row-label\",n.bk_tooltip_row_value=\"bk-tooltip-row-value\",n.bk_tooltip_color_block=\"bk-tooltip-color-block\"},\n", " function _(b,e,k){b(163).styles.append(\"\"),k.bk_active=\"bk-active\",k.bk_inline=\"bk-inline\",k.bk_left=\"bk-left\",k.bk_right=\"bk-right\",k.bk_above=\"bk-above\",k.bk_below=\"bk-below\",k.bk_up=\"bk-up\",k.bk_down=\"bk-down\",k.bk_side=function(b){switch(b){case\"above\":return k.bk_above;case\"below\":return k.bk_below;case\"left\":return k.bk_left;case\"right\":return k.bk_right}}},\n", " function _(e,t,i){var s=e(113),n=e(131),r=e(170),o=e(169),a=e(121),h=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return s.__extends(t,e),t.prototype.initialize=function(){e.prototype.initialize.call(this),this.set_data(this.model.source)},t.prototype.connect_signals=function(){var t=this;e.prototype.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return t.set_data(t.model.source)}),this.connect(this.model.source.patching,function(){return t.set_data(t.model.source)}),this.connect(this.model.source.change,function(){return t.set_data(t.model.source)})},t.prototype.set_data=function(t){e.prototype.set_data.call(this,t),this.visuals.warm_cache(t),this.plot_view.request_render()},t.prototype._map_data=function(){var e,t,i,s=this.plot_view.frame,n=this.model.dimension,r=s.xscales[this.model.x_range_name],o=s.yscales[this.model.y_range_name],a=\"height\"==n?o:r,h=\"height\"==n?r:o,_=\"height\"==n?s.yview:s.xview,l=\"height\"==n?s.xview:s.yview;e=\"data\"==this.model.properties.lower.units?a.v_compute(this._lower):_.v_compute(this._lower),t=\"data\"==this.model.properties.upper.units?a.v_compute(this._upper):_.v_compute(this._upper),i=\"data\"==this.model.properties.base.units?h.v_compute(this._base):l.v_compute(this._base);var u=\"height\"==n?[1,0]:[0,1],p=u[0],c=u[1],d=[e,i],m=[t,i];this._lower_sx=d[p],this._lower_sy=d[c],this._upper_sx=m[p],this._upper_sy=m[c]},t.prototype.render=function(){if(this.model.visible){this._map_data();var e=this.plot_view.canvas_view.ctx;if(this.visuals.line.doit)for(var t=0,i=this._lower_sx.length;tu&&(u=b)}return u>0&&(u+=a),u},Object.defineProperty(t.prototype,\"normals\",{get:function(){return this.panel.normals},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"dimension\",{get:function(){return this.panel.dimension},enumerable:!0,configurable:!0}),t.prototype.compute_labels=function(e){for(var t=this.model.formatter.doFormat(e,this),i=0;i_(l-c)?(a=u(h(n,o),l),r=h(u(n,o),c)):(a=h(n,o),r=u(n,o)),[a,r]}throw new Error(\"user bounds '\"+t+\"' not understood\")},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"rule_coords\",{get:function(){var e=this.dimension,t=(e+1)%2,i=this.ranges[0],a=this.computed_bounds,r=a[0],n=a[1],o=[new Array(2),new Array(2)];return o[e][0]=Math.max(r,i.min),o[e][1]=Math.min(n,i.max),o[e][0]>o[e][1]&&(o[e][0]=o[e][1]=NaN),o[t][0]=this.loc,o[t][1]=this.loc,o},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"tick_coords\",{get:function(){for(var e=this.dimension,t=(e+1)%2,i=this.ranges[0],a=this.computed_bounds,r=a[0],n=a[1],o=this.model.ticker.get_ticks(r,n,i,this.loc,{}),s=o.major,l=o.minor,_=[[],[]],h=[[],[]],u=[i.min,i.max],c=u[0],d=u[1],m=0;md||(_[e].push(s[m]),_[t].push(this.loc));for(m=0;md||(h[e].push(l[m]),h[t].push(this.loc));return{major:_,minor:h}},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"loc\",{get:function(){var e=this.model.fixed_location;if(null!=e){if(s.isNumber(e))return e;var t=this.ranges[1];if(t instanceof l.FactorRange)return t.synthetic(e);throw new Error(\"unexpected\")}var i=this.ranges[1];switch(this.panel.side){case\"left\":case\"below\":return i.start;case\"right\":case\"above\":return i.end}},enumerable:!0,configurable:!0}),t.prototype.serializable_state=function(){return Object.assign(Object.assign({},e.prototype.serializable_state.call(this)),{bbox:this.layout.bbox.box})},t}(r.GuideRendererView);i.AxisView=c,c.__name__=\"AxisView\";var d=function(e){function t(t){return e.call(this,t)||this}return a.__extends(t,e),t.init_Axis=function(){this.prototype.default_view=c,this.mixins([\"line:axis_\",\"line:major_tick_\",\"line:minor_tick_\",\"text:major_label_\",\"text:axis_label_\"]),this.define({bounds:[n.Any,\"auto\"],ticker:[n.Instance],formatter:[n.Instance],x_range_name:[n.String,\"default\"],y_range_name:[n.String,\"default\"],axis_label:[n.String,\"\"],axis_label_standoff:[n.Int,5],major_label_standoff:[n.Int,5],major_label_orientation:[n.Any,\"horizontal\"],major_label_overrides:[n.Any,{}],major_tick_in:[n.Number,2],major_tick_out:[n.Number,6],minor_tick_in:[n.Number,0],minor_tick_out:[n.Number,4],fixed_location:[n.Any,null]}),this.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\"})},t}(r.GuideRenderer);i.Axis=d,d.__name__=\"Axis\",d.init_Axis()},\n", " function _(e,n,r){var i=e(113),t=e(160),d=function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(n,e),n}(t.RendererView);r.GuideRendererView=d,d.__name__=\"GuideRendererView\";var u=function(e){function n(n){return e.call(this,n)||this}return i.__extends(n,e),n.init_GuideRenderer=function(){this.override({level:\"overlay\"})},n}(t.Renderer);r.GuideRenderer=u,u.__name__=\"GuideRenderer\",u.init_GuideRenderer()},\n", " function _(t,o,e){var i=t(113),r=t(243),s=t(246),a=t(247),n=t(121),l=function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(o,t),o.prototype._render=function(t,o,e){this._draw_group_separators(t,o,e)},o.prototype._draw_group_separators=function(t,o,e){var i,r=this.ranges[0],s=this.computed_bounds,a=s[0],n=s[1];if(r.tops&&!(r.tops.length<2)&&this.visuals.separator_line.doit){for(var l=this.dimension,_=(l+1)%2,u=[[],[]],p=0,h=0;ha&&f1&&(l.tops[o]=n.tops,l.tops[e]=n.tops.map(function(o){return t.loc})),l},enumerable:!0,configurable:!0}),o}(r.AxisView);e.CategoricalAxisView=l,l.__name__=\"CategoricalAxisView\";var _=function(t){function o(o){return t.call(this,o)||this}return i.__extends(o,t),o.init_CategoricalAxis=function(){this.prototype.default_view=l,this.mixins([\"line:separator_\",\"text:group_\",\"text:subgroup_\"]),this.define({group_label_orientation:[n.Any,\"parallel\"],subgroup_label_orientation:[n.Any,\"parallel\"]}),this.override({ticker:function(){return new s.CategoricalTicker},formatter:function(){return new a.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\"})},o}(r.Axis);e.CategoricalAxis=_,_.__name__=\"CategoricalAxis\",_.init_CategoricalAxis()},\n", " function _(t,c,r){var e=t(113),o=function(t){function c(c){return t.call(this,c)||this}return 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n(s,this)},r.prototype.setLineDash=function(t){t&&t.length>0?this.lineDash=t.join(\",\"):this.lineDash=null},r.prototype.drawFocusRing=function(){},r.prototype.createImageData=function(){},r.prototype.getImageData=function(){},r.prototype.putImageData=function(){},r.prototype.globalCompositeOperation=function(){},r.prototype.setTransform=function(){},\"object\"==typeof window&&(window.C2S=r),\"object\"==typeof e&&\"object\"==typeof e.exports&&(e.exports=r)}()},\n", " function _(e,t,a){var r=e(113),n=e(279),s=e(215),i=e(224),_=e(225),o=e(280),c=e(184),g=function(e){function t(t,a,r,n,s,i){void 0===s&&(s={}),void 0===i&&(i={});var _=e.call(this)||this;return _.x_scale=t,_.y_scale=a,_.x_range=r,_.y_range=n,_.extra_x_ranges=s,_.extra_y_ranges=i,_._configure_scales(),_}return r.__extends(t,e),t.prototype.map_to_screen=function(e,t,a,r){return void 0===a&&(a=\"default\"),void 0===r&&(r=\"default\"),[this.xscales[a].v_compute(e),this.yscales[r].v_compute(t)]},t.prototype._get_ranges=function(e,t){var a={};if(a.default=e,null!=t)for(var r in t)a[r]=t[r];return a},t.prototype._get_scales=function(e,t,a){var r={};for(var g in t){var l=t[g];if(l instanceof o.DataRange1d||l instanceof _.Range1d){if(!(e instanceof i.LogScale||e instanceof s.LinearScale))throw new Error(\"Range \"+l.type+\" is incompatible is Scale \"+e.type);if(e instanceof n.CategoricalScale)throw new Error(\"Range \"+l.type+\" is incompatible is Scale \"+e.type)}if(l instanceof c.FactorRange&&!(e instanceof n.CategoricalScale))throw new Error(\"Range \"+l.type+\" is incompatible is Scale \"+e.type);e instanceof i.LogScale&&l instanceof o.DataRange1d&&(l.scale_hint=\"log\");var f=e.clone();f.setv({source_range:l,target_range:a}),r[g]=f}return r},t.prototype._configure_frame_ranges=function(){this._h_target=new _.Range1d({start:this._left.value,end:this._right.value}),this._v_target=new _.Range1d({start:this._bottom.value,end:this._top.value})},t.prototype._configure_scales=function(){this._configure_frame_ranges(),this._x_ranges=this._get_ranges(this.x_range,this.extra_x_ranges),this._y_ranges=this._get_ranges(this.y_range,this.extra_y_ranges),this._xscales=this._get_scales(this.x_scale,this._x_ranges,this._h_target),this._yscales=this._get_scales(this.y_scale,this._y_ranges,this._v_target)},t.prototype._update_scales=function(){for(var e in this._configure_frame_ranges(),this._xscales){this._xscales[e].target_range=this._h_target}for(var e in this._yscales){this._yscales[e].target_range=this._v_target}},t.prototype._set_geometry=function(t,a){e.prototype._set_geometry.call(this,t,a),this._update_scales()},Object.defineProperty(t.prototype,\"x_ranges\",{get:function(){return this._x_ranges},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"y_ranges\",{get:function(){return this._y_ranges},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"xscales\",{get:function(){return this._xscales},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"yscales\",{get:function(){return this._yscales},enumerable:!0,configurable:!0}),t}(e(282).LayoutItem);a.CartesianFrame=g,g.__name__=\"CartesianFrame\"},\n", " function _(t,e,c){var n=t(113),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.prototype.compute=function(e){return t.prototype.compute.call(this,this.source_range.synthetic(e))},e.prototype.v_compute=function(e){return t.prototype.v_compute.call(this,this.source_range.v_synthetic(e))},e}(t(215).LinearScale);c.CategoricalScale=o,o.__name__=\"CategoricalScale\"},\n", " function _(t,i,n){var e=t(113),a=t(281),r=t(175),s=t(167),o=t(121),l=t(181),_=t(110),d=function(t){function i(i){var n=t.call(this,i)||this;return n._plot_bounds={},n.have_updated_interactively=!1,n}return e.__extends(i,t),i.init_DataRange1d=function(){this.define({start:[o.Number],end:[o.Number],range_padding:[o.Number,.1],range_padding_units:[o.PaddingUnits,\"percent\"],flipped:[o.Boolean,!1],follow:[o.StartEnd],follow_interval:[o.Number],default_span:[o.Number,2],only_visible:[o.Boolean,!1]}),this.internal({scale_hint:[o.String,\"auto\"]})},i.prototype.initialize=function(){t.prototype.initialize.call(this),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},Object.defineProperty(i.prototype,\"min\",{get:function(){return Math.min(this.start,this.end)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"max\",{get:function(){return Math.max(this.start,this.end)},enumerable:!0,configurable:!0}),i.prototype.computed_renderers=function(){var t=this.names,i=this.renderers;if(0==i.length)for(var n=0,e=this.plots;n0&&(i=i.filter(function(i){return _.includes(t,i.name)})),s.logger.debug(\"computed \"+i.length+\" renderers for DataRange1d \"+this.id);for(var o=0,l=i;ou&&(\"start\"==this.follow?a=e+h*u:\"end\"==this.follow&&(e=a-h*u)),[e,a]},i.prototype.update=function(t,i,n,e){if(!this.have_updated_interactively){var a=this.computed_renderers(),r=this._compute_plot_bounds(a,t);null!=e&&(r=this.adjust_bounds_for_aspect(r,e)),this._plot_bounds[n]=r;var s=this._compute_min_max(this._plot_bounds,i),o=s[0],l=s[1],_=this._compute_range(o,l),d=_[0],h=_[1];null!=this._initial_start&&(\"log\"==this.scale_hint?this._initial_start>0&&(d=this._initial_start):d=this._initial_start),null!=this._initial_end&&(\"log\"==this.scale_hint?this._initial_end>0&&(h=this._initial_end):h=this._initial_end);var u=[this.start,this.end],p=u[0],g=u[1];if(d!=p||h!=g){var f={};d!=p&&(f.start=d),h!=g&&(f.end=h),this.setv(f)}\"auto\"==this.bounds&&this.setv({bounds:[d,h]},{silent:!0}),this.change.emit()}},i.prototype.reset=function(){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()},i}(a.DataRange);n.DataRange1d=d,d.__name__=\"DataRange1d\",d.init_DataRange1d()},\n", " function _(n,a,e){var t=n(113),i=n(185),r=n(121),_=function(n){function a(a){return n.call(this,a)||this}return t.__extends(a,n),a.init_DataRange=function(){this.define({names:[r.Array,[]],renderers:[r.Array,[]]})},a}(i.Range);e.DataRange=_,_.__name__=\"DataRange\",_.init_DataRange()},\n", " function _(a,o,t){var r=a(283);t.Sizeable=r.Sizeable;var e=a(284);t.Layoutable=e.Layoutable,t.LayoutItem=e.LayoutItem;var n=a(285);t.HStack=n.HStack,t.VStack=n.VStack,t.AnchorLayout=n.AnchorLayout;var c=a(286);t.Grid=c.Grid,t.Row=c.Row,t.Column=c.Column;var i=a(287);t.ContentBox=i.ContentBox,t.VariadicBox=i.VariadicBox},\n", " function _(t,h,i){var e=Math.min,n=Math.max,o=function(){function t(t){void 0===t&&(t={}),this.width=null!=t.width?t.width:0,this.height=null!=t.height?t.height:0}return t.prototype.bounded_to=function(h){var i=h.width,e=h.height;return new t({width:this.width==1/0&&null!=i?i:this.width,height:this.height==1/0&&null!=e?e:this.height})},t.prototype.expanded_to=function(h){var i=h.width,e=h.height;return new t({width:i!=1/0?n(this.width,i):this.width,height:e!=1/0?n(this.height,e):this.height})},t.prototype.expand_to=function(t){var h=t.width,i=t.height;this.width=n(this.width,h),this.height=n(this.height,i)},t.prototype.narrowed_to=function(h){var i=h.width,n=h.height;return new t({width:e(this.width,i),height:e(this.height,n)})},t.prototype.narrow_to=function(t){var h=t.width,i=t.height;this.width=e(this.width,h),this.height=e(this.height,i)},t.prototype.grow_by=function(h){var i=h.left,e=h.right,n=h.top,o=h.bottom;return new t({width:this.width+i+e,height:this.height+n+o})},t.prototype.shrink_by=function(h){var i=h.left,e=h.right,o=h.top,r=h.bottom;return new t({width:n(this.width-i-e,0),height:n(this.height-o-r,0)})},t.prototype.map=function(h,i){return new t({width:h(this.width),height:(null!=i?i:h)(this.height)})},t}();i.Sizeable=o,o.__name__=\"Sizeable\"},\n", " function _(i,t,e){var h=i(113),n=i(283),r=i(181),s=Math.min,o=Math.max,g=Math.round,u=function(){function i(){this._bbox=new r.BBox,this._inner_bbox=new r.BBox;var i=this;this._top={get value(){return i.bbox.top}},this._left={get value(){return i.bbox.left}},this._width={get value(){return i.bbox.width}},this._height={get value(){return i.bbox.height}},this._right={get value(){return i.bbox.right}},this._bottom={get value(){return i.bbox.bottom}},this._hcenter={get value(){return i.bbox.hcenter}},this._vcenter={get value(){return i.bbox.vcenter}}}return Object.defineProperty(i.prototype,\"bbox\",{get:function(){return this._bbox},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"inner_bbox\",{get:function(){return this._inner_bbox},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"sizing\",{get:function(){return this._sizing},enumerable:!0,configurable:!0}),i.prototype.set_sizing=function(i){var t=i.width_policy||\"fit\",e=i.width,h=null!=i.min_width?i.min_width:0,n=null!=i.max_width?i.max_width:1/0,r=i.height_policy||\"fit\",s=i.height,o=null!=i.min_height?i.min_height:0,g=null!=i.max_height?i.max_height:1/0,u=i.aspect,a=i.margin||{top:0,right:0,bottom:0,left:0},l=!1!==i.visible,_=i.halign||\"start\",d=i.valign||\"start\";this._sizing={width_policy:t,min_width:h,width:e,max_width:n,height_policy:r,min_height:o,height:s,max_height:g,aspect:u,margin:a,visible:l,halign:_,valign:d,size:{width:e,height:s},min_size:{width:h,height:o},max_size:{width:n,height:g}},this._init()},i.prototype._init=function(){},i.prototype._set_geometry=function(i,t){this._bbox=i,this._inner_bbox=t},i.prototype.set_geometry=function(i,t){this._set_geometry(i,t||i)},i.prototype.is_width_expanding=function(){return\"max\"==this.sizing.width_policy},i.prototype.is_height_expanding=function(){return\"max\"==this.sizing.height_policy},i.prototype.apply_aspect=function(i,t){var e=t.width,h=t.height,n=this.sizing.aspect;if(null!=n){var r=this.sizing,s=r.width_policy,o=r.height_policy;if(\"fixed\"!=s&&\"fixed\"!=o)if(s==o){var u=e,a=g(e/n),l=g(h*n),_=h;Math.abs(i.width-u)+Math.abs(i.height-a)<=Math.abs(i.width-l)+Math.abs(i.height-_)?(e=u,h=a):(e=l,h=_)}else!function(i,t){var e={max:4,fit:3,min:2,fixed:1};return e[i]>e[t]}(s,o)?e=g(h*n):h=g(e/n);else\"fixed\"==s?h=g(e/n):\"fixed\"==o&&(e=g(h*n))}return{width:e,height:h}},i.prototype.measure=function(i){var t=this;if(!this.sizing.visible)return{width:0,height:0};var e=function(i){return\"fixed\"==t.sizing.width_policy&&null!=t.sizing.width?t.sizing.width:i},h=function(i){return\"fixed\"==t.sizing.height_policy&&null!=t.sizing.height?t.sizing.height:i},r=new n.Sizeable(i).shrink_by(this.sizing.margin).map(e,h),s=this._measure(r),o=this.clip_size(s),g=e(o.width),u=h(o.height),a=this.apply_aspect(r,{width:g,height:u});return Object.assign(Object.assign({},s),a)},i.prototype.compute=function(i){void 0===i&&(i={});var t=this.measure({width:null!=i.width&&this.is_width_expanding()?i.width:1/0,height:null!=i.height&&this.is_height_expanding()?i.height:1/0}),e=t.width,h=t.height,n=new r.BBox({left:0,top:0,width:e,height:h}),s=void 0;if(null!=t.inner){var o=t.inner,g=o.left,u=o.top,a=o.right,l=o.bottom;s=new r.BBox({left:g,top:u,right:e-a,bottom:h-l})}this.set_geometry(n,s)},Object.defineProperty(i.prototype,\"xview\",{get:function(){return this.bbox.xview},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"yview\",{get:function(){return this.bbox.yview},enumerable:!0,configurable:!0}),i.prototype.clip_width=function(i){return o(this.sizing.min_width,s(i,this.sizing.max_width))},i.prototype.clip_height=function(i){return o(this.sizing.min_height,s(i,this.sizing.max_height))},i.prototype.clip_size=function(i){var t=i.width,e=i.height;return{width:this.clip_width(t),height:this.clip_height(e)}},i}();e.Layoutable=u,u.__name__=\"Layoutable\";var a=function(i){function t(){return null!==i&&i.apply(this,arguments)||this}return h.__extends(t,i),t.prototype._measure=function(i){var t,e,h=this.sizing,n=h.width_policy,r=h.height_policy;if(i.width==1/0)t=null!=this.sizing.width?this.sizing.width:0;else if(\"fixed\"==n)t=null!=this.sizing.width?this.sizing.width:0;else if(\"min\"==n)t=null!=this.sizing.width?s(i.width,this.sizing.width):0;else if(\"fit\"==n)t=null!=this.sizing.width?s(i.width,this.sizing.width):i.width;else{if(\"max\"!=n)throw new Error(\"unrechable\");t=null!=this.sizing.width?o(i.width,this.sizing.width):i.width}if(i.height==1/0)e=null!=this.sizing.height?this.sizing.height:0;else if(\"fixed\"==r)e=null!=this.sizing.height?this.sizing.height:0;else if(\"min\"==r)e=null!=this.sizing.height?s(i.height,this.sizing.height):0;else if(\"fit\"==r)e=null!=this.sizing.height?s(i.height,this.sizing.height):i.height;else{if(\"max\"!=r)throw new Error(\"unrechable\");e=null!=this.sizing.height?o(i.height,this.sizing.height):i.height}return{width:t,height:e}},t}(u);e.LayoutItem=a,a.__name__=\"LayoutItem\";var l=function(i){function t(){return null!==i&&i.apply(this,arguments)||this}return h.__extends(t,i),t.prototype._measure=function(i){var t=this,e=this._content_size(),h=i.bounded_to(this.sizing.size).bounded_to(e);return{width:function(){switch(t.sizing.width_policy){case\"fixed\":return null!=t.sizing.width?t.sizing.width:e.width;case\"min\":return e.width;case\"fit\":return h.width;case\"max\":return Math.max(e.width,h.width);default:throw new Error(\"unexpected\")}}(),height:function(){switch(t.sizing.height_policy){case\"fixed\":return null!=t.sizing.height?t.sizing.height:e.height;case\"min\":return e.height;case\"fit\":return h.height;case\"max\":return Math.max(e.height,h.height);default:throw new Error(\"unexpected\")}}()}},t}(u);e.ContentLayoutable=l,l.__name__=\"ContentLayoutable\"},\n", " function _(t,e,r){var h=t(113),o=t(284),i=t(181),n=function(t){function e(){var e=t.apply(this,arguments)||this;return e.children=[],e}return h.__extends(e,t),e}(o.Layoutable);r.Stack=n,n.__name__=\"Stack\";var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return h.__extends(e,t),e.prototype._measure=function(t){for(var e=0,r=0,h=0,o=this.children;h0)for(var A=l(j.height/O.length),M=0,P=O;M0)for(var S=l(j.width/C.length),E=0,G=C;E0)for(g=0;gy?y:m,_--}}}u=\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:t.width!=1/0&&this.is_width_expanding()?t.width:f.size.width;for(var v=0,x=0;x0)for(x=0;xj?j:m,_--}}}var O=this._measure_cells(function(t,i){return{width:f.col_widths[i],height:f.row_heights[t]}}),B=O.row_heights,A=O.col_widths,M=O.size_hints;return{size:this._measure_totals(B,A),row_heights:B,col_widths:A,size_hints:M}},i.prototype._measure=function(t){return this._measure_grid(t).size},i.prototype._set_geometry=function(i,e){t.prototype._set_geometry.call(this,i,e);for(var n=this._state,r=n.nrows,o=n.ncols,s=n.rspacing,h=n.cspacing,u=this._measure_grid(i),p=u.row_heights,g=u.col_widths,_=u.size_hints,d=this._state.rows.map(function(t,i){return Object.assign(Object.assign({},t),{top:0,height:p[i],get bottom(){return this.top+this.height}})}),w=this._state.cols.map(function(t,i){return Object.assign(Object.assign({},t),{left:0,width:g[i],get right(){return this.left+this.width}})}),y=_.map(function(t,i){return Object.assign(Object.assign({},i),{outer:new a.BBox,inner:new a.BBox})}),m=0,v=this.absolute?i.top:0;m0?a.every(e,s.isBoolean)?(e.length!==n.get_length()&&r.logger.warn(\"BooleanFilter \"+this.id+\": length of booleans doesn't match data source\"),a.range(0,e.length).filter(function(n){return!0===e[n]})):(r.logger.warn(\"BooleanFilter \"+this.id+\": booleans should be array of booleans, defaulting to no filtering\"),null):(null!=e&&0==e.length?r.logger.warn(\"BooleanFilter \"+this.id+\": booleans is empty, defaulting to no filtering\"):r.logger.warn(\"BooleanFilter \"+this.id+\": booleans was not set, defaulting to no filtering\"),null)},e}(l.Filter);o.BooleanFilter=g,g.__name__=\"BooleanFilter\",g.init_BooleanFilter()},\n", " function _(t,n,e){var i=t(113),r=t(166),l=t(121),o=t(109),a=t(110),f=t(167),u=function(t){function n(n){return t.call(this,n)||this}return i.__extends(n,t),n.init_Filter=function(){this.define({filter:[l.Array,null]})},n.prototype.compute_indices=function(t){var n=this.filter;return null!=n&&n.length>=0?o.isArrayOf(n,o.isBoolean)?a.range(0,n.length).filter(function(t){return!0===n[t]}):o.isArrayOf(n,o.isInteger)?n:(f.logger.warn(\"Filter \"+this.id+\": filter should either be array of only booleans or only integers, defaulting to no filtering\"),null):(f.logger.warn(\"Filter \"+this.id+\": filter was not set to be an array, defaulting to no filtering\"),null)},n}(r.Model);e.Filter=u,u.__name__=\"Filter\",u.init_Filter()},\n", " function _(e,t,r){var i=e(113),n=e(294),s=e(121),o=e(125),u=e(127),c=function(t){function r(e){return t.call(this,e)||this}return i.__extends(r,t),r.init_CustomJSFilter=function(){this.define({args:[s.Any,{}],code:[s.String,\"\"],use_strict:[s.Boolean,!1]})},Object.defineProperty(r.prototype,\"names\",{get:function(){return o.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(r.prototype,\"values\",{get:function(){return o.values(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(r.prototype,\"func\",{get:function(){var e=this.use_strict?u.use_strict(this.code):this.code;return new(Function.bind.apply(Function,i.__spreadArrays([void 0],this.names,[\"source\",\"require\",\"exports\",e])))},enumerable:!0,configurable:!0}),r.prototype.compute_indices=function(r){return this.filter=this.func.apply(this,i.__spreadArrays(this.values,[r,e,{}])),t.prototype.compute_indices.call(this,r)},r}(n.Filter);r.CustomJSFilter=c,c.__name__=\"CustomJSFilter\",c.init_CustomJSFilter()},\n", " function _(n,i,t){var r=n(113),e=n(294),u=n(121),o=n(167),l=n(110),c=function(n){function i(i){var t=n.call(this,i)||this;return t.indices=null,t}return r.__extends(i,n),i.init_GroupFilter=function(){this.define({column_name:[u.String],group:[u.String]})},i.prototype.compute_indices=function(n){var i=this,t=n.get_column(this.column_name);return null==t?(o.logger.warn(\"group filter: groupby column not found in data source\"),null):(this.indices=l.range(0,n.get_length()||0).filter(function(n){return t[n]===i.group}),0===this.indices.length&&o.logger.warn(\"group filter: group '\"+this.group+\"' did not match any values in column '\"+this.column_name+\"'\"),this.indices)},i}(e.Filter);t.GroupFilter=c,c.__name__=\"GroupFilter\",c.init_GroupFilter()},\n", " function _(i,n,e){var t=i(113),r=i(294),l=i(121),s=i(167),d=i(109),o=i(110),u=function(i){function n(n){return i.call(this,n)||this}return t.__extends(n,i),n.init_IndexFilter=function(){this.define({indices:[l.Array,null]})},n.prototype.compute_indices=function(i){return null!=this.indices&&this.indices.length>=0?o.every(this.indices,d.isInteger)?this.indices:(s.logger.warn(\"IndexFilter \"+this.id+\": indices should be array of integers, defaulting to no filtering\"),null):(s.logger.warn(\"IndexFilter \"+this.id+\": indices was not set, defaulting to no filtering\"),null)},n}(r.Filter);e.IndexFilter=u,u.__name__=\"IndexFilter\",u.init_IndexFilter()},\n", " function _(r,t,a){var e=r(208);a.BasicTickFormatter=e.BasicTickFormatter;var c=r(247);a.CategoricalTickFormatter=c.CategoricalTickFormatter;var i=r(251);a.DatetimeTickFormatter=i.DatetimeTickFormatter;var o=r(299);a.FuncTickFormatter=o.FuncTickFormatter;var m=r(264);a.LogTickFormatter=m.LogTickFormatter;var F=r(267);a.MercatorTickFormatter=F.MercatorTickFormatter;var k=r(300);a.NumeralTickFormatter=k.NumeralTickFormatter;var T=r(301);a.PrintfTickFormatter=T.PrintfTickFormatter;var v=r(209);a.TickFormatter=v.TickFormatter},\n", " function _(t,e,r){var n=t(113),i=t(209),o=t(121),c=t(125),u=t(127),a=function(e){function r(t){return e.call(this,t)||this}return n.__extends(r,e),r.init_FuncTickFormatter=function(){this.define({args:[o.Any,{}],code:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(r.prototype,\"names\",{get:function(){return c.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(r.prototype,\"values\",{get:function(){return c.values(this.args)},enumerable:!0,configurable:!0}),r.prototype._make_func=function(){var t=this.use_strict?u.use_strict(this.code):this.code;return new(Function.bind.apply(Function,n.__spreadArrays([void 0,\"tick\",\"index\",\"ticks\"],this.names,[\"require\",\"exports\",t])))},r.prototype.doFormat=function(e,r){var i=this,o=this._make_func().bind({});return e.map(function(e,r,c){return o.apply(void 0,n.__spreadArrays([e,r,c],i.values,[t,{}]))})},r}(i.TickFormatter);r.FuncTickFormatter=a,a.__name__=\"FuncTickFormatter\",a.init_FuncTickFormatter()},\n", " function _(n,r,t){var e=n(113),o=n(255),i=n(209),a=n(121),u=function(n){function r(r){return n.call(this,r)||this}return e.__extends(r,n),r.init_NumeralTickFormatter=function(){this.define({format:[a.String,\"0,0\"],language:[a.String,\"en\"],rounding:[a.RoundingFunction,\"round\"]})},Object.defineProperty(r.prototype,\"_rounding_fn\",{get:function(){switch(this.rounding){case\"round\":case\"nearest\":return Math.round;case\"floor\":case\"rounddown\":return Math.floor;case\"ceil\":case\"roundup\":return Math.ceil}},enumerable:!0,configurable:!0}),r.prototype.doFormat=function(n,r){var t=this.format,e=this.language,i=this._rounding_fn;return n.map(function(n){return o.format(n,t,e,i)})},r}(i.TickFormatter);t.NumeralTickFormatter=u,u.__name__=\"NumeralTickFormatter\",u.init_NumeralTickFormatter()},\n", " function _(t,r,n){var i=t(113),o=t(209),e=t(253),f=t(121),a=function(t){function r(r){return t.call(this,r)||this}return i.__extends(r,t),r.init_PrintfTickFormatter=function(){this.define({format:[f.String,\"%s\"]})},r.prototype.doFormat=function(t,r){var n=this;return t.map(function(t){return e.sprintf(n.format,t)})},r}(o.TickFormatter);n.PrintfTickFormatter=a,a.__name__=\"PrintfTickFormatter\",a.init_PrintfTickFormatter()},\n", " function _(a,e,r){var v=a(303);r.AnnularWedge=v.AnnularWedge;var l=a(304);r.Annulus=l.Annulus;var t=a(305);r.Arc=t.Arc;var i=a(306);r.Bezier=i.Bezier;var n=a(307);r.Circle=n.Circle;var u=a(308);r.CenterRotatable=u.CenterRotatable;var g=a(309);r.Ellipse=g.Ellipse;var c=a(310);r.EllipseOval=c.EllipseOval;var A=a(182);r.Glyph=A.Glyph;var p=a(188);r.HArea=p.HArea;var s=a(311);r.HBar=s.HBar;var R=a(313);r.HexTile=R.HexTile;var d=a(314);r.Image=d.Image;var h=a(316);r.ImageRGBA=h.ImageRGBA;var m=a(317);r.ImageURL=m.ImageURL;var y=a(177);r.Line=y.Line;var B=a(319);r.MultiLine=B.MultiLine;var o=a(320);r.MultiPolygons=o.MultiPolygons;var G=a(321);r.Oval=G.Oval;var H=a(187);r.Patch=H.Patch;var I=a(322);r.Patches=I.Patches;var L=a(323);r.Quad=L.Quad;var P=a(324);r.Quadratic=P.Quadratic;var x=a(325);r.Ray=x.Ray;var C=a(326);r.Rect=C.Rect;var E=a(327);r.Segment=E.Segment;var M=a(328);r.Step=M.Step;var O=a(329);r.Text=O.Text;var Q=a(190);r.VArea=Q.VArea;var S=a(330);r.VBar=S.VBar;var T=a(331);r.Wedge=T.Wedge;var V=a(178);r.XYGlyph=V.XYGlyph},\n", " function _(t,e,i){var r=t(113),s=t(178),n=t(186),a=t(183),_=t(121),h=t(111),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(e,t),e.prototype._map_data=function(){\"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,this._angle=new Float32Array(this._start_angle.length);for(var t=0,e=this._start_angle.length;t=A&&v.push([m,z])}for(var S=this.model.properties.direction.value(),D=[],V=0,b=v;V=M&&v.push([m,g])}return a.create_hit_test_result_from_hits(v)},r.prototype.draw_legend_for_index=function(i,r,t){var s=r.x0,e=r.y0,a=r.x1,n=r.y1,u=t+1,_=new Array(u);_[t]=(s+a)/2;var h=new Array(u);h[t]=(e+n)/2;var o=.5*Math.min(Math.abs(a-s),Math.abs(n-e)),d=new Array(u);d[t]=.4*o;var l=new Array(u);l[t]=.8*o,this._render(i,[t],{sx:_,sy:h,sinner_radius:d,souter_radius:l})},r}(e.XYGlyphView);t.AnnulusView=_,_.__name__=\"AnnulusView\";var h=function(i){function r(r){return i.call(this,r)||this}return s.__extends(r,i),r.init_Annulus=function(){this.prototype.default_view=_,this.mixins([\"line\",\"fill\"]),this.define({inner_radius:[n.DistanceSpec],outer_radius:[n.DistanceSpec]})},r}(e.XYGlyph);t.Annulus=h,h.__name__=\"Annulus\",h.init_Annulus()},\n", " function _(i,e,t){var n=i(113),s=i(178),r=i(186),a=i(121),_=function(i){function e(){return null!==i&&i.apply(this,arguments)||this}return n.__extends(e,i),e.prototype._map_data=function(){\"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(i,e,t){var n=t.sx,s=t.sy,r=t.sradius,a=t._start_angle,_=t._end_angle;if(this.visuals.line.doit)for(var o=this.model.properties.direction.value(),c=0,l=e;c1?(p[e]=d,x[e]=d/o):(p[e]=d*o,x[e]=d),this._render(t,[e],{sx:_,sy:l,sw:p,sh:x,_angle:[0]})},i.prototype._bounds=function(t){var i=t.x0,e=t.x1,s=t.y0,h=t.y1;return{x0:i-this.max_w2,x1:e+this.max_w2,y0:s-this.max_h2,y1:h+this.max_h2}},i}(h.CenterRotatableView);e.EllipseOvalView=a,a.__name__=\"EllipseOvalView\";var n=function(t){function i(i){return t.call(this,i)||this}return s.__extends(i,t),i}(h.CenterRotatable);e.EllipseOval=n,n.__name__=\"EllipseOval\"},\n", " function _(t,i,e){var s=t(113),h=t(312),r=t(121),n=function(t){function i(){return null!==t&&t.apply(this,arguments)||this}return s.__extends(i,t),i.prototype.scenterx=function(t){return(this.sleft[t]+this.sright[t])/2},i.prototype.scentery=function(t){return this.sy[t]},i.prototype._index_data=function(){return this._index_box(this._y.length)},i.prototype._lrtb=function(t){return[Math.min(this._left[t],this._right[t]),Math.max(this._left[t],this._right[t]),this._y[t]+.5*this._height[t],this._y[t]-.5*this._height[t]]},i.prototype._map_data=function(){this.sy=this.renderer.yscale.v_compute(this._y),this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"),this.sleft=this.renderer.xscale.v_compute(this._left),this.sright=this.renderer.xscale.v_compute(this._right);var t=this.sy.length;this.stop=new Float64Array(t),this.sbottom=new Float64Array(t);for(var i=0;i0){i=this._image[t];var n=this._image_shape[t];this._height[t]=n[0],this._width[t]=n[1]}else{var r=this._image[t];i=s.concat(r),this._height[t]=r.length,this._width[t]=r[0].length}var _=e.v_compute(i);this._set_image_data_from_buffer(t,_)}},t.prototype._render=function(e,t,a){var i=a.image_data,n=a.sx,r=a.sy,_=a.sw,s=a.sh,o=e.getImageSmoothingEnabled();e.setImageSmoothingEnabled(!1),e.globalAlpha=this.model.global_alpha;for(var h=0,l=t;h0){i=this._image[t].buffer;var n=this._image_shape[t];this._height[t]=n[0],this._width[t]=n[1]}else{var h=this._image[t],s=r.concat(h);i=new ArrayBuffer(4*s.length);for(var _=new Uint32Array(i),l=0,o=s.length;l0&&(_[l]=u)}return h.indices=o.keys(_).map(function(t){return parseInt(t,10)}),h.multiline_indices=_,h},e.prototype.get_interpolation_hit=function(t,e,i){var n=[this._xs[t][e],this._ys[t][e],this._xs[t][e+1],this._ys[t][e+1]],s=n[0],r=n[1],o=n[2],h=n[3];return a.line_interpolation(this.renderer,i,s,r,o,h)},e.prototype.draw_legend_for_index=function(t,e,i){a.generic_line_legend(this.visuals,t,e,i)},e.prototype.scenterx=function(){throw new Error(\"not implemented\")},e.prototype.scentery=function(){throw new Error(\"not implemented\")},e}(l.GlyphView);i.MultiLineView=u,u.__name__=\"MultiLineView\";var p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.init_MultiLine=function(){this.prototype.default_view=u,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\"])},e}(l.Glyph);i.MultiLine=p,p.__name__=\"MultiLine\",p.init_MultiLine()},\n", " function _(t,i,e){var n=t(113),r=t(179),s=t(182),o=t(186),h=t(110),a=t(114),l=t(183),_=t(109),u=function(t){function i(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(i,t),i.prototype._index_data=function(){for(var t=[],i=0,e=this._xs.length;i1)for(var o=1,a=this._xs[i][n].length;o1){for(var c=!1,x=1;x0;){var r=_.find_last_index(s,function(t){return h.isStrictNaN(t)}),o=void 0;r>=0?o=s.splice(r):(o=s,s=[]);var a=o.filter(function(t){return!h.isStrictNaN(t)});e[i].push(a)}}return e},e.prototype._index_data=function(){for(var t=this._build_discontinuous_object(this._xs),e=this._build_discontinuous_object(this._ys),i=[],n=0,r=this._xs.length;n=0,m=i-this.sy1[n]<=this.sh[n]&&i-this.sy1[n]>=0;m&&w&&p.push(n)}var M=a.create_empty_hit_test_result();return M.indices=p,M},s.prototype._map_dist_corner_for_data_side_length=function(t,s,i){for(var e=t.length,h=new Float64Array(e),r=new Float64Array(e),a=0;a1&&(e.stroke(),d=!1)}d?(e.lineTo(b,m),e.lineTo(g,w)):(e.beginPath(),e.moveTo(_[v],u[v]),d=!0),f=v}e.lineTo(_[h-1],u[h-1]),e.stroke()}},t.prototype.draw_legend_for_index=function(e,t,i){r.generic_line_legend(this.visuals,e,t,i)},t}(o.XYGlyphView);i.StepView=a,a.__name__=\"StepView\";var l=function(e){function t(t){return e.call(this,t)||this}return n.__extends(t,e),t.init_Step=function(){this.prototype.default_view=a,this.mixins([\"line\"]),this.define({mode:[s.StepMode,\"before\"]})},t}(o.XYGlyph);i.Step=l,l.__name__=\"Step\",l.init_Step()},\n", " function _(t,e,s){var i=t(113),n=t(178),r=t(183),_=t(121),o=t(226),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype._rotate_point=function(t,e,s,i,n){return[(t-s)*Math.cos(n)-(e-i)*Math.sin(n)+s,(t-s)*Math.sin(n)+(e-i)*Math.cos(n)+i]},e.prototype._text_bounds=function(t,e,s,i){return[[t,t+s,t+s,t,t],[e,e,e-i,e-i,e]]},e.prototype._render=function(t,e,s){var i=s.sx,n=s.sy,r=s._x_offset,_=s._y_offset,h=s._angle,a=s._text;this._sys=[],this._sxs=[];for(var u=0,l=e;uo[1]&&(n=o[1]);else{i=o[0],n=o[1];for(var _=0,s=this.plot_view.axis_views;_0||v>0)return{width:y>0?y:void 0,height:v>0?v:void 0}}return{}})},i.prototype.serializable_state=function(){return Object.assign(Object.assign({},t.prototype.serializable_state.call(this)),{bbox:this.layout.bbox.box,children:this.child_views.map(function(t){return t.serializable_state()})})},i}(_.DOMView);e.LayoutDOMView=d,d.__name__=\"LayoutDOMView\";var c=function(t){function i(i){return t.call(this,i)||this}return o.__extends(i,t),i.init_LayoutDOM=function(){this.define({width:[h.Number,null],height:[h.Number,null],min_width:[h.Number,null],min_height:[h.Number,null],max_width:[h.Number,null],max_height:[h.Number,null],margin:[h.Any,[0,0,0,0]],width_policy:[h.Any,\"auto\"],height_policy:[h.Any,\"auto\"],aspect_ratio:[h.Any,null],sizing_mode:[h.SizingMode,null],visible:[h.Boolean,!0],disabled:[h.Boolean,!1],align:[h.Any,\"start\"],background:[h.Color,null],css_classes:[h.Array,[]]})},i}(n.Model);e.LayoutDOM=c,c.__name__=\"LayoutDOM\",c.init_LayoutDOM()},\n", " function _(t,n,i){var o=t(113),u=t(338),e=t(286),s=t(121),l=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return o.__extends(n,t),n.prototype._update_layout=function(){var t=this.child_views.map(function(t){return t.layout});this.layout=new e.Column(t),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())},n}(u.BoxView);i.ColumnView=l,l.__name__=\"ColumnView\";var _=function(t){function n(n){return t.call(this,n)||this}return o.__extends(n,t),n.init_Column=function(){this.prototype.default_view=l,this.define({rows:[s.Any,\"auto\"]})},n}(u.Box);i.Column=_,_.__name__=\"Column\",_.init_Column()},\n", " function _(t,i,n){var o=t(113),e=t(339),r=t(286),s=t(121),l=function(t){function i(){return null!==t&&t.apply(this,arguments)||this}return o.__extends(i,t),i.prototype.connect_signals=function(){var i=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.children.change,function(){return i.rebuild()})},Object.defineProperty(i.prototype,\"child_models\",{get:function(){return this.model.children.map(function(t){return t[0]})},enumerable:!0,configurable:!0}),i.prototype._update_layout=function(){this.layout=new r.Grid,this.layout.rows=this.model.rows,this.layout.cols=this.model.cols,this.layout.spacing=this.model.spacing;for(var t=0,i=this.model.children;tr?(this.wrapper_el.style.maxWidth=r-a.width+\"px\",l.display(this.scroll_el)):(this.wrapper_el.style.maxWidth=\"\",l.undisplay(this.scroll_el))}else{var n=this.header.bbox.height;s.height>n?(this.wrapper_el.style.maxHeight=n-a.height+\"px\",l.display(this.scroll_el)):(this.wrapper_el.style.maxHeight=\"\",l.undisplay(this.scroll_el))}for(var h=this.child_views,o=0,c=h;oi-1&&(t.model.active=i-1)}}),s.appendChild(n)}return s});this.headers_el=l.div({class:[d.bk_headers]},n),this.wrapper_el=l.div({class:d.bk_headers_wrapper},this.headers_el);var h=l.div({class:[_.bk_btn,_.bk_btn_default],disabled:\"\"},l.div({class:[u.bk_caret,c.bk_left]})),o=l.div({class:[_.bk_btn,_.bk_btn_default]},l.div({class:[u.bk_caret,c.bk_right]})),p=0,b=function(e){return function(){var i=t.model.tabs.length;0==(p=\"left\"==e?Math.max(p-1,0):Math.min(p+1,i-1))?h.setAttribute(\"disabled\",\"\"):h.removeAttribute(\"disabled\"),p==i-1?o.setAttribute(\"disabled\",\"\"):o.removeAttribute(\"disabled\");var a=l.children(t.headers_el).slice(0,p).map(function(e){return e.getBoundingClientRect()});if(s){var n=-r.sum(a.map(function(e){return e.width}));t.headers_el.style.left=n+\"px\"}else{var c=-r.sum(a.map(function(e){return e.height}));t.headers_el.style.top=c+\"px\"}}};h.addEventListener(\"click\",b(\"left\")),o.addEventListener(\"click\",b(\"right\")),this.scroll_el=l.div({class:_.bk_btn_group},h,o),this.header_el=l.div({class:[d.bk_tabs_header,c.bk_side(a)]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el)},t.prototype.change_active=function(e){e!=this.model.active&&(this.model.active=e,null!=this.model.callback&&this.model.callback.execute(this.model))},t.prototype.on_active_change=function(){for(var e=this.model.active,t=l.children(this.headers_el),i=0,a=t;i .bk-btn {\\n flex-grow: 0;\\n -webkit-flex-grow: 0;\\n height: auto;\\n padding: 4px 4px;\\n}\\n.bk-root .bk-tabs-header .bk-headers-wrapper {\\n flex-grow: 1;\\n -webkit-flex-grow: 1;\\n overflow: hidden;\\n color: #666666;\\n}\\n.bk-root .bk-tabs-header.bk-above .bk-headers-wrapper {\\n border-bottom: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-right .bk-headers-wrapper {\\n border-left: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-below .bk-headers-wrapper {\\n border-top: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-left .bk-headers-wrapper {\\n border-right: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-above,\\n.bk-root .bk-tabs-header.bk-below {\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-tabs-header.bk-above .bk-headers,\\n.bk-root .bk-tabs-header.bk-below .bk-headers {\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-tabs-header.bk-left,\\n.bk-root .bk-tabs-header.bk-right {\\n flex-direction: column;\\n -webkit-flex-direction: column;\\n}\\n.bk-root .bk-tabs-header.bk-left .bk-headers,\\n.bk-root .bk-tabs-header.bk-right .bk-headers {\\n flex-direction: column;\\n -webkit-flex-direction: column;\\n}\\n.bk-root .bk-tabs-header .bk-headers {\\n position: relative;\\n display: flex;\\n display: -webkit-flex;\\n flex-wrap: nowrap;\\n -webkit-flex-wrap: nowrap;\\n align-items: center;\\n -webkit-align-items: center;\\n}\\n.bk-root .bk-tabs-header .bk-tab {\\n padding: 4px 8px;\\n border: solid transparent;\\n white-space: nowrap;\\n cursor: pointer;\\n}\\n.bk-root .bk-tabs-header .bk-tab:hover {\\n background-color: #f2f2f2;\\n}\\n.bk-root .bk-tabs-header .bk-tab.bk-active {\\n color: #4d4d4d;\\n background-color: white;\\n border-color: #e6e6e6;\\n}\\n.bk-root .bk-tabs-header .bk-tab .bk-close {\\n margin-left: 10px;\\n}\\n.bk-root .bk-tabs-header.bk-above .bk-tab {\\n border-width: 3px 1px 0px 1px;\\n border-radius: 4px 4px 0 0;\\n}\\n.bk-root .bk-tabs-header.bk-right .bk-tab {\\n border-width: 1px 3px 1px 0px;\\n border-radius: 0 4px 4px 0;\\n}\\n.bk-root .bk-tabs-header.bk-below .bk-tab {\\n border-width: 0px 1px 3px 1px;\\n border-radius: 0 0 4px 4px;\\n}\\n.bk-root .bk-tabs-header.bk-left .bk-tab {\\n border-width: 1px 0px 1px 3px;\\n border-radius: 4px 0 0 4px;\\n}\\n.bk-root .bk-close {\\n display: inline-block;\\n width: 10px;\\n height: 10px;\\n vertical-align: middle;\\n background-image: url(\\'data:image/svg+xml;utf8,\\\\\\n \\\\\\n \\\\\\n \\\\\\n \\');\\n}\\n.bk-root .bk-close:hover {\\n background-image: url(\\'data:image/svg+xml;utf8,\\\\\\n \\\\\\n \\\\\\n \\\\\\n \\');\\n}\\n'),n.bk_tabs_header=\"bk-tabs-header\",n.bk_headers_wrapper=\"bk-headers-wrapper\",n.bk_headers=\"bk-headers\",n.bk_tab=\"bk-tab\",n.bk_close=\"bk-close\"},\n", " function _(n,b,o){n(164),n(163).styles.append(\".bk-root .bk-btn {\\n height: 100%;\\n display: inline-block;\\n text-align: center;\\n vertical-align: middle;\\n white-space: nowrap;\\n cursor: pointer;\\n padding: 6px 12px;\\n font-size: 12px;\\n border: 1px solid transparent;\\n border-radius: 4px;\\n outline: 0;\\n user-select: none;\\n -ms-user-select: none;\\n -moz-user-select: none;\\n -webkit-user-select: none;\\n}\\n.bk-root .bk-btn:hover,\\n.bk-root .bk-btn:focus {\\n text-decoration: none;\\n}\\n.bk-root .bk-btn:active,\\n.bk-root .bk-btn.bk-active {\\n background-image: none;\\n box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125);\\n}\\n.bk-root .bk-btn[disabled] {\\n cursor: not-allowed;\\n pointer-events: none;\\n opacity: 0.65;\\n box-shadow: none;\\n}\\n.bk-root .bk-btn-default {\\n color: #333;\\n background-color: #fff;\\n border-color: #ccc;\\n}\\n.bk-root .bk-btn-default:hover {\\n background-color: #f5f5f5;\\n border-color: #b8b8b8;\\n}\\n.bk-root .bk-btn-default.bk-active {\\n background-color: #ebebeb;\\n border-color: #adadad;\\n}\\n.bk-root .bk-btn-default[disabled],\\n.bk-root .bk-btn-default[disabled]:hover,\\n.bk-root .bk-btn-default[disabled]:focus,\\n.bk-root .bk-btn-default[disabled]:active,\\n.bk-root .bk-btn-default[disabled].bk-active {\\n background-color: #e6e6e6;\\n border-color: #ccc;\\n}\\n.bk-root .bk-btn-primary {\\n color: #fff;\\n background-color: #428bca;\\n border-color: #357ebd;\\n}\\n.bk-root .bk-btn-primary:hover {\\n background-color: #3681c1;\\n border-color: #2c699e;\\n}\\n.bk-root .bk-btn-primary.bk-active {\\n background-color: #3276b1;\\n border-color: #285e8e;\\n}\\n.bk-root .bk-btn-primary[disabled],\\n.bk-root .bk-btn-primary[disabled]:hover,\\n.bk-root .bk-btn-primary[disabled]:focus,\\n.bk-root .bk-btn-primary[disabled]:active,\\n.bk-root .bk-btn-primary[disabled].bk-active {\\n background-color: #506f89;\\n border-color: #357ebd;\\n}\\n.bk-root .bk-btn-success {\\n color: #fff;\\n background-color: #5cb85c;\\n border-color: #4cae4c;\\n}\\n.bk-root .bk-btn-success:hover {\\n background-color: #4eb24e;\\n border-color: #409240;\\n}\\n.bk-root .bk-btn-success.bk-active {\\n background-color: #47a447;\\n border-color: #398439;\\n}\\n.bk-root .bk-btn-success[disabled],\\n.bk-root .bk-btn-success[disabled]:hover,\\n.bk-root .bk-btn-success[disabled]:focus,\\n.bk-root .bk-btn-success[disabled]:active,\\n.bk-root .bk-btn-success[disabled].bk-active {\\n background-color: #667b66;\\n border-color: #4cae4c;\\n}\\n.bk-root .bk-btn-warning {\\n color: #fff;\\n background-color: #f0ad4e;\\n border-color: #eea236;\\n}\\n.bk-root .bk-btn-warning:hover {\\n background-color: #eea43b;\\n border-color: #e89014;\\n}\\n.bk-root .bk-btn-warning.bk-active {\\n background-color: #ed9c28;\\n border-color: #d58512;\\n}\\n.bk-root .bk-btn-warning[disabled],\\n.bk-root .bk-btn-warning[disabled]:hover,\\n.bk-root .bk-btn-warning[disabled]:focus,\\n.bk-root .bk-btn-warning[disabled]:active,\\n.bk-root .bk-btn-warning[disabled].bk-active {\\n background-color: #c89143;\\n border-color: #eea236;\\n}\\n.bk-root .bk-btn-danger {\\n color: #fff;\\n background-color: #d9534f;\\n border-color: #d43f3a;\\n}\\n.bk-root .bk-btn-danger:hover {\\n background-color: #d5433e;\\n border-color: #bd2d29;\\n}\\n.bk-root .bk-btn-danger.bk-active {\\n background-color: #d2322d;\\n border-color: #ac2925;\\n}\\n.bk-root .bk-btn-danger[disabled],\\n.bk-root .bk-btn-danger[disabled]:hover,\\n.bk-root .bk-btn-danger[disabled]:focus,\\n.bk-root .bk-btn-danger[disabled]:active,\\n.bk-root .bk-btn-danger[disabled].bk-active {\\n background-color: #a55350;\\n border-color: #d43f3a;\\n}\\n.bk-root .bk-btn-group {\\n height: 100%;\\n display: flex;\\n display: -webkit-flex;\\n flex-wrap: nowrap;\\n -webkit-flex-wrap: nowrap;\\n align-items: center;\\n -webkit-align-items: center;\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-btn-group > .bk-btn {\\n flex-grow: 1;\\n -webkit-flex-grow: 1;\\n}\\n.bk-root .bk-btn-group > .bk-btn + .bk-btn {\\n margin-left: -1px;\\n}\\n.bk-root .bk-btn-group > .bk-btn:first-child:not(:last-child) {\\n border-bottom-right-radius: 0;\\n border-top-right-radius: 0;\\n}\\n.bk-root .bk-btn-group > .bk-btn:not(:first-child):last-child {\\n border-bottom-left-radius: 0;\\n border-top-left-radius: 0;\\n}\\n.bk-root .bk-btn-group > .bk-btn:not(:first-child):not(:last-child) {\\n border-radius: 0;\\n}\\n.bk-root .bk-btn-group .bk-dropdown-toggle {\\n flex: 0 0 0;\\n -webkit-flex: 0 0 0;\\n padding: 6px 6px;\\n}\\n\"),o.bk_btn=\"bk-btn\",o.bk_btn_group=\"bk-btn-group\",o.bk_btn_default=\"bk-btn-default\",o.bk_btn_primary=\"bk-btn-primary\",o.bk_btn_success=\"bk-btn-success\",o.bk_btn_warning=\"bk-btn-warning\",o.bk_btn_danger=\"bk-btn-danger\",o.bk_btn_type=function(n){switch(n){case\"default\":return o.bk_btn_default;case\"primary\":return o.bk_btn_primary;case\"success\":return o.bk_btn_success;case\"warning\":return o.bk_btn_warning;case\"danger\":return o.bk_btn_danger}},o.bk_dropdown_toggle=\"bk-dropdown-toggle\"},\n", " function _(n,o,r){n(164),n(163).styles.append(\".bk-root .bk-menu {\\n position: absolute;\\n left: 0;\\n width: 100%;\\n z-index: 100;\\n cursor: pointer;\\n font-size: 12px;\\n background-color: #fff;\\n border: 1px solid #ccc;\\n border-radius: 4px;\\n box-shadow: 0 6px 12px rgba(0, 0, 0, 0.175);\\n}\\n.bk-root .bk-menu.bk-above {\\n bottom: 100%;\\n}\\n.bk-root .bk-menu.bk-below {\\n top: 100%;\\n}\\n.bk-root .bk-menu > .bk-divider {\\n height: 1px;\\n margin: 7.5px 0;\\n overflow: hidden;\\n background-color: #e5e5e5;\\n}\\n.bk-root .bk-menu > :not(.bk-divider) {\\n padding: 6px 12px;\\n}\\n.bk-root .bk-menu > :not(.bk-divider):hover,\\n.bk-root .bk-menu > :not(.bk-divider).bk-active {\\n background-color: #e6e6e6;\\n}\\n.bk-root .bk-caret {\\n display: inline-block;\\n vertical-align: middle;\\n width: 0;\\n height: 0;\\n margin: 0 5px;\\n}\\n.bk-root .bk-caret.bk-down {\\n border-top: 4px solid;\\n}\\n.bk-root .bk-caret.bk-up {\\n border-bottom: 4px solid;\\n}\\n.bk-root .bk-caret.bk-down,\\n.bk-root .bk-caret.bk-up {\\n border-right: 4px solid transparent;\\n border-left: 4px solid transparent;\\n}\\n.bk-root .bk-caret.bk-left {\\n border-right: 4px solid;\\n}\\n.bk-root .bk-caret.bk-right {\\n border-left: 4px solid;\\n}\\n.bk-root .bk-caret.bk-left,\\n.bk-root .bk-caret.bk-right {\\n border-top: 4px solid transparent;\\n border-bottom: 4px solid transparent;\\n}\\n\"),r.bk_menu=\"bk-menu\",r.bk_caret=\"bk-caret\",r.bk_divider=\"bk-divider\"},\n", " function _(t,i,n){var e=t(113),o=t(340),_=function(t){function i(){return null!==t&&t.apply(this,arguments)||this}return e.__extends(i,t),i}(o.ColumnView);n.WidgetBoxView=_,_.__name__=\"WidgetBoxView\";var u=function(t){function i(i){return t.call(this,i)||this}return e.__extends(i,t),i.init_WidgetBox=function(){this.prototype.default_view=_},i}(o.Column);n.WidgetBox=u,u.__name__=\"WidgetBox\",u.init_WidgetBox()},\n", " function _(r,a,o){var p=r(351);o.CategoricalColorMapper=p.CategoricalColorMapper;var e=r(353);o.CategoricalMarkerMapper=e.CategoricalMarkerMapper;var C=r(354);o.CategoricalPatternMapper=C.CategoricalPatternMapper;var l=r(211);o.ContinuousColorMapper=l.ContinuousColorMapper;var M=r(212);o.ColorMapper=M.ColorMapper;var t=r(210);o.LinearColorMapper=t.LinearColorMapper;var i=r(355);o.LogColorMapper=i.LogColorMapper},\n", " function _(t,r,o){var a=t(113),e=t(352),n=t(212),i=t(121),c=function(t){function r(r){return t.call(this,r)||this}return a.__extends(r,t),r.init_CategoricalColorMapper=function(){this.define({factors:[i.Array],start:[i.Number,0],end:[i.Number]})},r.prototype._v_compute=function(t,r,o,a){var n=a.nan_color;e.cat_v_compute(t,this.factors,o,r,this.start,this.end,n)},r}(n.ColorMapper);o.CategoricalColorMapper=c,c.__name__=\"CategoricalColorMapper\",c.init_CategoricalColorMapper()},\n", " function _(n,t,e){var i=n(114),l=n(109);function r(n,t){if(n.length!=t.length)return!1;for(var e=0,i=n.length;e=e.length?c:e[g],u[a]=d},v=0,_=n.length;v<_;v++)a(v)}},\n", " function _(r,e,t){var a=r(113),i=r(352),n=r(213),c=r(121),u=function(r){function e(e){return r.call(this,e)||this}return a.__extends(e,r),e.init_CategoricalMarkerMapper=function(){this.define({factors:[c.Array],markers:[c.Array],start:[c.Number,0],end:[c.Number],default_value:[c.MarkerType,\"circle\"]})},e.prototype.v_compute=function(r){var e=new Array(r.length);return i.cat_v_compute(r,this.factors,this.markers,e,this.start,this.end,this.default_value),e},e}(n.Mapper);t.CategoricalMarkerMapper=u,u.__name__=\"CategoricalMarkerMapper\",u.init_CategoricalMarkerMapper()},\n", " function _(t,e,a){var r=t(113),n=t(352),i=t(213),p=t(121),c=function(t){function e(e){return t.call(this,e)||this}return r.__extends(e,t),e.init_CategoricalPatternMapper=function(){this.define({factors:[p.Array],patterns:[p.Array],start:[p.Number,0],end:[p.Number],default_value:[p.HatchPatternType,\" \"]})},e.prototype.v_compute=function(t){var e=new Array(t.length);return n.cat_v_compute(t,this.factors,this.patterns,e,this.start,this.end,this.default_value),e},e}(i.Mapper);a.CategoricalPatternMapper=c,c.__name__=\"CategoricalPatternMapper\",c.init_CategoricalPatternMapper()},\n", " function _(o,l,n){var t=o(113),e=o(211),r=o(114),i=null!=Math.log1p?Math.log1p:function(o){return Math.log(1+o)},h=function(o){function l(l){return o.call(this,l)||this}return t.__extends(l,o),l.prototype._v_compute=function(o,l,n,t){for(var e=t.nan_color,h=t.low_color,a=t.high_color,u=n.length,s=null!=this.low?this.low:r.min(o),_=null!=this.high?this.high:r.max(o),f=u/(i(_)-i(s)),g=n.length-1,p=0,c=o.length;p_)l[p]=null!=a?a:n[g];else if(M!=_)if(Mg&&(m=g),l[p]=n[m]}else l[p]=n[g]}},l}(e.ContinuousColorMapper);n.LogColorMapper=h,h.__name__=\"LogColorMapper\"},\n", " function _(r,a,t){!function(r){for(var a in r)t.hasOwnProperty(a)||(t[a]=r[a])}(r(357));var n=r(358);t.Marker=n.Marker;var e=r(359);t.Scatter=e.Scatter},\n", " function _(e,t,o){var i=e(113),r=e(358),n=Math.sqrt(3);function s(e,t){e.moveTo(-t,t),e.lineTo(t,-t),e.moveTo(-t,-t),e.lineTo(t,t)}function c(e,t){e.moveTo(0,t),e.lineTo(0,-t),e.moveTo(-t,0),e.lineTo(t,0)}function l(e,t){e.moveTo(0,t),e.lineTo(t/1.5,0),e.lineTo(0,-t),e.lineTo(-t/1.5,0),e.closePath()}function a(e,t){var o=t*n,i=o/3;e.moveTo(-t,i),e.lineTo(t,i),e.lineTo(0,i-o),e.closePath()}function u(e,t,o,i,r){var n=.65*o;c(e,o),s(e,n),i.doit&&(i.set_vectorize(e,t),e.stroke())}function v(e,t,o,i,r){e.arc(0,0,o,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),c(e,o),e.stroke())}function _(e,t,o,i,r){e.arc(0,0,o,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),s(e,o),e.stroke())}function d(e,t,o,i,r){c(e,o),i.doit&&(i.set_vectorize(e,t),e.stroke())}function f(e,t,o,i,r){l(e,o),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function T(e,t,o,i,r){l(e,o),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),c(e,o),e.stroke())}function z(e,t,o,i,r){!function(e,t){var o=t/2,i=n*o;e.moveTo(t,0),e.lineTo(o,-i),e.lineTo(-o,-i),e.lineTo(-t,0),e.lineTo(-o,i),e.lineTo(o,i),e.closePath()}(e,o),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function k(e,t,o,i,r){e.rotate(Math.PI),a(e,o),e.rotate(-Math.PI),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function h(e,t,o,i,r){var n=2*o;e.rect(-o,-o,n,n),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function m(e,t,o,i,r){var n=2*o;e.rect(-o,-o,n,n),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),c(e,o),e.stroke())}function C(e,t,o,i,r){var n=2*o;e.rect(-o,-o,n,n),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),s(e,o),e.stroke())}function q(e,t,o,i,r){a(e,o),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function p(e,t,o,i,r){!function(e,t){e.moveTo(-t,0),e.lineTo(t,0)}(e,o),i.doit&&(i.set_vectorize(e,t),e.stroke())}function x(e,t,o,i,r){s(e,o),i.doit&&(i.set_vectorize(e,t),e.stroke())}function M(e,t){var o,n=function(e){function o(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(o,e),o.initClass=function(){this.prototype._render_one=t},o}(r.MarkerView);n.initClass();var s=((o=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(t,e),t.initClass=function(){this.prototype.default_view=n},t}(r.Marker)).__name__=e,o);return s.initClass(),s}o.Asterisk=M(\"Asterisk\",u),o.CircleCross=M(\"CircleCross\",v),o.CircleX=M(\"CircleX\",_),o.Cross=M(\"Cross\",d),o.Dash=M(\"Dash\",p),o.Diamond=M(\"Diamond\",f),o.DiamondCross=M(\"DiamondCross\",T),o.Hex=M(\"Hex\",z),o.InvertedTriangle=M(\"InvertedTriangle\",k),o.Square=M(\"Square\",h),o.SquareCross=M(\"SquareCross\",m),o.SquareX=M(\"SquareX\",C),o.Triangle=M(\"Triangle\",q),o.X=M(\"X\",x),o.marker_funcs={asterisk:u,circle:function(e,t,o,i,r){e.arc(0,0,o,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())},circle_cross:v,circle_x:_,cross:d,diamond:f,diamond_cross:T,hex:z,inverted_triangle:k,square:h,square_cross:m,square_x:C,triangle:q,dash:p,x:x}},\n", " function _(e,t,r){var i=e(113),s=e(178),n=e(183),a=e(121),_=e(110),h=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(t,e),t.prototype._render=function(e,t,r){for(var i=r.sx,s=r.sy,n=r._size,a=r._angle,_=0,h=t;_#grayscale\\\");\\n /* Firefox 10+, Firefox on Android */\\n filter: gray;\\n /* IE6-9 */\\n -webkit-filter: grayscale(100%);\\n /* Chrome 19+, Safari 6+, Safari 6+ iOS */\\n}\\n.bk-root .bk-logo-small {\\n width: 20px;\\n height: 20px;\\n background-image: url(data:image/png;base64,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);\\n}\\n.bk-root .bk-logo-notebook {\\n display: inline-block;\\n vertical-align: middle;\\n margin-right: 5px;\\n}\\n\"),g.bk_logo=\"bk-logo\",g.bk_logo_notebook=\"bk-logo-notebook\",g.bk_logo_small=\"bk-logo-small\",g.bk_grey=\"bk-grey\"},\n", " function _(t,e,i){var n=t(113),s=this&&this.__rest||function(t,e){var i={};for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&e.indexOf(n)<0&&(i[n]=t[n]);if(null!=t&&\"function\"==typeof Object.getOwnPropertySymbols){var s=0;for(n=Object.getOwnPropertySymbols(t);s=0},i.prototype.can_redo=function(){return this.state.index=h.end&&(s=!0,h.end=d,(e||i)&&(h.start=d+c)),null!=p&&p<=h.start&&(s=!0,h.start=p,(e||i)&&(h.end=p-c))):(null!=d&&d>=h.start&&(s=!0,h.start=d,(e||i)&&(h.end=d+c)),null!=p&&p<=h.end&&(s=!0,h.end=p,(e||i)&&(h.start=p-c)))}}if(!(i&&s&&n))for(var v=0,g=t;v0&&_0&&_>n&&(l=(n-h)/(_-h)),l=Math.max(0,Math.min(1,l))}return l},i.prototype.update_range=function(t,e,i,n){void 0===e&&(e=!1),void 0===i&&(i=!1),void 0===n&&(n=!0),this.pause();var s=this.frame,r=s.x_ranges,a=s.y_ranges;if(null==t){for(var o in r){(h=r[o]).reset()}for(var o in a){(h=a[o]).reset()}this.update_dataranges()}else{var l=[];for(var o in r){var h=r[o];l.push([h,t.xrs[o]])}for(var o in a){h=a[o];l.push([h,t.yrs[o]])}i&&this._update_ranges_together(l),this._update_ranges_individually(l,e,i,n)}this.unpause()},i.prototype.reset_range=function(){this.update_range(null)},i.prototype._invalidate_layout=function(){var t=this;(function(){for(var e=0,i=t.model.side_panels;e=0&&it.model.lod_timeout&&e.interactive_stop(t.model),t.request_paint()},this.model.lod_timeout):e.interactive_stop(this.model)}for(var n in this.renderer_views){var s=this.renderer_views[n];if(null==this.range_update_timestamp||s instanceof l.GlyphRendererView&&s.set_data_timestamp>this.range_update_timestamp){this.update_dataranges();break}}var r=this.canvas_view.ctx,a=this.canvas.pixel_ratio;r.save(),r.scale(a,a),r.translate(.5,.5);var o=[this.frame._left.value,this.frame._top.value,this.frame._width.value,this.frame._height.value];if(this._map_hook(r,o),this._paint_empty(r,o),this.prepare_webgl(a,o),this.clear_webgl(),this.visuals.outline_line.doit){r.save(),this.visuals.outline_line.set_value(r);var h=o[0],_=o[1],u=o[2],d=o[3];h+u==this.layout._width.value&&(u-=1),_+d==this.layout._height.value&&(d-=1),r.strokeRect(h,_,u,d),r.restore()}this._paint_levels(r,[\"image\",\"underlay\",\"glyph\"],o,!0),this._paint_levels(r,[\"annotation\"],o,!1),this._paint_levels(r,[\"overlay\"],o,!1),null==this._initial_state_info.range&&this.set_initial_range(),r.restore()}},i.prototype._paint_levels=function(t,e,i,n){for(var s=0,r=e;s=0;i--)(_=t[i])&&(s=(o<3?_(s):o>3?_(n,e,s):_(n,e))||s);return o>3&&s&&Object.defineProperty(n,e,s),s};function o(t){return function(n){n.prototype.event_name=t}}var s=function(){function t(){}return t.prototype.to_json=function(){return{event_name:this.event_name,event_values:this._to_json()}},t.prototype._to_json=function(){var t=this.origin;return{model_id:null!=t?t.id:null}},t}();e.BokehEvent=s,s.__name__=\"BokehEvent\";var i=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(s);i.__name__=\"ButtonClick\",i=_([o(\"button_click\")],i),e.ButtonClick=i;var a=function(t){function n(n){var e=t.call(this)||this;return e.item=n,e}return r.__extends(n,t),n.prototype._to_json=function(){var n=this.item;return Object.assign(Object.assign({},t.prototype._to_json.call(this)),{item:n})},n}(s);a.__name__=\"MenuItemClick\",a=_([o(\"menu_item_click\")],a),e.MenuItemClick=a;var u=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(s);e.UIEvent=u,u.__name__=\"UIEvent\";var l=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(u);l.__name__=\"LODStart\",l=_([o(\"lodstart\")],l),e.LODStart=l;var c=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(u);c.__name__=\"LODEnd\",c=_([o(\"lodend\")],c),e.LODEnd=c;var p=function(t){function n(n,e){var r=t.call(this)||this;return r.geometry=n,r.final=e,r}return r.__extends(n,t),n.prototype._to_json=function(){var n=this.geometry,e=this.final;return Object.assign(Object.assign({},t.prototype._to_json.call(this)),{geometry:n,final:e})},n}(u);p.__name__=\"SelectionGeometry\",p=_([o(\"selectiongeometry\")],p),e.SelectionGeometry=p;var h=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(u);h.__name__=\"Reset\",h=_([o(\"reset\")],h),e.Reset=h;var f=function(t){function n(n,e,r,_){var o=t.call(this)||this;return o.sx=n,o.sy=e,o.x=r,o.y=_,o}return r.__extends(n,t),n.prototype._to_json=function(){var n=this.sx,e=this.sy,r=this.x,_=this.y;return Object.assign(Object.assign({},t.prototype._to_json.call(this)),{sx:n,sy:e,x:r,y:_})},n}(u);e.PointEvent=f,f.__name__=\"PointEvent\";var y=function(t){function n(n,e,r,_,o,s){var i=t.call(this,n,e,r,_)||this;return i.sx=n,i.sy=e,i.x=r,i.y=_,i.delta_x=o,i.delta_y=s,i}return r.__extends(n,t),n.prototype._to_json=function(){var n=this.delta_x,e=this.delta_y;return Object.assign(Object.assign({},t.prototype._to_json.call(this)),{delta_x:n,delta_y:e})},n}(f);y.__name__=\"Pan\",y=_([o(\"pan\")],y),e.Pan=y;var v=function(t){function n(n,e,r,_,o){var s=t.call(this,n,e,r,_)||this;return s.sx=n,s.sy=e,s.x=r,s.y=_,s.scale=o,s}return r.__extends(n,t),n.prototype._to_json=function(){var n=this.scale;return Object.assign(Object.assign({},t.prototype._to_json.call(this)),{scale:n})},n}(f);v.__name__=\"Pinch\",v=_([o(\"pinch\")],v),e.Pinch=v;var d=function(t){function n(n,e,r,_,o){var s=t.call(this,n,e,r,_)||this;return s.sx=n,s.sy=e,s.x=r,s.y=_,s.rotation=o,s}return r.__extends(n,t),n.prototype._to_json=function(){var n=this.rotation;return Object.assign(Object.assign({},t.prototype._to_json.call(this)),{rotation:n})},n}(f);d.__name__=\"Rotate\",d=_([o(\"rotate\")],d),e.Rotate=d;var m=function(t){function n(n,e,r,_,o){var s=t.call(this,n,e,r,_)||this;return s.sx=n,s.sy=e,s.x=r,s.y=_,s.delta=o,s}return r.__extends(n,t),n.prototype._to_json=function(){var n=this.delta;return Object.assign(Object.assign({},t.prototype._to_json.call(this)),{delta:n})},n}(f);m.__name__=\"MouseWheel\",m=_([o(\"wheel\")],m),e.MouseWheel=m;var x=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);x.__name__=\"MouseMove\",x=_([o(\"mousemove\")],x),e.MouseMove=x;var j=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);j.__name__=\"MouseEnter\",j=_([o(\"mouseenter\")],j),e.MouseEnter=j;var g=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);g.__name__=\"MouseLeave\",g=_([o(\"mouseleave\")],g),e.MouseLeave=g;var b=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);b.__name__=\"Tap\",b=_([o(\"tap\")],b),e.Tap=b;var O=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);O.__name__=\"DoubleTap\",O=_([o(\"doubletap\")],O),e.DoubleTap=O;var P=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);P.__name__=\"Press\",P=_([o(\"press\")],P),e.Press=P;var E=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);E.__name__=\"PressUp\",E=_([o(\"pressup\")],E),e.PressUp=E;var M=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);M.__name__=\"PanStart\",M=_([o(\"panstart\")],M),e.PanStart=M;var R=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);R.__name__=\"PanEnd\",R=_([o(\"panend\")],R),e.PanEnd=R;var S=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);S.__name__=\"PinchStart\",S=_([o(\"pinchstart\")],S),e.PinchStart=S;var k=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);k.__name__=\"PinchEnd\",k=_([o(\"pinchend\")],k),e.PinchEnd=k;var D=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);D.__name__=\"RotateStart\",D=_([o(\"rotatestart\")],D),e.RotateStart=D;var L=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return r.__extends(n,t),n}(f);L.__name__=\"RotateEnd\",L=_([o(\"rotateend\")],L),e.RotateEnd=L},\n", " function _(n,e,i){var o=(\"undefined\"!=typeof window?window.requestAnimationFrame:void 0)||(\"undefined\"!=typeof window?window.webkitRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window?window.mozRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window?window.msRequestAnimationFrame:void 0)||function(n){return n(Date.now()),-1};i.throttle=function(n,e){var i=null,t=0,u=!1,d=function(){t=Date.now(),i=null,u=!1,n()};return function(){var n=Date.now(),w=e-(n-t);w<=0&&!u?(null!=i&&clearTimeout(i),u=!0,o(d)):i||u||(i=setTimeout(function(){return o(d)},w))}}},\n", " function _(e,t,i){var l=e(113),r=e(283),a=e(284),o=e(109),n=Math.PI/2,h=\"left\",s=\"center\",d={above:{parallel:0,normal:-n,horizontal:0,vertical:-n},below:{parallel:0,normal:n,horizontal:0,vertical:n},left:{parallel:-n,normal:0,horizontal:0,vertical:-n},right:{parallel:n,normal:0,horizontal:0,vertical:n}},c={above:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"alphabetic\",vertical:\"middle\"},below:{justified:\"bottom\",parallel:\"hanging\",normal:\"middle\",horizontal:\"hanging\",vertical:\"middle\"},left:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"},right:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"}},p={above:{justified:s,parallel:s,normal:h,horizontal:s,vertical:h},below:{justified:s,parallel:s,normal:h,horizontal:s,vertical:h},left:{justified:s,parallel:s,normal:\"right\",horizontal:\"right\",vertical:s},right:{justified:s,parallel:s,normal:h,horizontal:h,vertical:s}},b={above:\"right\",below:h,left:\"right\",right:h},_={above:h,below:\"right\",left:\"right\",right:h},m=function(e){function t(t,i){var l=e.call(this)||this;switch(l.side=t,l.obj=i,l.side){case\"above\":l._dim=0,l._normals=[0,-1];break;case\"below\":l._dim=0,l._normals=[0,1];break;case\"left\":l._dim=1,l._normals=[-1,0];break;case\"right\":l._dim=1,l._normals=[1,0];break;default:throw new Error(\"unreachable\")}return l.is_horizontal?l.set_sizing({width_policy:\"max\",height_policy:\"fixed\"}):l.set_sizing({width_policy:\"fixed\",height_policy:\"max\"}),l}return l.__extends(t,e),t.prototype._content_size=function(){return new r.Sizeable(this.get_oriented_size())},t.prototype.get_oriented_size=function(){var e=this.obj.get_size(),t=e.width,i=e.height;return!this.obj.rotate||this.is_horizontal?{width:t,height:i}:{width:i,height:t}},t.prototype.has_size_changed=function(){var e=this.get_oriented_size(),t=e.width,i=e.height;return this.is_horizontal?this.bbox.height!=i:this.bbox.width!=t},Object.defineProperty(t.prototype,\"dimension\",{get:function(){return this._dim},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"normals\",{get:function(){return this._normals},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"is_horizontal\",{get:function(){return 0==this._dim},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"is_vertical\",{get:function(){return 1==this._dim},enumerable:!0,configurable:!0}),t.prototype.apply_label_text_heuristics=function(e,t){var i,l,r=this.side;o.isString(t)?(i=c[r][t],l=p[r][t]):0===t?(i=\"whatever\",l=\"whatever\"):t<0?(i=\"middle\",l=b[r]):(i=\"middle\",l=_[r]),e.textBaseline=i,e.textAlign=l},t.prototype.get_label_angle_heuristic=function(e){return d[this.side][e]},t}(a.ContentLayoutable);i.SidePanel=m,m.__name__=\"SidePanel\"},\n", " function _(t,e,n){var i=t(380),r=t(116),s=t(167),o=t(163),a=t(381),_=t(110),h=t(125),p=t(109),c=t(197),u=t(376),l=function(){function t(t,e,n){var s=this;this.plot_view=t,this.toolbar=e,this.hit_area=n,this.pan_start=new r.Signal(this,\"pan:start\"),this.pan=new r.Signal(this,\"pan\"),this.pan_end=new r.Signal(this,\"pan:end\"),this.pinch_start=new r.Signal(this,\"pinch:start\"),this.pinch=new r.Signal(this,\"pinch\"),this.pinch_end=new r.Signal(this,\"pinch:end\"),this.rotate_start=new r.Signal(this,\"rotate:start\"),this.rotate=new r.Signal(this,\"rotate\"),this.rotate_end=new r.Signal(this,\"rotate:end\"),this.tap=new r.Signal(this,\"tap\"),this.doubletap=new r.Signal(this,\"doubletap\"),this.press=new r.Signal(this,\"press\"),this.pressup=new r.Signal(this,\"pressup\"),this.move_enter=new r.Signal(this,\"move:enter\"),this.move=new r.Signal(this,\"move\"),this.move_exit=new r.Signal(this,\"move:exit\"),this.scroll=new r.Signal(this,\"scroll\"),this.keydown=new r.Signal(this,\"keydown\"),this.keyup=new r.Signal(this,\"keyup\"),this.hammer=new i(this.hit_area,{touchAction:\"auto\"}),this._configure_hammerjs(),this.hit_area.addEventListener(\"mousemove\",function(t){return s._mouse_move(t)}),this.hit_area.addEventListener(\"mouseenter\",function(t){return s._mouse_enter(t)}),this.hit_area.addEventListener(\"mouseleave\",function(t){return s._mouse_exit(t)}),this.hit_area.addEventListener(\"wheel\",function(t){return s._mouse_wheel(t)}),document.addEventListener(\"keydown\",this),document.addEventListener(\"keyup\",this)}return t.prototype.destroy=function(){this.hammer.destroy(),document.removeEventListener(\"keydown\",this),document.removeEventListener(\"keyup\",this)},t.prototype.handleEvent=function(t){\"keydown\"==t.type?this._key_down(t):\"keyup\"==t.type&&this._key_up(t)},t.prototype._configure_hammerjs=function(){var t=this;this.hammer.get(\"doubletap\").recognizeWith(\"tap\"),this.hammer.get(\"tap\").requireFailure(\"doubletap\"),this.hammer.get(\"doubletap\").dropRequireFailure(\"tap\"),this.hammer.on(\"doubletap\",function(e){return t._doubletap(e)}),this.hammer.on(\"tap\",function(e){return t._tap(e)}),this.hammer.on(\"press\",function(e){return t._press(e)}),this.hammer.on(\"pressup\",function(e){return t._pressup(e)}),this.hammer.get(\"pan\").set({direction:i.DIRECTION_ALL}),this.hammer.on(\"panstart\",function(e){return t._pan_start(e)}),this.hammer.on(\"pan\",function(e){return t._pan(e)}),this.hammer.on(\"panend\",function(e){return t._pan_end(e)}),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.on(\"pinchstart\",function(e){return t._pinch_start(e)}),this.hammer.on(\"pinch\",function(e){return t._pinch(e)}),this.hammer.on(\"pinchend\",function(e){return t._pinch_end(e)}),this.hammer.get(\"rotate\").set({enable:!0}),this.hammer.on(\"rotatestart\",function(e){return t._rotate_start(e)}),this.hammer.on(\"rotate\",function(e){return t._rotate(e)}),this.hammer.on(\"rotateend\",function(e){return t._rotate_end(e)})},t.prototype.register_tool=function(t){var e=this,n=t.model.event_type;null!=n&&(p.isString(n)?this._register_tool(t,n):n.forEach(function(n,i){return e._register_tool(t,n,i<1)}))},t.prototype._register_tool=function(t,e,n){void 0===n&&(n=!0);var i=t,r=i.model.id,o=function(t){return function(e){e.id==r&&t(e.e)}},a=function(t){return function(e){t(e.e)}};switch(e){case\"pan\":null!=i._pan_start&&i.connect(this.pan_start,o(i._pan_start.bind(i))),null!=i._pan&&i.connect(this.pan,o(i._pan.bind(i))),null!=i._pan_end&&i.connect(this.pan_end,o(i._pan_end.bind(i)));break;case\"pinch\":null!=i._pinch_start&&i.connect(this.pinch_start,o(i._pinch_start.bind(i))),null!=i._pinch&&i.connect(this.pinch,o(i._pinch.bind(i))),null!=i._pinch_end&&i.connect(this.pinch_end,o(i._pinch_end.bind(i)));break;case\"rotate\":null!=i._rotate_start&&i.connect(this.rotate_start,o(i._rotate_start.bind(i))),null!=i._rotate&&i.connect(this.rotate,o(i._rotate.bind(i))),null!=i._rotate_end&&i.connect(this.rotate_end,o(i._rotate_end.bind(i)));break;case\"move\":null!=i._move_enter&&i.connect(this.move_enter,o(i._move_enter.bind(i))),null!=i._move&&i.connect(this.move,o(i._move.bind(i))),null!=i._move_exit&&i.connect(this.move_exit,o(i._move_exit.bind(i)));break;case\"tap\":null!=i._tap&&i.connect(this.tap,o(i._tap.bind(i)));break;case\"press\":null!=i._press&&i.connect(this.press,o(i._press.bind(i))),null!=i._pressup&&i.connect(this.pressup,o(i._pressup.bind(i)));break;case\"scroll\":null!=i._scroll&&i.connect(this.scroll,o(i._scroll.bind(i)));break;default:throw new Error(\"unsupported event_type: \"+e)}n&&(null!=i._doubletap&&i.connect(this.doubletap,a(i._doubletap.bind(i))),null!=i._keydown&&i.connect(this.keydown,a(i._keydown.bind(i))),null!=i._keyup&&i.connect(this.keyup,a(i._keyup.bind(i))),c.is_mobile&&null!=i._scroll&&\"pinch\"==e&&(s.logger.debug(\"Registering scroll on touch screen\"),i.connect(this.scroll,o(i._scroll.bind(i)))))},t.prototype._hit_test_renderers=function(t,e){for(var n=this.plot_view.get_renderer_views(),i=0,r=_.reversed(n);i\\s*\\(/gm,\"{anonymous}()@\"):\"Unknown Stack Trace\",s=t.console&&(t.console.warn||t.console.log);return s&&s.call(t.console,r,n),e.apply(this,arguments)}}s=\"function\"!=typeof Object.assign?function(t){if(t===r||null===t)throw new TypeError(\"Cannot convert undefined or null to object\");for(var e=Object(t),i=1;i-1}function b(t){return t.trim().split(/\\s+/g)}function P(t,e,i){if(t.indexOf&&!i)return t.indexOf(e);for(var n=0;ni[e]}):n.sort()),n}function w(t,e){for(var i,n,s=e[0].toUpperCase()+e.slice(1),a=0;a1&&!i.firstMultiple?i.firstMultiple=Q(e):1===s&&(i.firstMultiple=!1);var o=i.firstInput,a=i.firstMultiple,h=a?a.center:o.center,u=e.center=tt(n);e.timeStamp=l(),e.deltaTime=e.timeStamp-o.timeStamp,e.angle=rt(h,u),e.distance=nt(h,u),function(t,e){var i=e.center,n=t.offsetDelta||{},r=t.prevDelta||{},s=t.prevInput||{};e.eventType!==Y&&s.eventType!==W||(r=t.prevDelta={x:s.deltaX||0,y:s.deltaY||0},n=t.offsetDelta={x:i.x,y:i.y});e.deltaX=r.x+(i.x-n.x),e.deltaY=r.y+(i.y-n.y)}(i,e),e.offsetDirection=it(e.deltaX,e.deltaY);var p=et(e.deltaTime,e.deltaX,e.deltaY);e.overallVelocityX=p.x,e.overallVelocityY=p.y,e.overallVelocity=c(p.x)>c(p.y)?p.x:p.y,e.scale=a?(f=a.pointers,v=n,nt(v[0],v[1],$)/nt(f[0],f[1],$)):1,e.rotation=a?function(t,e){return rt(e[1],e[0],$)+rt(t[1],t[0],$)}(a.pointers,n):0,e.maxPointers=i.prevInput?e.pointers.length>i.prevInput.maxPointers?e.pointers.length:i.prevInput.maxPointers:e.pointers.length,function(t,e){var i,n,s,o,a=t.lastInterval||e,h=e.timeStamp-a.timeStamp;if(e.eventType!=q&&(h>X||a.velocity===r)){var u=e.deltaX-a.deltaX,l=e.deltaY-a.deltaY,p=et(h,u,l);n=p.x,s=p.y,i=c(p.x)>c(p.y)?p.x:p.y,o=it(u,l),t.lastInterval=e}else i=a.velocity,n=a.velocityX,s=a.velocityY,o=a.direction;e.velocity=i,e.velocityX=n,e.velocityY=s,e.direction=o}(i,e);var f,v;var d=t.element;C(e.srcEvent.target,d)&&(d=e.srcEvent.target);e.target=d}(t,i),t.emit(\"hammer.input\",i),t.recognize(i),t.session.prevInput=i}function Q(t){for(var e=[],i=0;i=c(e)?t<0?H:L:e<0?U:V}function nt(t,e,i){i||(i=B);var n=e[i[0]]-t[i[0]],r=e[i[1]]-t[i[1]];return Math.sqrt(n*n+r*r)}function rt(t,e,i){i||(i=B);var n=e[i[0]]-t[i[0]],r=e[i[1]]-t[i[1]];return 180*Math.atan2(r,n)/Math.PI}J.prototype={handler:function(){},init:function(){this.evEl&&A(this.element,this.evEl,this.domHandler),this.evTarget&&A(this.target,this.evTarget,this.domHandler),this.evWin&&A(R(this.element),this.evWin,this.domHandler)},destroy:function(){this.evEl&&_(this.element,this.evEl,this.domHandler),this.evTarget&&_(this.target,this.evTarget,this.domHandler),this.evWin&&_(R(this.element),this.evWin,this.domHandler)}};var st={mousedown:Y,mousemove:F,mouseup:W},ot=\"mousedown\",at=\"mousemove mouseup\";function ht(){this.evEl=ot,this.evWin=at,this.pressed=!1,J.apply(this,arguments)}T(ht,J,{handler:function(t){var e=st[t.type];e&Y&&0===t.button&&(this.pressed=!0),e&F&&1!==t.which&&(e=W),this.pressed&&(e&W&&(this.pressed=!1),this.callback(this.manager,e,{pointers:[t],changedPointers:[t],pointerType:\"mouse\",srcEvent:t}))}});var ut={pointerdown:Y,pointermove:F,pointerup:W,pointercancel:q,pointerout:q},ct={2:\"touch\",3:\"pen\",4:\"mouse\",5:\"kinect\"},lt=\"pointerdown\",pt=\"pointermove pointerup pointercancel\";function ft(){this.evEl=lt,this.evWin=pt,J.apply(this,arguments),this.store=this.manager.session.pointerEvents=[]}t.MSPointerEvent&&!t.PointerEvent&&(lt=\"MSPointerDown\",pt=\"MSPointerMove MSPointerUp MSPointerCancel\"),T(ft,J,{handler:function(t){var e=this.store,i=!1,n=t.type.toLowerCase().replace(\"ms\",\"\"),r=ut[n],s=ct[t.pointerType]||t.pointerType,o=\"touch\"==s,a=P(e,t.pointerId,\"pointerId\");r&Y&&(0===t.button||o)?a<0&&(e.push(t),a=e.length-1):r&(W|q)&&(i=!0),a<0||(e[a]=t,this.callback(this.manager,r,{pointers:e,changedPointers:[t],pointerType:s,srcEvent:t}),i&&e.splice(a,1))}});var vt={touchstart:Y,touchmove:F,touchend:W,touchcancel:q},dt=\"touchstart\",mt=\"touchstart touchmove touchend touchcancel\";function gt(){this.evTarget=dt,this.evWin=mt,this.started=!1,J.apply(this,arguments)}T(gt,J,{handler:function(t){var e=vt[t.type];if(e===Y&&(this.started=!0),this.started){var i=function(t,e){var i=D(t.touches),n=D(t.changedTouches);e&(W|q)&&(i=x(i.concat(n),\"identifier\",!0));return[i,n]}.call(this,t,e);e&(W|q)&&i[0].length-i[1].length==0&&(this.started=!1),this.callback(this.manager,e,{pointers:i[0],changedPointers:i[1],pointerType:\"touch\",srcEvent:t})}}});var Tt={touchstart:Y,touchmove:F,touchend:W,touchcancel:q},yt=\"touchstart touchmove touchend touchcancel\";function Et(){this.evTarget=yt,this.targetIds={},J.apply(this,arguments)}T(Et,J,{handler:function(t){var e=Tt[t.type],i=function(t,e){var i=D(t.touches),n=this.targetIds;if(e&(Y|F)&&1===i.length)return n[i[0].identifier]=!0,[i,i];var r,s,o=D(t.changedTouches),a=[],h=this.target;if(s=i.filter(function(t){return C(t.target,h)}),e===Y)for(r=0;r-1&&n.splice(t,1)},It)}}T(_t,J,{handler:function(t,e,i){var n=\"touch\"==i.pointerType,r=\"mouse\"==i.pointerType;if(!(r&&i.sourceCapabilities&&i.sourceCapabilities.firesTouchEvents)){if(n)(function(t,e){t&Y?(this.primaryTouch=e.changedPointers[0].identifier,Ct.call(this,e)):t&(W|q)&&Ct.call(this,e)}).call(this,e,i);else if(r&&function(t){for(var e=t.srcEvent.clientX,i=t.srcEvent.clientY,n=0;n-1&&this.requireFail.splice(e,1),this},hasRequireFailures:function(){return this.requireFail.length>0},canRecognizeWith:function(t){return!!this.simultaneous[t.id]},emit:function(t){var e=this,i=this.state;function n(i){e.manager.emit(i,t)}i=Yt&&n(e.options.event+kt(i))},tryEmit:function(t){if(this.canEmit())return this.emit(t);this.state=32},canEmit:function(){for(var t=0;te.threshold&&r&e.direction},attrTest:function(t){return Ut.prototype.attrTest.call(this,t)&&(this.state&Nt||!(this.state&Nt)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=Ht(t.direction);e&&(t.additionalEvent=this.options.event+e),this._super.emit.call(this,t)}}),T(jt,Ut,{defaults:{event:\"pinch\",threshold:0,pointers:2},getTouchAction:function(){return[xt]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||this.state&Nt)},emit:function(t){if(1!==t.scale){var e=t.scale<1?\"in\":\"out\";t.additionalEvent=this.options.event+e}this._super.emit.call(this,t)}}),T(Gt,qt,{defaults:{event:\"press\",pointers:1,time:251,threshold:9},getTouchAction:function(){return[Pt]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distancee.time;if(this._input=t,!n||!i||t.eventType&(W|q)&&!r)this.reset();else if(t.eventType&Y)this.reset(),this._timer=p(function(){this.state=Ft,this.tryEmit()},e.time,this);else if(t.eventType&W)return Ft;return 32},reset:function(){clearTimeout(this._timer)},emit:function(t){this.state===Ft&&(t&&t.eventType&W?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=l(),this.manager.emit(this.options.event,this._input)))}}),T(Zt,Ut,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[xt]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||this.state&Nt)}}),T(Bt,Ut,{defaults:{event:\"swipe\",threshold:10,velocity:.3,direction:j|G,pointers:1},getTouchAction:function(){return Vt.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return i&(j|G)?e=t.overallVelocity:i&j?e=t.overallVelocityX:i&G&&(e=t.overallVelocityY),this._super.attrTest.call(this,t)&&i&t.offsetDirection&&t.distance>this.options.threshold&&t.maxPointers==this.options.pointers&&c(e)>this.options.velocity&&t.eventType&W},emit:function(t){var e=Ht(t.offsetDirection);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),T($t,qt,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:9,posThreshold:10},getTouchAction:function(){return[Dt]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance=2){this.map.setZoom(n);var s=this._get_projected_bounds(),a=s[0];s[1]-a<0&&this.map.setZoom(i)}this.unpause()}this._set_bokeh_ranges()},e.prototype._build_map=function(){var t=this,e=google.maps;this.map_types={satellite:e.MapTypeId.SATELLITE,terrain:e.MapTypeId.TERRAIN,roadmap:e.MapTypeId.ROADMAP,hybrid:e.MapTypeId.HYBRID};var o=this.model.map_options,i={center:new e.LatLng(o.lat,o.lng),zoom:o.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[o.map_type],scaleControl:o.scale_control,tilt:o.tilt};null!=o.styles&&(i.styles=JSON.parse(o.styles)),this.map=new e.Map(this.canvas_view.map_el,i),e.event.addListener(this.map,\"idle\",function(){return t._set_bokeh_ranges()}),e.event.addListener(this.map,\"bounds_changed\",function(){return t._set_bokeh_ranges()}),e.event.addListenerOnce(this.map,\"tilesloaded\",function(){return t._render_finished()}),this.connect(this.model.properties.map_options.change,function(){return t._update_options()}),this.connect(this.model.map_options.properties.styles.change,function(){return t._update_styles()}),this.connect(this.model.map_options.properties.lat.change,function(){return t._update_center(\"lat\")}),this.connect(this.model.map_options.properties.lng.change,function(){return t._update_center(\"lng\")}),this.connect(this.model.map_options.properties.zoom.change,function(){return t._update_zoom()}),this.connect(this.model.map_options.properties.map_type.change,function(){return t._update_map_type()}),this.connect(this.model.map_options.properties.scale_control.change,function(){return t._update_scale_control()}),this.connect(this.model.map_options.properties.tilt.change,function(){return t._update_tilt()})},e.prototype._render_finished=function(){this._tiles_loaded=!0,this.notify_finished()},e.prototype.has_finished=function(){return t.prototype.has_finished.call(this)&&!0===this._tiles_loaded},e.prototype._get_latlon_bounds=function(){var t=this.map.getBounds(),e=t.getNorthEast(),o=t.getSouthWest();return[o.lng(),e.lng(),o.lat(),e.lat()]},e.prototype._get_projected_bounds=function(){var t=this._get_latlon_bounds(),e=t[0],o=t[1],i=t[2],n=t[3],a=s.wgs84_mercator.forward([e,i]),p=a[0],l=a[1],_=s.wgs84_mercator.forward([o,n]);return[p,_[0],l,_[1]]},e.prototype._set_bokeh_ranges=function(){var t=this._get_projected_bounds(),e=t[0],o=t[1],i=t[2],n=t[3];this.frame.x_range.setv({start:e,end:o}),this.frame.y_range.setv({start:i,end:n})},e.prototype._update_center=function(t){var e=this.map.getCenter().toJSON();e[t]=this.model.map_options[t],this.map.setCenter(e),this._set_bokeh_ranges()},e.prototype._update_map_type=function(){this.map.setOptions({mapTypeId:this.map_types[this.model.map_options.map_type]})},e.prototype._update_scale_control=function(){this.map.setOptions({scaleControl:this.model.map_options.scale_control})},e.prototype._update_tilt=function(){this.map.setOptions({tilt:this.model.map_options.tilt})},e.prototype._update_options=function(){this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()},e.prototype._update_styles=function(){this.map.setOptions({styles:JSON.parse(this.model.map_options.styles)})},e.prototype._update_zoom=function(){this.map.setOptions({zoom:this.model.map_options.zoom}),this._set_bokeh_ranges()},e.prototype._map_hook=function(t,e){var o=e[0],i=e[1],n=e[2],s=e[3];this.canvas_view.map_el.style.top=i+\"px\",this.canvas_view.map_el.style.left=o+\"px\",this.canvas_view.map_el.style.width=n+\"px\",this.canvas_view.map_el.style.height=s+\"px\",null==this.map&&\"undefined\"!=typeof google&&null!=google.maps&&this._build_map()},e.prototype._paint_empty=function(t,e){var o=this.layout._width.value,i=this.layout._height.value,n=e[0],s=e[1],a=e[2],p=e[3];t.clearRect(0,0,o,i),t.beginPath(),t.moveTo(0,0),t.lineTo(0,i),t.lineTo(o,i),t.lineTo(o,0),t.lineTo(0,0),t.moveTo(n,s),t.lineTo(n+a,s),t.lineTo(n+a,s+p),t.lineTo(n,s+p),t.lineTo(n,s),t.closePath(),null!=this.model.border_fill_color&&(t.fillStyle=this.model.border_fill_color,t.fill())},e}(a.PlotView);o.GMapPlotView=l,l.__name__=\"GMapPlotView\"},\n", " function _(a,n,e){var g=a(281);e.DataRange=g.DataRange;var R=a(280);e.DataRange1d=R.DataRange1d;var r=a(184);e.FactorRange=r.FactorRange;var t=a(185);e.Range=t.Range;var v=a(225);e.Range1d=v.Range1d},\n", " function _(e,r,d){var n=e(175);d.GlyphRenderer=n.GlyphRenderer;var R=e(192);d.GraphRenderer=R.GraphRenderer;var a=e(244);d.GuideRenderer=a.GuideRenderer;var G=e(160);d.Renderer=G.Renderer},\n", " function _(a,e,c){var l=a(279);c.CategoricalScale=l.CategoricalScale;var r=a(215);c.LinearScale=r.LinearScale;var S=a(224);c.LogScale=S.LogScale;var i=a(216);c.Scale=i.Scale},\n", " function _(n,o,e){!function(n){for(var o in n)e.hasOwnProperty(o)||(e[o]=n[o])}(n(195));var i=n(173);e.Selection=i.Selection},\n", " function _(a,e,r){var o=a(388);r.ServerSentDataSource=o.ServerSentDataSource;var S=a(390);r.AjaxDataSource=S.AjaxDataSource;var t=a(170);r.ColumnDataSource=t.ColumnDataSource;var u=a(171);r.ColumnarDataSource=u.ColumnarDataSource;var D=a(191);r.CDSView=D.CDSView;var c=a(172);r.DataSource=c.DataSource;var v=a(392);r.GeoJSONDataSource=v.GeoJSONDataSource;var n=a(391);r.RemoteDataSource=n.RemoteDataSource},\n", " function _(t,e,i){var a=t(113),n=function(t){function e(e){var i=t.call(this,e)||this;return i.initialized=!1,i}return a.__extends(e,t),e.prototype.destroy=function(){t.prototype.destroy.call(this)},e.prototype.setup=function(){var t=this;this.initialized||(this.initialized=!0,new EventSource(this.data_url).onmessage=function(e){t.load_data(JSON.parse(e.data),t.mode,t.max_size)})},e}(t(389).WebDataSource);i.ServerSentDataSource=n,n.__name__=\"ServerSentDataSource\"},\n", " function _(t,a,e){var i=t(113),n=t(170),r=t(121),o=function(t){function a(a){return t.call(this,a)||this}return i.__extends(a,t),a.prototype.get_column=function(t){var a=this.data[t];return null!=a?a:[]},a.prototype.initialize=function(){t.prototype.initialize.call(this),this.setup()},a.prototype.load_data=function(t,a,e){var i,n=this.adapter;switch(i=null!=n?n.execute(this,{response:t}):t,a){case\"replace\":this.data=i;break;case\"append\":for(var r=this.data,o=0,c=this.columns();o1&&a.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\");var h=e.coordinates[0];for(c=0;c1&&a.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\"),d.push(w[0])}for(_=d.reduce(o),c=0;c<_.length;c++){var v=_[c];i=v[0],s=v[1],u=v[2];t.xs[r][c]=i,t.ys[r][c]=s,t.zs[r][c]=l(u)}break;default:throw new Error(\"Invalid GeoJSON geometry type: \"+e.type)}},t.prototype.geojson_to_column_data=function(){var e,t=JSON.parse(this.geojson);switch(t.type){case\"GeometryCollection\":if(null==t.geometries)throw new Error(\"No geometries found in GeometryCollection\");if(0===t.geometries.length)throw new Error(\"geojson.geometries must have one or more items\");e=t.geometries;break;case\"FeatureCollection\":if(null==t.features)throw new Error(\"No features found in FeaturesCollection\");if(0==t.features.length)throw new Error(\"geojson.features must have one or more items\");e=t.features;break;default:throw new Error(\"Bokeh only supports type GeometryCollection and FeatureCollection at top level\")}for(var r=0,o=0,n=e;o=Math.pow(2,i)))&&!(e<0||e>=Math.pow(2,i))},e.prototype.parent_by_tile_xyz=function(t,e,i){var o=this.tile_xyz_to_quadkey(t,e,i),r=o.substring(0,o.length-1);return this.quadkey_to_tile_xyz(r)},e.prototype.get_resolution=function(t){return this._computed_initial_resolution()/Math.pow(2,t)},e.prototype.get_resolution_by_extent=function(t,e,i){return[(t[2]-t[0])/i,(t[3]-t[1])/e]},e.prototype.get_level_by_extent=function(t,e,i){for(var o=(t[2]-t[0])/i,r=(t[3]-t[1])/e,n=Math.max(o,r),_=0,s=0,u=this._resolutions;su[s]){if(0==_)return 0;if(_>0)return _-1}_+=1}return _-1},e.prototype.get_closest_level_by_extent=function(t,e,i){var o=(t[2]-t[0])/i,r=(t[3]-t[1])/e,n=Math.max(o,r),_=this._resolutions.reduce(function(t,e){return Math.abs(e-n)h?(a=_-r,l*=p):(a*=h,l=s-n)}var y=(a-(_-r))/2,c=(l-(s-n))/2;return[r-y,n-c,_+y,s+c]},e.prototype.tms_to_wmts=function(t,e,i){return[t,Math.pow(2,i)-1-e,i]},e.prototype.wmts_to_tms=function(t,e,i){return[t,Math.pow(2,i)-1-e,i]},e.prototype.pixels_to_meters=function(t,e,i){var o=this.get_resolution(i);return[t*o-this.x_origin_offset,e*o-this.y_origin_offset]},e.prototype.meters_to_pixels=function(t,e,i){var o=this.get_resolution(i);return[(t+this.x_origin_offset)/o,(e+this.y_origin_offset)/o]},e.prototype.pixels_to_tile=function(t,e){var i=Math.ceil(t/this.tile_size);return[i=0===i?i:i-1,Math.max(Math.ceil(e/this.tile_size)-1,0)]},e.prototype.pixels_to_raster=function(t,e,i){return[t,(this.tile_size<=a;c--)for(var f=u;f<=p;f++)this.is_valid_tile(f,c,e)&&y.push([f,c,e,this.get_tile_meter_bounds(f,c,e)]);return this.sort_tiles_from_center(y,[u,a,p,h]),y},e.prototype.quadkey_to_tile_xyz=function(t){for(var e=0,i=0,o=t.length,r=o;r>0;r--){var n=1<0;r--){var n=1<0;)if(s=s.substring(0,s.length-1),t=(r=this.quadkey_to_tile_xyz(s))[0],e=r[1],i=r[2],t=(n=this.denormalize_xyz(t,e,i,_))[0],e=n[1],i=n[2],this.tiles.has(this.tile_xyz_to_key(t,e,i)))return[t,e,i];return[0,0,0]},e.prototype.normalize_xyz=function(t,e,i){if(this.wrap_around){var o=Math.pow(2,i);return[(t%o+o)%o,e,i]}return[t,e,i]},e.prototype.denormalize_xyz=function(t,e,i,o){return[t+o*Math.pow(2,i),e,i]},e.prototype.denormalize_meters=function(t,e,i,o){return[t+2*o*Math.PI*6378137,e]},e.prototype.calculate_world_x_by_tile_xyz=function(t,e,i){return Math.floor(t/Math.pow(2,i))},e}(r.TileSource);i.MercatorTileSource=u,u.__name__=\"MercatorTileSource\",u.init_MercatorTileSource()},\n", " function _(t,e,r){var i=t(113),n=t(166),o=t(121),a=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.init_TileSource=function(){this.define({url:[o.String,\"\"],tile_size:[o.Number,256],max_zoom:[o.Number,30],min_zoom:[o.Number,0],extra_url_vars:[o.Any,{}],attribution:[o.String,\"\"],x_origin_offset:[o.Number],y_origin_offset:[o.Number],initial_resolution:[o.Number]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.tiles=new Map,this._normalize_case()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.change,function(){return e._clear_cache()})},e.prototype.string_lookup_replace=function(t,e){var r=t;for(var i in e){var n=e[i];r=r.replace(\"{\"+i+\"}\",n)}return r},e.prototype._normalize_case=function(){var t=this.url.replace(\"{x}\",\"{X}\").replace(\"{y}\",\"{Y}\").replace(\"{z}\",\"{Z}\").replace(\"{q}\",\"{Q}\").replace(\"{xmin}\",\"{XMIN}\").replace(\"{ymin}\",\"{YMIN}\").replace(\"{xmax}\",\"{XMAX}\").replace(\"{ymax}\",\"{YMAX}\");this.url=t},e.prototype._clear_cache=function(){this.tiles=new Map},e.prototype.tile_xyz_to_key=function(t,e,r){return t+\":\"+e+\":\"+r},e.prototype.key_to_tile_xyz=function(t){var e=t.split(\":\").map(function(t){return parseInt(t)});return[e[0],e[1],e[2]]},e.prototype.sort_tiles_from_center=function(t,e){var r=e[0],i=e[1],n=e[2],o=e[3],a=(n-r)/2+r,c=(o-i)/2+i;t.sort(function(t,e){return Math.sqrt(Math.pow(a-t[0],2)+Math.pow(c-t[1],2))-Math.sqrt(Math.pow(a-e[0],2)+Math.pow(c-e[1],2))})},e.prototype.get_image_url=function(t,e,r){return this.string_lookup_replace(this.url,this.extra_url_vars).replace(\"{X}\",t.toString()).replace(\"{Y}\",e.toString()).replace(\"{Z}\",r.toString())},e}(n.Model);r.TileSource=a,a.__name__=\"TileSource\",a.init_TileSource()},\n", " function _(r,e,t){var n=r(132);function o(r,e){return n.wgs84_mercator.forward([r,e])}function _(r,e){return n.wgs84_mercator.inverse([r,e])}t.geographic_to_meters=o,t.meters_to_geographic=_,t.geographic_extent_to_meters=function(r){var e=r[0],t=r[1],n=r[2],_=r[3],c=o(e,t),a=c[0],g=c[1],i=o(n,_);return[a,g,i[0],i[1]]},t.meters_extent_to_geographic=function(r){var e=r[0],t=r[1],n=r[2],o=r[3],c=_(e,t),a=c[0],g=c[1],i=_(n,o);return[a,g,i[0],i[1]]}},\n", " function _(t,e,r){var _=t(113),i=function(t){function e(e){return t.call(this,e)||this}return _.__extends(e,t),e.prototype.get_image_url=function(t,e,r){var _=this.string_lookup_replace(this.url,this.extra_url_vars),i=this.tms_to_wmts(t,e,r),u=i[0],n=i[1],o=i[2],l=this.tile_xyz_to_quadkey(u,n,o);return _.replace(\"{Q}\",l)},e}(t(397).MercatorTileSource);r.QUADKEYTileSource=i,i.__name__=\"QUADKEYTileSource\"},\n", " function _(e,t,i){var n=e(113),a=e(402),r=e(176),_=e(225),s=e(163),o=e(121),l=e(318),h=e(110),u=e(109),p=e(174),d=e(170),c=e(403),m=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return n.__extends(t,e),t.prototype.initialize=function(){this._tiles=[],e.prototype.initialize.call(this)},t.prototype.connect_signals=function(){var t=this;e.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return t.request_render()}),this.connect(this.model.tile_source.change,function(){return t.request_render()})},t.prototype.get_extent=function(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]},Object.defineProperty(t.prototype,\"map_plot\",{get:function(){return this.plot_model},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"map_canvas\",{get:function(){return this.plot_view.canvas_view.ctx},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"map_frame\",{get:function(){return this.plot_view.frame},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"x_range\",{get:function(){return this.map_plot.x_range},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"y_range\",{get:function(){return this.map_plot.y_range},enumerable:!0,configurable:!0}),t.prototype._set_data=function(){this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0},t.prototype._update_attribution=function(){null!=this.attribution_el&&s.removeElement(this.attribution_el);var e=this.model.tile_source.attribution;if(u.isString(e)&&e.length>0){var t=this.plot_view,i=t.layout,n=t.frame,a=i._width.value-n._right.value,r=i._height.value-n._bottom.value,_=n._width.value;this.attribution_el=s.div({class:c.bk_tile_attribution,style:{position:\"absolute\",right:a+\"px\",bottom:r+\"px\",\"max-width\":_-4+\"px\",padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.5)\",\"font-size\":\"7pt\",\"line-height\":\"1.05\",\"white-space\":\"nowrap\",overflow:\"hidden\",\"text-overflow\":\"ellipsis\"}}),this.plot_view.canvas_view.events_el.appendChild(this.attribution_el),this.attribution_el.innerHTML=e,this.attribution_el.title=this.attribution_el.textContent.replace(/\\s*\\n\\s*/g,\" \")}},t.prototype._map_data=function(){this.initial_extent=this.get_extent();var 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_level(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.x_range instanceof _.Range1d&&(this.x_range.reset_start=t[0],this.x_range.reset_end=t[2]),this.y_range instanceof _.Range1d&&(this.y_range.reset_start=t[1],this.y_range.reset_end=t[3]),this._update_attribution()},t.prototype._create_tile=function(e,t,i,n,a){var r=this;void 0===a&&(a=!1);var _=this.model.tile_source.normalize_xyz(e,t,i),s=_[0],o=_[1],h=_[2],u={img:void 0,tile_coords:[e,t,i],normalized_coords:[s,o,h],quadkey:this.model.tile_source.tile_xyz_to_quadkey(e,t,i),cache_key:this.model.tile_source.tile_xyz_to_key(e,t,i),bounds:n,loaded:!1,finished:!1,x_coord:n[0],y_coord:n[3]},p=this.model.tile_source.get_image_url(s,o,h);new l.ImageLoader(p,{loaded:function(e){Object.assign(u,{img:e,loaded:!0}),a?(u.finished=!0,r.notify_finished()):r.request_render()},failed:function(){u.finished=!0}}),this.model.tile_source.tiles.set(u.cache_key,u),this._tiles.push(u)},t.prototype._enforce_aspect_ratio=function(){if(this._last_height!==this.map_frame._height.value||this._last_width!==this.map_frame._width.value){var e=this.get_extent(),t=this.model.tile_source.get_level_by_extent(e,this.map_frame._height.value,this.map_frame._width.value),i=this.model.tile_source.snap_to_zoom_level(e,this.map_frame._height.value,this.map_frame._width.value,t);this.x_range.setv({start:i[0],end:i[2]}),this.y_range.setv({start:i[1],end:i[3]}),this.extent=i,this._last_height=this.map_frame._height.value,this._last_width=this.map_frame._width.value}},t.prototype.has_finished=function(){if(!e.prototype.has_finished.call(this))return!1;if(0===this._tiles.length)return!1;for(var t=0,i=this._tiles;tn&&(a=this.extent,o=n,l=!0),l&&(this.x_range.setv({x_range:{start:a[0],end:a[2]}}),this.y_range.setv({start:a[1],end:a[3]}),this.extent=a),this.extent=a;for(var u=t.get_tiles_by_extent(a,o),p=[],d=[],c=[],m=[],f=0,g=u;f0&&(u=u.filter(function(n){return t.includes(e,n.name)})),u}},\n", " function _(t,o,e){var n=t(113),i=t(370),a=t(201),r=t(121),s=t(373),_=function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(o,t),o.prototype._match_aspect=function(t,o,e){var n,i,a,r,s=e.bbox.aspect,_=e.bbox.h_range.end,l=e.bbox.h_range.start,u=e.bbox.v_range.end,p=e.bbox.v_range.start,h=Math.abs(t[0]-o[0]),c=Math.abs(t[1]-o[1]),m=0==c?0:h/c,v=(m>=s?[1,m/s]:[s/m,1])[0];return t[0]<=o[0]?(n=t[0],(i=t[0]+h*v)>_&&(i=_)):(i=t[0],(n=t[0]-h*v)u&&(a=u)):(a=t[1],(r=t[1]-h/s)o.end)&&(this.v_axis_only=!0),(es.end)&&(this.h_axis_only=!0)}null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},n.prototype._pan=function(t){this._update(t.deltaX,t.deltaY),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},n.prototype._pan_end=function(t){this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info&&this.plot_view.push_state(\"pan\",{range:this.pan_info})},n.prototype._update=function(t,n){var e,i,o,s,a,r,_=this.plot_view.frame,l=t-this.last_dx,h=n-this.last_dy,d=_.bbox.h_range,p=d.start-l,u=d.end-l,c=_.bbox.v_range,f=c.start-h,v=c.end-h,y=this.model.dimensions;\"width\"!=y&&\"both\"!=y||this.v_axis_only?(e=d.start,i=d.end,o=0):(e=p,i=u,o=-l),\"height\"!=y&&\"both\"!=y||this.h_axis_only?(s=c.start,a=c.end,r=0):(s=f,a=v,r=-h),this.last_dx=t,this.last_dy=n;var m=_.xscales,b=_.yscales,x={};for(var g in m){var w=m[g].r_invert(e,i),P=w[0],T=w[1];x[g]={start:P,end:T}}var k={};for(var g in b){var V=b[g].r_invert(s,a);P=V[0],T=V[1];k[g]={start:P,end:T}}this.pan_info={xrs:x,yrs:k,sdx:o,sdy:r},this.plot_view.update_range(this.pan_info,!0)},n}(o.GestureToolView);e.PanToolView=r,r.__name__=\"PanToolView\";var _=function(t){function n(n){var e=t.call(this,n)||this;return e.tool_name=\"Pan\",e.event_type=\"pan\",e.default_order=10,e}return i.__extends(n,t),n.init_PanTool=function(){this.prototype.default_view=r,this.define({dimensions:[s.Dimensions,\"both\"]})},Object.defineProperty(n.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(\"Pan\",this.dimensions)},enumerable:!0,configurable:!0}),Object.defineProperty(n.prototype,\"icon\",{get:function(){switch(this.dimensions){case\"both\":return a.bk_tool_icon_pan;case\"width\":return a.bk_tool_icon_xpan;case\"height\":return a.bk_tool_icon_ypan}},enumerable:!0,configurable:!0}),n}(o.GestureTool);e.PanTool=_,_.__name__=\"PanTool\",_.init_PanTool()},\n", " function _(t,e,o){var l=t(113),i=t(426),a=t(233),n=t(163),s=t(121),c=t(110),_=t(373),r=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data={sx:[],sy:[]}},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.active.change,function(){return e._active_change()})},e.prototype._active_change=function(){this.model.active||this._clear_data()},e.prototype._keyup=function(t){t.keyCode==n.Keys.Enter&&this._clear_data()},e.prototype._doubletap=function(t){var e=t.shiftKey;this._do_select(this.data.sx,this.data.sy,!0,e),this.plot_view.push_state(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()},e.prototype._clear_data=function(){this.data={sx:[],sy:[]},this.model.overlay.update({xs:[],ys:[]})},e.prototype._tap=function(t){var e=t.sx,o=t.sy;this.plot_view.frame.bbox.contains(e,o)&&(this.data.sx.push(e),this.data.sy.push(o),this.model.overlay.update({xs:c.copy(this.data.sx),ys:c.copy(this.data.sy)}))},e.prototype._do_select=function(t,e,o,l){var i={type:\"poly\",sx:t,sy:e};this._select(i,o,l)},e.prototype._emit_callback=function(t){var e=this.computed_renderers[0],o=this.plot_view.frame,l=o.xscales[e.x_range_name],i=o.yscales[e.y_range_name],a=l.v_invert(t.sx),n=i.v_invert(t.sy),s=Object.assign({x:a,y:n},t);null!=this.model.callback&&this.model.callback.execute(this.model,{geometry:s})},e}(i.SelectToolView);o.PolySelectToolView=r,r.__name__=\"PolySelectToolView\";var y=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]}})},p=function(t){function e(e){var o=t.call(this,e)||this;return o.tool_name=\"Poly Select\",o.icon=_.bk_tool_icon_polygon_select,o.event_type=\"tap\",o.default_order=11,o}return l.__extends(e,t),e.init_PolySelectTool=function(){this.prototype.default_view=r,this.define({callback:[s.Any],overlay:[s.Instance,y]})},e}(i.SelectTool);o.PolySelectTool=p,p.__name__=\"PolySelectTool\",p.init_PolySelectTool()},\n", " function _(t,e,i){var n=t(113),s=t(201),r=t(167),l=t(121),a=t(370),o=t(373);function _(t){switch(t){case 1:return 2;case 2:return 1;case 4:return 5;case 5:return 4;default:return t}}function h(t,e,i,n){if(null==e)return!1;var s=i.compute(e);return Math.abs(t-s)s.right)&&(r=!1)}if(null!=s.bottom&&null!=s.top){var a=n.invert(e);(as.top)&&(r=!1)}return r}function d(t,e,i){var n=0;return t>=i.start&&t<=i.end&&(n+=1),e>=i.start&&e<=i.end&&(n+=1),n}function c(t,e,i,n){var s=e.compute(t),r=e.invert(s+i);return r>=n.start&&r<=n.end?r:t}function y(t,e,i){return t>e.start?(e.end=t,i):(e.end=e.start,e.start=t,_(i))}function f(t,e,i){return t=h&&(t.start=o,t.end=_)}i.flip_side=_,i.is_near=h,i.is_inside=u,i.sides_inside=d,i.compute_value=c,i.update_range_end_side=y,i.update_range_start_side=f,i.update_range=g;var v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.side=0,this.model.update_overlay_from_ranges()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),null!=this.model.x_range&&this.connect(this.model.x_range.change,function(){return e.model.update_overlay_from_ranges()}),null!=this.model.y_range&&this.connect(this.model.y_range.change,function(){return e.model.update_overlay_from_ranges()})},e.prototype._pan_start=function(t){this.last_dx=0,this.last_dy=0;var e=this.model.x_range,i=this.model.y_range,n=this.plot_view.frame,r=n.xscales.default,l=n.yscales.default,a=this.model.overlay,o=a.left,_=a.right,d=a.top,c=a.bottom,y=this.model.overlay.properties.line_width.value()+s.EDGE_TOLERANCE;null!=e&&this.model.x_interaction&&(h(t.sx,o,r,y)?this.side=1:h(t.sx,_,r,y)?this.side=2:u(t.sx,t.sy,r,l,a)&&(this.side=3)),null!=i&&this.model.y_interaction&&(0==this.side&&h(t.sy,c,l,y)&&(this.side=4),0==this.side&&h(t.sy,d,l,y)?this.side=5:u(t.sx,t.sy,r,l,this.model.overlay)&&(3==this.side?this.side=7:this.side=6))},e.prototype._pan=function(t){var e=this.plot_view.frame,i=t.deltaX-this.last_dx,n=t.deltaY-this.last_dy,s=this.model.x_range,r=this.model.y_range,l=e.xscales.default,a=e.yscales.default;if(null!=s)if(3==this.side||7==this.side)g(s,l,i,e.x_range);else if(1==this.side){var o=c(s.start,l,i,e.x_range);this.side=f(o,s,this.side)}else if(2==this.side){var _=c(s.end,l,i,e.x_range);this.side=y(_,s,this.side)}if(null!=r)if(6==this.side||7==this.side)g(r,a,n,e.y_range);else if(4==this.side){o=c(r.start,a,n,e.y_range);this.side=f(o,r,this.side)}else if(5==this.side){_=c(r.end,a,n,e.y_range);this.side=y(_,r,this.side)}this.last_dx=t.deltaX,this.last_dy=t.deltaY},e.prototype._pan_end=function(t){this.side=0},e}(a.GestureToolView);i.RangeToolView=v,v.__name__=\"RangeToolView\";var p=function(){return new s.BoxAnnotation({level:\"overlay\",render_mode:\"canvas\",fill_color:\"lightgrey\",fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:.5},line_dash:[2,2]})},m=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Range Tool\",i.icon=o.bk_tool_icon_range,i.event_type=\"pan\",i.default_order=1,i}return n.__extends(e,t),e.init_RangeTool=function(){this.prototype.default_view=v,this.define({x_range:[l.Instance,null],x_interaction:[l.Boolean,!0],y_range:[l.Instance,null],y_interaction:[l.Boolean,!0],overlay:[l.Instance,p]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.overlay.in_cursor=\"grab\",this.overlay.ew_cursor=null!=this.x_range&&this.x_interaction?\"ew-resize\":null,this.overlay.ns_cursor=null!=this.y_range&&this.y_interaction?\"ns-resize\":null},e.prototype.update_overlay_from_ranges=function(){null==this.x_range&&null==this.y_range&&(this.overlay.left=null,this.overlay.right=null,this.overlay.bottom=null,this.overlay.top=null,r.logger.warn(\"RangeTool not configured with any Ranges.\")),null==this.x_range?(this.overlay.left=null,this.overlay.right=null):(this.overlay.left=this.x_range.start,this.overlay.right=this.x_range.end),null==this.y_range?(this.overlay.bottom=null,this.overlay.top=null):(this.overlay.bottom=this.y_range.start,this.overlay.top=this.y_range.end)},e}(a.GestureTool);i.RangeTool=m,m.__name__=\"RangeTool\",m.init_RangeTool()},\n", " function _(e,t,i){var s=e(113),n=e(426),o=e(121),a=e(373),r=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return s.__extends(t,e),t.prototype._tap=function(e){var t={type:\"point\",sx:e.sx,sy:e.sy},i=e.shiftKey;this._select(t,!0,i)},t.prototype._select=function(e,t,i){var s=this,n=this.model.callback;if(\"select\"==this.model.behavior){var o=this._computed_renderers_by_data_source();for(var a in o){var r=o[a],_=r[0].get_selection_manager(),l=r.map(function(e){return s.plot_view.renderer_views[e.id]});if(_.select(l,e,t,i)&&null!=n){var c=(y=this.plot_view.frame).xscales[r[0].x_range_name],p=y.yscales[r[0].y_range_name],v=c.invert(e.sx),u=p.invert(e.sy),h={geometries:Object.assign(Object.assign({},e),{x:v,y:u}),source:_.source};n.execute(this.model,h)}}this._emit_selection_event(e),this.plot_view.push_state(\"tap\",{selection:this.plot_view.get_selection()})}else for(var m=0,f=this.computed_renderers;m.9?t=.9:t<-.9&&(t=-.9),this._update_ranges(t)},t.prototype._update_ranges=function(e){var t,n,o,r,i=this.plot_view.frame,a=i.bbox.h_range,s=i.bbox.v_range,l=[a.start,a.end],_=l[0],h=l[1],d=[s.start,s.end],u=d[0],p=d[1];switch(this.model.dimension){case\"height\":var c=Math.abs(p-u);t=_,n=h,o=u-c*e,r=p-c*e;break;case\"width\":var v=Math.abs(h-_);t=_-v*e,n=h-v*e,o=u,r=p;break;default:throw new Error(\"this shouldn't have happened\")}var f=i.xscales,m=i.yscales,w={};for(var b in f){var g=f[b].r_invert(t,n),y=g[0],P=g[1];w[b]={start:y,end:P}}var T={};for(var b in m){var W=m[b].r_invert(o,r);y=W[0],P=W[1];T[b]={start:y,end:P}}var x={xrs:w,yrs:T,factor:e};this.plot_view.push_state(\"wheel_pan\",{range:x}),this.plot_view.update_range(x,!1,!0),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},t}(r.GestureToolView);n.WheelPanToolView=s,s.__name__=\"WheelPanToolView\";var l=function(e){function t(t){var n=e.call(this,t)||this;return n.tool_name=\"Wheel Pan\",n.icon=a.bk_tool_icon_wheel_pan,n.event_type=\"scroll\",n.default_order=12,n}return o.__extends(t,e),t.init_WheelPanTool=function(){this.prototype.default_view=s,this.define({dimension:[i.Dimension,\"width\"]}),this.internal({speed:[i.Number,.001]})},Object.defineProperty(t.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimension)},enumerable:!0,configurable:!0}),t}(r.GestureTool);n.WheelPanTool=l,l.__name__=\"WheelPanTool\",l.init_WheelPanTool()},\n", " function _(e,o,t){var i=e(113),n=e(370),l=e(416),s=e(121),_=e(197),r=e(373),a=function(e){function o(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(o,e),o.prototype._pinch=function(e){var o,t=e.sx,i=e.sy,n=e.scale;o=n>=1?20*(n-1):-20/n,this._scroll({type:\"wheel\",sx:t,sy:i,delta:o})},o.prototype._scroll=function(e){var o=this.plot_view.frame,t=o.bbox.h_range,i=o.bbox.v_range,n=e.sx,s=e.sy,_=this.model.dimensions,r=(\"width\"==_||\"both\"==_)&&t.start=0){var v=d.match(/\\$color(\\[.*\\])?:(\\w*)/),y=v[1],x=void 0===y?\"\":y,g=v[2],b=e.get_column(g);if(null==b){var w=_.span({},g+\" unknown\");m.appendChild(w);continue}var k=x.indexOf(\"hex\")>=0,T=x.indexOf(\"swatch\")>=0,H=u.isNumber(t)?b[t]:null;if(null==H){var C=_.span({},\"(null)\");m.appendChild(C);continue}k&&(H=h.color2hex(H));var G=_.span({},H);m.appendChild(G),T&&(G=_.span({class:f.bk_tooltip_color_block,style:{backgroundColor:H}},\" \"),m.appendChild(G))}else{(G=_.span()).innerHTML=c.replace_placeholders(d.replace(\"$~\",\"$data_\"),e,t,this.model.formatters,n),m.appendChild(G)}}return o},t}(o.InspectToolView);n.HoverToolView=b,b.__name__=\"HoverToolView\";var w=function(e){function t(t){var n=e.call(this,t)||this;return n.tool_name=\"Hover\",n.icon=y.bk_tool_icon_hover,n}return i.__extends(t,e),t.init_HoverTool=function(){this.prototype.default_view=b,this.define({tooltips:[p.Any,[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"screen (x, y)\",\"($sx, $sy)\"]]],formatters:[p.Any,{}],renderers:[p.Any,\"auto\"],names:[p.Array,[]],mode:[p.HoverMode,\"mouse\"],point_policy:[p.PointPolicy,\"snap_to_data\"],line_policy:[p.LinePolicy,\"nearest\"],show_arrow:[p.Boolean,!0],anchor:[p.Anchor,\"center\"],attachment:[p.TooltipAttachment,\"horizontal\"],callback:[p.Any]})},t}(o.InspectTool);n.HoverTool=w,w.__name__=\"HoverTool\",w.init_HoverTool()},\n", " function _(t,e,o){var n=t(113),i=t(121),r=t(116),c=t(166),l=t(364),u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.init_ToolProxy=function(){this.define({tools:[i.Array,[]],active:[i.Boolean,!1],disabled:[i.Boolean,!1]})},Object.defineProperty(e.prototype,\"button_view\",{get:function(){return this.tools[0].button_view},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"event_type\",{get:function(){return this.tools[0].event_type},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.tools[0].tooltip},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tool_name\",{get:function(){return this.tools[0].tool_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"icon\",{get:function(){return this.tools[0].computed_icon},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_icon\",{get:function(){return this.icon},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"toggleable\",{get:function(){var t=this.tools[0];return t instanceof l.InspectTool&&t.toggleable},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.do=new r.Signal0(this,\"do\")},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.do,function(){return e.doit()}),this.connect(this.properties.active.change,function(){return e.set_active()})},e.prototype.doit=function(){for(var t=0,e=this.tools;t0)if(\"multi\"==u)for(var w=0,T=z;w0&&this.actions.push(x(z))}for(var m in this.inspectors=[],i){(z=i[m]).length>0&&this.inspectors.push(x(z,!0))}for(var V in this.gestures){0!=(_=this.gestures[V]).tools.length&&(_.tools=r.sort_by(_.tools,function(t){return t.default_order}),\"pinch\"!=V&&\"scroll\"!=V&&\"multi\"!=V&&(_.tools[0].active=!0))}},o}(s.ToolbarBase);i.ProxyToolbar=p,p.__name__=\"ProxyToolbar\";var c=function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return e.__extends(o,t),o.prototype.initialize=function(){this.model.toolbar.toolbar_location=this.model.toolbar_location,t.prototype.initialize.call(this)},Object.defineProperty(o.prototype,\"child_models\",{get:function(){return[this.model.toolbar]},enumerable:!0,configurable:!0}),o.prototype._update_layout=function(){this.layout=new h.ContentBox(this.child_views[0].el),this.model.toolbar.horizontal?this.layout.set_sizing({width_policy:\"fit\",min_width:100,height_policy:\"fixed\"}):this.layout.set_sizing({width_policy:\"fixed\",height_policy:\"fit\",min_height:100})},o}(a.LayoutDOMView);i.ToolbarBoxView=c,c.__name__=\"ToolbarBoxView\";var u=function(t){function o(o){return t.call(this,o)||this}return e.__extends(o,t),o.init_ToolbarBox=function(){this.prototype.default_view=c,this.define({toolbar:[n.Instance],toolbar_location:[n.Location,\"right\"]})},o}(a.LayoutDOM);i.ToolbarBox=u,u.__name__=\"ToolbarBox\",u.init_ToolbarBox()},\n", " function _(e,n,t){var d=e(106),i=e(163),o=e(442);t.index={},t.add_document_standalone=function(e,n,a,l){void 0===a&&(a={}),void 0===l&&(l=!1);var r={};function v(e){var d;e.id in a?d=a[e.id]:n.classList.contains(o.BOKEH_ROOT)?d=n:(d=i.div({class:o.BOKEH_ROOT}),n.appendChild(d));var l=function(e){var n=new e.default_view({model:e,parent:null});return t.index[e.id]=n,n}(e);l.renderTo(d),r[e.id]=l}for(var c=0,u=e.roots();c\");if(\"SCRIPT\"==r.tagName){var t=n.div({class:o.BOKEH_ROOT});n.replaceWith(r,t),r=t}return r}o.BOKEH_ROOT=t.bk_root,o._resolve_element=function(e){var r=e.elementid;return null!=r?l(r):document.body},o._resolve_root_elements=function(e){var r={};if(null!=e.roots)for(var o in e.roots)r[o]=l(e.roots[o]);return r}},\n", " function _(n,o,t){var e=n(444),r=n(167),a=n(441);t._get_ws_url=function(n,o){var t,e=\"ws:\";return\"https:\"==window.location.protocol&&(e=\"wss:\"),null!=o?(t=document.createElement(\"a\")).href=o:t=window.location,null!=n?\"/\"==n&&(n=\"\"):n=t.pathname.replace(/\\/+$/,\"\"),e+\"//\"+t.host+n+\"/ws\"};var i={};t.add_document_from_session=function(n,o,t,s,u){void 0===s&&(s={}),void 0===u&&(u=!1);var c=window.location.search.substr(1);return function(n,o,t){n in i||(i[n]={});var r=i[n];return o in r||(r[o]=e.pull_session(n,o,t)),r[o]}(n,o,c).then(function(n){return a.add_document_standalone(n.document,t,s,u)},function(n){throw r.logger.error(\"Failed to load Bokeh session \"+o+\": \"+n),n})}},\n", " function _(e,n,o){var t=e(167),s=e(106),r=e(445),i=e(446),c=e(447);o.DEFAULT_SERVER_WEBSOCKET_URL=\"ws://localhost:5006/ws\",o.DEFAULT_SESSION_ID=\"default\";var l=0,_=function(){function e(e,n,s,r,c){void 0===e&&(e=o.DEFAULT_SERVER_WEBSOCKET_URL),void 0===n&&(n=o.DEFAULT_SESSION_ID),void 0===s&&(s=null),void 0===r&&(r=null),void 0===c&&(c=null),this.url=e,this.id=n,this.args_string=s,this._on_have_session_hook=r,this._on_closed_permanently_hook=c,this._number=l++,this.socket=null,this.session=null,this.closed_permanently=!1,this._current_handler=null,this._pending_ack=null,this._pending_replies={},this._pending_messages=[],this._receiver=new i.Receiver,t.logger.debug(\"Creating websocket \"+this._number+\" to '\"+this.url+\"' session '\"+this.id+\"'\")}return e.prototype.connect=function(){var e=this;if(this.closed_permanently)return Promise.reject(new Error(\"Cannot connect() a closed ClientConnection\"));if(null!=this.socket)return Promise.reject(new Error(\"Already connected\"));this._pending_replies={},this._current_handler=null;try{var n=this.url+\"?bokeh-protocol-version=1.0&bokeh-session-id=\"+this.id;return null!=this.args_string&&this.args_string.length>0&&(n+=\"&\"+this.args_string),this.socket=new WebSocket(n),new Promise(function(n,o){e.socket.binaryType=\"arraybuffer\",e.socket.onopen=function(){return e._on_open(n,o)},e.socket.onmessage=function(n){return e._on_message(n)},e.socket.onclose=function(n){return e._on_close(n)},e.socket.onerror=function(){return e._on_error(o)}})}catch(e){return t.logger.error(\"websocket creation failed to url: \"+this.url),t.logger.error(\" - \"+e),Promise.reject(e)}},e.prototype.close=function(){this.closed_permanently||(t.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&&(this._on_closed_permanently_hook(),this._on_closed_permanently_hook=null))},e.prototype._schedule_reconnect=function(e){var n=this;setTimeout(function(){n.closed_permanently||t.logger.info(\"Websocket connection \"+n._number+\" disconnected, will not attempt to reconnect\")},e)},e.prototype.send=function(e){if(null==this.socket)throw new Error(\"not connected so cannot send \"+e);e.send(this.socket)},e.prototype.send_with_reply=function(e){var n=this;return new Promise(function(o,t){n._pending_replies[e.msgid()]=[o,t],n.send(e)}).then(function(e){if(\"ERROR\"===e.msgtype())throw new Error(\"Error reply \"+e.content.text);return e},function(e){throw e})},e.prototype._pull_doc_json=function(){var e=r.Message.create(\"PULL-DOC-REQ\",{});return this.send_with_reply(e).then(function(e){if(!(\"doc\"in e.content))throw new Error(\"No 'doc' field in PULL-DOC-REPLY\");return e.content.doc},function(e){throw e})},e.prototype._repull_session_doc=function(){var e=this;null==this.session?t.logger.debug(\"Pulling session for first time\"):t.logger.debug(\"Repulling session\"),this._pull_doc_json().then(function(n){if(null==e.session)if(e.closed_permanently)t.logger.debug(\"Got new document after connection was already closed\");else{var o=s.Document.from_json(n),i=s.Document._compute_patch_since_json(n,o);if(i.events.length>0){t.logger.debug(\"Sending \"+i.events.length+\" changes from model construction back to server\");var l=r.Message.create(\"PATCH-DOC\",{},i);e.send(l)}e.session=new c.ClientSession(e,o,e.id);for(var _=0,h=e._pending_messages;_0)throw new Error(\"BokehJS only supports receiving buffers, not sending\");var t=JSON.stringify(this.header),r=JSON.stringify(this.metadata),n=JSON.stringify(this.content);e.send(t),e.send(r),e.send(n)},e.prototype.msgid=function(){return this.header.msgid},e.prototype.msgtype=function(){return this.header.msgtype},e.prototype.reqid=function(){return this.header.reqid},e.prototype.problem=function(){return\"msgid\"in this.header?\"msgtype\"in this.header?null:\"No msgtype in header\":\"No msgid in header\"},e}();r.Message=s,s.__name__=\"Message\"},\n", " function _(t,e,s){var r=t(445),_=function(){function t(){this.message=null,this._partial=null,this._fragments=[],this._buf_header=null,this._current_consumer=this._HEADER}return t.prototype.consume=function(t){this._current_consumer(t)},t.prototype._HEADER=function(t){this._assume_text(t),this.message=null,this._partial=null,this._fragments=[t],this._buf_header=null,this._current_consumer=this._METADATA},t.prototype._METADATA=function(t){this._assume_text(t),this._fragments.push(t),this._current_consumer=this._CONTENT},t.prototype._CONTENT=function(t){this._assume_text(t),this._fragments.push(t);var e=this._fragments.slice(0,3),s=e[0],_=e[1],i=e[2];this._partial=r.Message.assemble(s,_,i),this._check_complete()},t.prototype._BUFFER_HEADER=function(t){this._assume_text(t),this._buf_header=t,this._current_consumer=this._BUFFER_PAYLOAD},t.prototype._BUFFER_PAYLOAD=function(t){this._assume_binary(t),this._partial.assemble_buffer(this._buf_header,t),this._check_complete()},t.prototype._assume_text=function(t){if(t instanceof ArrayBuffer)throw new Error(\"Expected text fragment but received binary fragment\")},t.prototype._assume_binary=function(t){if(!(t instanceof ArrayBuffer))throw new Error(\"Expected binary fragment but received text fragment\")},t.prototype._check_complete=function(){this._partial.complete()?(this.message=this._partial,this._current_consumer=this._HEADER):this._current_consumer=this._BUFFER_HEADER},t}();s.Receiver=_,_.__name__=\"Receiver\"},\n", " function _(e,t,n){var o=e(106),i=e(445),r=e(167),s=function(){function e(e,t,n){var o=this;this._connection=e,this.document=t,this.id=n,this._document_listener=function(e){return o._document_changed(e)},this.document.on_change(this._document_listener),this.event_manager=this.document.event_manager,this.event_manager.session=this}return e.prototype.handle=function(e){var t=e.msgtype();\"PATCH-DOC\"===t?this._handle_patch(e):\"OK\"===t?this._handle_ok(e):\"ERROR\"===t?this._handle_error(e):r.logger.debug(\"Doing nothing with message \"+e.msgtype())},e.prototype.close=function(){this._connection.close()},e.prototype.send_event=function(e){var t=i.Message.create(\"EVENT\",{},JSON.stringify(e.to_json()));this._connection.send(t)},e.prototype._connection_closed=function(){this.document.remove_on_change(this._document_listener)},e.prototype.request_server_info=function(){var e=i.Message.create(\"SERVER-INFO-REQ\",{});return this._connection.send_with_reply(e).then(function(e){return e.content})},e.prototype.force_roundtrip=function(){return this.request_server_info().then(function(e){})},e.prototype._document_changed=function(e){if(e.setter_id!==this.id&&(!(e instanceof o.ModelChangedEvent)||e.attr in e.model.serializable_attributes())){var t=i.Message.create(\"PATCH-DOC\",{},this.document.create_json_patch([e]));this._connection.send(t)}},e.prototype._handle_patch=function(e){this.document.apply_json_patch(e.content,e.buffers,this.id)},e.prototype._handle_ok=function(e){r.logger.trace(\"Unhandled OK reply to \"+e.reqid())},e.prototype._handle_error=function(e){r.logger.error(\"Unhandled ERROR reply to \"+e.reqid()+\": \"+e.content.text)},e}();n.ClientSession=s,s.__name__=\"ClientSession\"},\n", " function _(e,o,t){var n=e(106),r=e(446),s=e(167),i=e(125),a=e(441),l=e(442);function c(e,o){o.buffers.length>0?e.consume(o.buffers[0].buffer):e.consume(o.content.data);var t=e.message;null!=t&&this.apply_json_patch(t.content,t.buffers)}function g(e,o){if(\"undefined\"!=typeof Jupyter&&null!=Jupyter.notebook.kernel){s.logger.info(\"Registering Jupyter comms for target \"+e);var n=Jupyter.notebook.kernel.comm_manager;try{n.register_target(e,function(t){s.logger.info(\"Registering Jupyter comms for target \"+e);var n=new r.Receiver;t.on_msg(c.bind(o,n))})}catch(e){s.logger.warn(\"Jupyter comms failed to register. push_notebook() will not function. (exception reported: \"+e+\")\")}}else if(o.roots()[0].id in t.kernels){s.logger.info(\"Registering JupyterLab comms for target \"+e);var i=t.kernels[o.roots()[0].id];try{i.registerCommTarget(e,function(t){s.logger.info(\"Registering JupyterLab comms for target \"+e);var n=new r.Receiver;t.onMsg=c.bind(o,n)})}catch(e){s.logger.warn(\"Jupyter comms failed to register. push_notebook() will not function. (exception reported: \"+e+\")\")}}else console.warn(\"Jupyter notebooks comms not available. push_notebook() will not function. If running JupyterLab ensure the latest @bokeh/jupyter_bokeh extension is installed. In an exported notebook this warning is expected.\")}e(374),e(449),t.kernels={},t.embed_items_notebook=function(e,o){if(1!=i.size(e))throw new Error(\"embed_items_notebook expects exactly one document in docs_json\");for(var t=n.Document.from_json(i.values(e)[0]),r=0,s=o;r0&&(this.model.value=this.menu.children[this._hover_index].textContent,this.input_el.focus(),this._hide_menu())},t.prototype._update_completions=function(e){s.empty(this.menu);for(var t=0,n=e;t0&&this.menu.children[0].classList.add(r.bk_active)},t.prototype._show_menu=function(){var e=this;if(!this._open){this._open=!0,this._hover_index=0,this._last_value=this.model.value,s.display(this.menu);var t=function(n){var i=n.target;i instanceof HTMLElement&&!e.el.contains(i)&&(document.removeEventListener(\"click\",t),e._hide_menu())};document.addEventListener(\"click\",t)}},t.prototype._hide_menu=function(){this._open&&(this._open=!1,s.undisplay(this.menu))},t.prototype._menu_click=function(e){e.target!=e.currentTarget&&e.target instanceof Element&&(this.model.value=e.target.textContent,this.input_el.focus(),this._hide_menu())},t.prototype._menu_hover=function(e){if(e.target!=e.currentTarget&&e.target instanceof Element){var t=0;for(t=0;t0&&(this.menu.children[this._hover_index].classList.remove(r.bk_active),this._hover_index=u.clamp(e,0,t-1),this.menu.children[this._hover_index].classList.add(r.bk_active))},t.prototype._keydown=function(e){},t.prototype._keyup=function(e){switch(e.keyCode){case s.Keys.Enter:this.change_input();break;case s.Keys.Esc:this._hide_menu();break;case s.Keys.Up:this._bump_hover(this._hover_index-1);break;case s.Keys.Down:this._bump_hover(this._hover_index+1);break;default:var t=this.input_el.value;if(t.length *:not(:first-child) {\\n margin-left: 5px;\\n}\\n.bk-root .bk-input-group input[type=\"checkbox\"] + span,\\n.bk-root .bk-input-group input[type=\"radio\"] + span {\\n position: relative;\\n top: -2px;\\n margin-left: 3px;\\n}\\n'),t.bk_input=\"bk-input\",t.bk_input_group=\"bk-input-group\"},\n", " 482: function _(t,n,i){var e=t(113),o=t(474),u=t(376),c=t(121),r=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return e.__extends(n,t),n.prototype.click=function(){this.model.clicks=this.model.clicks+1,this.model.trigger_event(new u.ButtonClick),t.prototype.click.call(this)},n}(o.AbstractButtonView);i.ButtonView=r,r.__name__=\"ButtonView\";var l=function(t){function n(n){return t.call(this,n)||this}return e.__extends(n,t),n.init_Button=function(){this.prototype.default_view=r,this.define({clicks:[c.Number,0]}),this.override({label:\"Button\"})},n}(o.AbstractButton);i.Button=l,l.__name__=\"Button\",l.init_Button()},\n", " 483: function _(t,e,o){var n=t(113),i=t(484),u=t(163),c=t(117),r=t(121),a=t(240),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"active\",{get:function(){return new c.Set(this.model.active)},enumerable:!0,configurable:!0}),e.prototype.change_active=function(t){var e=this.active;e.toggle(t),this.model.active=e.values,null!=this.model.callback&&this.model.callback.execute(this.model)},e.prototype._update_active=function(){var t=this.active;this._buttons.forEach(function(e,o){u.classes(e).toggle(a.bk_active,t.has(o))})},e}(i.ButtonGroupView);o.CheckboxButtonGroupView=h,h.__name__=\"CheckboxButtonGroupView\";var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.init_CheckboxButtonGroup=function(){this.prototype.default_view=h,this.define({active:[r.Array,[]]})},e}(i.ButtonGroup);o.CheckboxButtonGroup=l,l.__name__=\"CheckboxButtonGroup\",l.init_CheckboxButtonGroup()},\n", " 484: function _(t,n,e){var o=t(113),i=t(475),r=t(163),u=t(121),a=t(347),s=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return o.__extends(n,t),n.prototype.connect_signals=function(){var n=this;t.prototype.connect_signals.call(this);var e=this.model.properties;this.on_change(e.button_type,function(){return n.render()}),this.on_change(e.labels,function(){return n.render()}),this.on_change(e.active,function(){return n._update_active()})},n.prototype.render=function(){var n=this;t.prototype.render.call(this),this._buttons=this.model.labels.map(function(t,e){var o=r.div({class:[a.bk_btn,a.bk_btn_type(n.model.button_type)],disabled:n.model.disabled},t);return o.addEventListener(\"click\",function(){return n.change_active(e)}),o}),this._update_active();var e=r.div({class:a.bk_btn_group},this._buttons);this.el.appendChild(e)},n}(i.ControlView);e.ButtonGroupView=s,s.__name__=\"ButtonGroupView\";var _=function(t){function n(n){return t.call(this,n)||this}return o.__extends(n,t),n.init_ButtonGroup=function(){this.define({labels:[u.Array,[]],button_type:[u.ButtonType,\"default\"],callback:[u.Any]})},n}(i.Control);e.ButtonGroup=_,_.__name__=\"ButtonGroup\",_.init_ButtonGroup()},\n", " 485: function _(e,t,n){var i=e(113),l=e(486),o=e(163),a=e(110),r=e(117),c=e(121),u=e(240),h=e(481),p=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return i.__extends(t,e),t.prototype.render=function(){var t=this;e.prototype.render.call(this);var n=o.div({class:[h.bk_input_group,this.model.inline?u.bk_inline:null]});this.el.appendChild(n);for(var i=this.model,l=i.active,r=i.labels,c=function(e){var i=o.input({type:\"checkbox\",value:\"\"+e});i.addEventListener(\"change\",function(){return t.change_active(e)}),p.model.disabled&&(i.disabled=!0),a.includes(l,e)&&(i.checked=!0);var c=o.label({},i,o.span({},r[e]));n.appendChild(c)},p=this,s=0;sn||this._o.position.indexOf(\"right\")>-1&&a-e+t.offsetWidth>0)&&(a=a-e+t.offsetWidth),(this._o.reposition&&r+i>o+s||this._o.position.indexOf(\"top\")>-1&&r-i-t.offsetHeight>0)&&(r=r-i-t.offsetHeight),this.el.style.left=a+\"px\",this.el.style.top=r+\"px\"}};var d=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.render()})},e.prototype.render=function(){var e=this;null!=this._picker&&this._picker.destroy(),t.prototype.render.call(this),this.input_el=s.input({type:\"text\",class:r.bk_input,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=new a({field:this.input_el,defaultDate:this._unlocal_date(new Date(this.model.value)),setDefaultDate:!0,minDate:null!=this.model.min_date?this._unlocal_date(new Date(this.model.min_date)):void 0,maxDate:null!=this.model.max_date?this._unlocal_date(new Date(this.model.max_date)):void 0,onSelect:function(t){return e._on_select(t)}}),this._root_element.appendChild(this._picker.el)},e.prototype._unlocal_date=function(t){var e=6e4*t.getTimezoneOffset();t.setTime(t.getTime()-e);var i=t.toISOString().substr(0,10).split(\"-\");return new Date(Number(i[0]),Number(i[1])-1,Number(i[2]))},e.prototype._on_select=function(t){this.model.value=t.toDateString(),this.change_input()},e}(o.InputWidgetView);i.DatePickerView=d,d.__name__=\"DatePickerView\";var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.init_DatePicker=function(){this.prototype.default_view=d,this.define({value:[l.Any,(new Date).toDateString()],min_date:[l.Any],max_date:[l.Any]})},e}(o.InputWidget);i.DatePicker=h,h.__name__=\"DatePicker\",h.init_DatePicker()},\n", " 489: function _(e,t,n){var a=function(e,t,n,a){e.addEventListener(t,n,!!a)},i=function(e,t,n,a){e.removeEventListener(t,n,!!a)},s=function(e,t){return-1!==(\" \"+e.className+\" \").indexOf(\" \"+t+\" \")},o=function(e,t){s(e,t)||(e.className=\"\"===e.className?t:e.className+\" \"+t)},r=function(e,t){var n;e.className=(n=(\" \"+e.className+\" \").replace(\" \"+t+\" \",\" \")).trim?n.trim():n.replace(/^\\s+|\\s+$/g,\"\")},l=function(e){return/Array/.test(Object.prototype.toString.call(e))},h=function(e){return/Date/.test(Object.prototype.toString.call(e))&&!isNaN(e.getTime())},d=function(e){var t=e.getDay();return 0===t||6===t},u=function(e){\n", " // solution lifted from date.js (MIT license): https://github.com/datejs/Datejs\n", " return e%4==0&&e%100!=0||e%400==0},c=function(e,t){return[31,u(e)?29:28,31,30,31,30,31,31,30,31,30,31][t]},f=function(e){h(e)&&e.setHours(0,0,0,0)},g=function(e,t){return e.getTime()===t.getTime()},m=function(e,t,n){var a,i;for(a in t)(i=void 0!==e[a])&&\"object\"==typeof t[a]&&null!==t[a]&&void 0===t[a].nodeName?h(t[a])?n&&(e[a]=new Date(t[a].getTime())):l(t[a])?n&&(e[a]=t[a].slice(0)):e[a]=m({},t[a],n):!n&&i||(e[a]=t[a]);return e},p=function(e,t,n){var a;document.createEvent?((a=document.createEvent(\"HTMLEvents\")).initEvent(t,!0,!1),a=m(a,n),e.dispatchEvent(a)):document.createEventObject&&(a=document.createEventObject(),a=m(a,n),e.fireEvent(\"on\"+t,a))},y=function(e){return e.month<0&&(e.year-=Math.ceil(Math.abs(e.month)/12),e.month+=12),e.month>11&&(e.year+=Math.floor(Math.abs(e.month)/12),e.month-=12),e},D={field:null,bound:void 0,ariaLabel:\"Use the arrow keys to pick a date\",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 Month\",months:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],weekdays:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],weekdaysShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"]},theme:null,events:[],onSelect:null,onOpen:null,onClose:null,onDraw:null,keyboardInput:!0},b=function(e,t,n){for(t+=e.firstDay;t>=7;)t-=7;return n?e.i18n.weekdaysShort[t]:e.i18n.weekdays[t]},_=function(e){var t=[],n=\"false\";if(e.isEmpty){if(!e.showDaysInNextAndPreviousMonths)return'';t.push(\"is-outside-current-month\"),e.enableSelectionDaysInNextAndPreviousMonths||t.push(\"is-selection-disabled\")}return e.isDisabled&&t.push(\"is-disabled\"),e.isToday&&t.push(\"is-today\"),e.isSelected&&(t.push(\"is-selected\"),n=\"true\"),e.hasEvent&&t.push(\"has-event\"),e.isInRange&&t.push(\"is-inrange\"),e.isStartRange&&t.push(\"is-startrange\"),e.isEndRange&&t.push(\"is-endrange\"),'\"},v=function(e,t,n){return''+function(e){e.setHours(0,0,0,0);var t=e.getDate(),n=e.getDay(),a=function(e){return(e+7-1)%7};e.setDate(t+3-a(n));var i=new Date(e.getFullYear(),0,4),s=(e.getTime()-i.getTime())/864e5;return 1+Math.round((s-3+a(i.getDay()))/7)}(new Date(n,t,e))+\"\"},w=function(e,t,n,a){return''+(t?e.reverse():e).join(\"\")+\"\"},k=function(e,t,n,a,i,s){var o,r,h,d,u,c=e._o,f=n===c.minYear,g=n===c.maxYear,m='
',p=!0,y=!0;for(h=[],o=0;o<12;o++)h.push('\");for(d='
'+c.i18n.months[a]+'
\",l(c.yearRange)?(o=c.yearRange[0],r=c.yearRange[1]+1):(o=n-c.yearRange,r=1+n+c.yearRange),h=[];o=c.minYear&&h.push('\");return u='
'+n+c.yearSuffix+'
\",c.showMonthAfterYear?m+=u+d:m+=d+u,f&&(0===a||c.minMonth>=a)&&(p=!1),g&&(11===a||c.maxMonth<=a)&&(y=!1),0===t&&(m+='\"),t===e._o.numberOfMonths-1&&(m+='\"),m+\"
\"},M=function(e,t,n){return''+function(e){var t,n=[];for(e.showWeekNumber&&n.push(\"\"),t=0;t<7;t++)n.push('\");return\"\"+(e.isRTL?n.reverse():n).join(\"\")+\"\"}(e)+(\"\"+t.join(\"\")+\"\")+\"
'+b(e,t,!0)+\"
\"},x=function(e){var t=this,n=t.config(e);t._onMouseDown=function(e){if(t._v){var a=(e=e||window.event).target||e.srcElement;if(a)if(s(a,\"is-disabled\")||(!s(a,\"pika-button\")||s(a,\"is-empty\")||s(a.parentNode,\"is-disabled\")?s(a,\"pika-prev\")?t.prevMonth():s(a,\"pika-next\")&&t.nextMonth():(t.setDate(new Date(a.getAttribute(\"data-pika-year\"),a.getAttribute(\"data-pika-month\"),a.getAttribute(\"data-pika-day\"))),n.bound&&setTimeout(function(){t.hide(),n.blurFieldOnSelect&&n.field&&n.field.blur()},100))),s(a,\"pika-select\"))t._c=!0;else{if(!e.preventDefault)return e.returnValue=!1,!1;e.preventDefault()}}},t._onChange=function(e){var n=(e=e||window.event).target||e.srcElement;n&&(s(n,\"pika-select-month\")?t.gotoMonth(n.value):s(n,\"pika-select-year\")&&t.gotoYear(n.value))},t._onKeyChange=function(e){if(e=e||window.event,t.isVisible())switch(e.keyCode){case 13:case 27:n.field&&n.field.blur();break;case 37:t.adjustDate(\"subtract\",1);break;case 38:t.adjustDate(\"subtract\",7);break;case 39:t.adjustDate(\"add\",1);break;case 40:t.adjustDate(\"add\",7);break;case 8:case 46:t.setDate(null)}},t._parseFieldValue=function(){return n.parse?n.parse(n.field.value,n.format):new Date(Date.parse(n.field.value))},t._onInputChange=function(e){var n;e.firedBy!==t&&(n=t._parseFieldValue(),h(n)&&t.setDate(n),t._v||t.show())},t._onInputFocus=function(){t.show()},t._onInputClick=function(){t.show()},t._onInputBlur=function(){var e=document.activeElement;do{if(s(e,\"pika-single\"))return}while(e=e.parentNode);t._c||(t._b=setTimeout(function(){t.hide()},50)),t._c=!1},t._onClick=function(e){var a=(e=e||window.event).target||e.srcElement,i=a;if(a){do{if(s(i,\"pika-single\")||i===n.trigger)return}while(i=i.parentNode);t._v&&a!==n.trigger&&i!==n.trigger&&t.hide()}},t.el=document.createElement(\"div\"),t.el.className=\"pika-single\"+(n.isRTL?\" is-rtl\":\"\")+(n.theme?\" \"+n.theme:\"\"),a(t.el,\"mousedown\",t._onMouseDown,!0),a(t.el,\"touchend\",t._onMouseDown,!0),a(t.el,\"change\",t._onChange),n.keyboardInput&&a(document,\"keydown\",t._onKeyChange),n.field&&(n.container?n.container.appendChild(t.el):n.bound?document.body.appendChild(t.el):n.field.parentNode.insertBefore(t.el,n.field.nextSibling),a(n.field,\"change\",t._onInputChange),n.defaultDate||(n.defaultDate=t._parseFieldValue(),n.setDefaultDate=!0));var i=n.defaultDate;h(i)?n.setDefaultDate?t.setDate(i,!0):t.gotoDate(i):t.gotoDate(new Date),n.bound?(this.hide(),t.el.className+=\" is-bound\",a(n.trigger,\"click\",t._onInputClick),a(n.trigger,\"focus\",t._onInputFocus),a(n.trigger,\"blur\",t._onInputBlur)):this.show()};x.prototype={config:function(e){this._o||(this._o=m({},D,!0));var t=m(this._o,e,!0);t.isRTL=!!t.isRTL,t.field=t.field&&t.field.nodeName?t.field:null,t.theme=\"string\"==typeof t.theme&&t.theme?t.theme:null,t.bound=!!(void 0!==t.bound?t.field&&t.bound:t.field),t.trigger=t.trigger&&t.trigger.nodeName?t.trigger:t.field,t.disableWeekends=!!t.disableWeekends,t.disableDayFn=\"function\"==typeof t.disableDayFn?t.disableDayFn:null;var n=parseInt(t.numberOfMonths,10)||1;if(t.numberOfMonths=n>4?4:n,h(t.minDate)||(t.minDate=!1),h(t.maxDate)||(t.maxDate=!1),t.minDate&&t.maxDate&&t.maxDate100&&(t.yearRange=100);return t},toString:function(e){return e=e||this._o.format,h(this._d)?this._o.toString?this._o.toString(this._d,e):this._d.toDateString():\"\"},getDate:function(){return h(this._d)?new Date(this._d.getTime()):null},setDate:function(e,t){if(!e)return this._d=null,this._o.field&&(this._o.field.value=\"\",p(this._o.field,\"change\",{firedBy:this})),this.draw();if(\"string\"==typeof e&&(e=new Date(Date.parse(e))),h(e)){var n=this._o.minDate,a=this._o.maxDate;h(n)&&ea&&(e=a),this._d=new Date(e.getTime()),f(this._d),this.gotoDate(this._d),this._o.field&&(this._o.field.value=this.toString(),p(this._o.field,\"change\",{firedBy:this})),t||\"function\"!=typeof this._o.onSelect||this._o.onSelect.call(this,this.getDate())}},clear:function(){this.setDate(null)},gotoDate:function(e){var t=!0;if(h(e)){if(this.calendars){var n=new Date(this.calendars[0].year,this.calendars[0].month,1),a=new Date(this.calendars[this.calendars.length-1].year,this.calendars[this.calendars.length-1].month,1),i=e.getTime();a.setMonth(a.getMonth()+1),a.setDate(a.getDate()-1),t=i=i&&(this._y=i,!isNaN(o)&&this._m>o&&(this._m=o));for(var l=0;l\";this.el.innerHTML=r,n.bound&&\"hidden\"!==n.field.type&&setTimeout(function(){n.trigger.focus()},1),\"function\"==typeof this._o.onDraw&&this._o.onDraw(this),n.bound&&n.field.setAttribute(\"aria-label\",n.ariaLabel)}},adjustPosition:function(){var e,t,n,a,i,s,l,h,d,u,c,f;if(!this._o.container){if(this.el.style.position=\"absolute\",t=e=this._o.trigger,n=this.el.offsetWidth,a=this.el.offsetHeight,i=window.innerWidth||document.documentElement.clientWidth,s=window.innerHeight||document.documentElement.clientHeight,l=window.pageYOffset||document.body.scrollTop||document.documentElement.scrollTop,c=!0,f=!0,\"function\"==typeof e.getBoundingClientRect)h=(u=e.getBoundingClientRect()).left+window.pageXOffset,d=u.bottom+window.pageYOffset;else for(h=t.offsetLeft,d=t.offsetTop+t.offsetHeight;t=t.offsetParent;)h+=t.offsetLeft,d+=t.offsetTop;(this._o.reposition&&h+n>i||this._o.position.indexOf(\"right\")>-1&&h-n+e.offsetWidth>0)&&(h=h-n+e.offsetWidth,c=!1),(this._o.reposition&&d+a>s+l||this._o.position.indexOf(\"top\")>-1&&d-a-e.offsetHeight>0)&&(d=d-a-e.offsetHeight,f=!1),this.el.style.left=h+\"px\",this.el.style.top=d+\"px\",o(this.el,c?\"left-aligned\":\"right-aligned\"),o(this.el,f?\"bottom-aligned\":\"top-aligned\"),r(this.el,c?\"right-aligned\":\"left-aligned\"),r(this.el,f?\"top-aligned\":\"bottom-aligned\")}},render:function(e,t,n){var a=this._o,i=new Date,s=c(e,t),o=new Date(e,t,1).getDay(),r=[],l=[];f(i),a.firstDay>0&&(o-=a.firstDay)<0&&(o+=7);for(var u=0===t?11:t-1,m=11===t?0:t+1,p=0===t?e-1:e,y=11===t?e+1:e,D=c(p,u),b=s+o,k=b;k>7;)k-=7;b+=7-k;for(var x=!1,R=0,N=0;R=s+o,O=R-o+1,E=t,j=e,F=a.startRange&&g(a.startRange,S),W=a.endRange&&g(a.endRange,S),A=a.startRange&&a.endRange&&a.startRangea.maxDate||a.disableWeekends&&d(S)||a.disableDayFn&&a.disableDayFn(S),isEmpty:Y,isStartRange:F,isEndRange:W,isInRange:A,showDaysInNextAndPreviousMonths:a.showDaysInNextAndPreviousMonths,enableSelectionDaysInNextAndPreviousMonths:a.enableSelectionDaysInNextAndPreviousMonths};a.pickWholeWeek&&T&&(x=!0),l.push(_(L)),7==++N&&(a.showWeekNumber&&l.unshift(v(R-o,t,e)),r.push(w(l,a.isRTL,a.pickWholeWeek,x)),l=[],N=0,x=!1)}return M(a,r,n)},isVisible:function(){return this._v},show:function(){this.isVisible()||(this._v=!0,this.draw(),r(this.el,\"is-hidden\"),this._o.bound&&(a(document,\"click\",this._onClick),this.adjustPosition()),\"function\"==typeof this._o.onOpen&&this._o.onOpen.call(this))},hide:function(){var e=this._v;!1!==e&&(this._o.bound&&i(document,\"click\",this._onClick),this.el.style.position=\"static\",this.el.style.left=\"auto\",this.el.style.top=\"auto\",o(this.el,\"is-hidden\"),this._v=!1,void 0!==e&&\"function\"==typeof this._o.onClose&&this._o.onClose.call(this))},destroy:function(){var e=this._o;this.hide(),i(this.el,\"mousedown\",this._onMouseDown,!0),i(this.el,\"touchend\",this._onMouseDown,!0),i(this.el,\"change\",this._onChange),e.keyboardInput&&i(document,\"keydown\",this._onKeyChange),e.field&&(i(e.field,\"change\",this._onInputChange),e.bound&&(i(e.trigger,\"click\",this._onInputClick),i(e.trigger,\"focus\",this._onInputFocus),i(e.trigger,\"blur\",this._onInputBlur))),this.el.parentNode&&this.el.parentNode.removeChild(this.el)}},t.exports=x},\n", " 490: function _(n,o,t){n(164),n(163).styles.append('.bk-root {\\n @charset \"UTF-8\";\\n /*!\\n * Pikaday\\n * Copyright © 2014 David Bushell | BSD & MIT license | https://dbushell.com/\\n */\\n /*\\nclear child float (pika-lendar), using the famous micro clearfix hack\\nhttp://nicolasgallagher.com/micro-clearfix-hack/\\n*/\\n /* styling for abbr */\\n}\\n.bk-root .pika-single {\\n z-index: 9999;\\n display: block;\\n position: relative;\\n color: #333;\\n background: #fff;\\n border: 1px solid #ccc;\\n border-bottom-color: #bbb;\\n font-family: \"Helvetica Neue\", Helvetica, Arial, sans-serif;\\n}\\n.bk-root .pika-single:before,\\n.bk-root .pika-single:after {\\n content: \" \";\\n display: table;\\n}\\n.bk-root .pika-single:after {\\n clear: both;\\n}\\n.bk-root .pika-single.is-hidden {\\n display: none;\\n}\\n.bk-root .pika-single.is-bound {\\n position: absolute;\\n box-shadow: 0 5px 15px -5px rgba(0, 0, 0, 0.5);\\n}\\n.bk-root .pika-lendar {\\n float: left;\\n width: 240px;\\n margin: 8px;\\n}\\n.bk-root .pika-title {\\n position: relative;\\n text-align: center;\\n}\\n.bk-root .pika-label {\\n display: inline-block;\\n position: relative;\\n z-index: 9999;\\n overflow: hidden;\\n margin: 0;\\n padding: 5px 3px;\\n font-size: 14px;\\n line-height: 20px;\\n font-weight: bold;\\n background-color: #fff;\\n}\\n.bk-root .pika-title select {\\n cursor: pointer;\\n position: absolute;\\n z-index: 9998;\\n margin: 0;\\n left: 0;\\n top: 5px;\\n opacity: 0;\\n}\\n.bk-root .pika-prev,\\n.bk-root .pika-next {\\n display: block;\\n cursor: pointer;\\n position: relative;\\n outline: none;\\n border: 0;\\n padding: 0;\\n width: 20px;\\n height: 30px;\\n /* hide text using text-indent trick, using width value (it\\'s enough) */\\n text-indent: 20px;\\n white-space: nowrap;\\n overflow: hidden;\\n background-color: transparent;\\n background-position: center center;\\n background-repeat: no-repeat;\\n background-size: 75% 75%;\\n opacity: 0.5;\\n}\\n.bk-root .pika-prev:hover,\\n.bk-root .pika-next:hover {\\n opacity: 1;\\n}\\n.bk-root .pika-prev,\\n.bk-root .is-rtl .pika-next {\\n float: left;\\n background-image: url(\\'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAUklEQVR42u3VMQoAIBADQf8Pgj+OD9hG2CtONJB2ymQkKe0HbwAP0xucDiQWARITIDEBEnMgMQ8S8+AqBIl6kKgHiXqQqAeJepBo/z38J/U0uAHlaBkBl9I4GwAAAABJRU5ErkJggg==\\');\\n}\\n.bk-root .pika-next,\\n.bk-root .is-rtl .pika-prev {\\n float: right;\\n background-image: url(\\'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAU0lEQVR42u3VOwoAMAgE0dwfAnNjU26bYkBCFGwfiL9VVWoO+BJ4Gf3gtsEKKoFBNTCoCAYVwaAiGNQGMUHMkjGbgjk2mIONuXo0nC8XnCf1JXgArVIZAQh5TKYAAAAASUVORK5CYII=\\');\\n}\\n.bk-root .pika-prev.is-disabled,\\n.bk-root .pika-next.is-disabled {\\n cursor: default;\\n opacity: 0.2;\\n}\\n.bk-root .pika-select {\\n display: inline-block;\\n}\\n.bk-root .pika-table {\\n width: 100%;\\n border-collapse: collapse;\\n border-spacing: 0;\\n border: 0;\\n}\\n.bk-root .pika-table th,\\n.bk-root .pika-table td {\\n width: 14.28571429%;\\n padding: 0;\\n}\\n.bk-root .pika-table th {\\n color: #999;\\n font-size: 12px;\\n line-height: 25px;\\n font-weight: bold;\\n text-align: center;\\n}\\n.bk-root .pika-button {\\n cursor: pointer;\\n display: block;\\n box-sizing: border-box;\\n -moz-box-sizing: border-box;\\n outline: none;\\n border: 0;\\n margin: 0;\\n width: 100%;\\n padding: 5px;\\n color: #666;\\n font-size: 12px;\\n line-height: 15px;\\n text-align: right;\\n background: #f5f5f5;\\n}\\n.bk-root .pika-week {\\n font-size: 11px;\\n color: #999;\\n}\\n.bk-root .is-today .pika-button {\\n color: #33aaff;\\n font-weight: bold;\\n}\\n.bk-root .is-selected .pika-button,\\n.bk-root .has-event .pika-button {\\n color: #fff;\\n font-weight: bold;\\n background: #33aaff;\\n box-shadow: inset 0 1px 3px #178fe5;\\n border-radius: 3px;\\n}\\n.bk-root .has-event .pika-button {\\n background: #005da9;\\n box-shadow: inset 0 1px 3px #0076c9;\\n}\\n.bk-root .is-disabled .pika-button,\\n.bk-root .is-inrange .pika-button {\\n background: #D5E9F7;\\n}\\n.bk-root .is-startrange .pika-button {\\n color: #fff;\\n background: #6CB31D;\\n box-shadow: none;\\n border-radius: 3px;\\n}\\n.bk-root .is-endrange .pika-button {\\n color: #fff;\\n background: #33aaff;\\n box-shadow: none;\\n border-radius: 3px;\\n}\\n.bk-root .is-disabled .pika-button {\\n pointer-events: none;\\n cursor: default;\\n color: #999;\\n opacity: 0.3;\\n}\\n.bk-root .is-outside-current-month .pika-button {\\n color: #999;\\n opacity: 0.3;\\n}\\n.bk-root .is-selection-disabled {\\n pointer-events: none;\\n cursor: default;\\n}\\n.bk-root .pika-button:hover,\\n.bk-root .pika-row.pick-whole-week:hover .pika-button {\\n color: #fff;\\n background: #ff8000;\\n box-shadow: none;\\n border-radius: 3px;\\n}\\n.bk-root .pika-table abbr {\\n border-bottom: none;\\n cursor: help;\\n}\\n')},\n", " 491: function _(e,t,n){var r=e(113),i=e(252),a=e(492),_=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return r.__extends(t,e),t}(a.AbstractRangeSliderView);n.DateRangeSliderView=_,_.__name__=\"DateRangeSliderView\";var o=function(e){function t(t){var n=e.call(this,t)||this;return n.behaviour=\"drag\",n.connected=[!1,!0,!1],n}return r.__extends(t,e),t.init_DateRangeSlider=function(){this.prototype.default_view=_,this.override({format:\"%d %b %Y\"})},t.prototype._formatter=function(e,t){return i(e,t)},t}(a.AbstractSlider);n.DateRangeSlider=o,o.__name__=\"DateRangeSlider\",o.init_DateRangeSlider()},\n", " 492: function _(t,e,i){var l=t(113),r=t(493),n=t(121),o=t(163),s=t(110),a=t(119),c=t(475),d=t(494),h=\"bk-noUi-\",_=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l.__extends(e,t),Object.defineProperty(e.prototype,\"noUiSlider\",{get:function(){return this.slider_el.noUiSlider},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this._init_callback()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this);var i=this.model.properties,l=i.callback,r=i.callback_policy,n=i.callback_throttle;this.on_change([l,r,n],function(){return e._init_callback()});var o=this.model.properties,s=o.start,a=o.end,c=o.value,d=o.step,h=o.title;this.on_change([s,a,c,d],function(){var t=e._calc_to(),i=t.start,l=t.end,r=t.value,n=t.step;e.noUiSlider.updateOptions({range:{min:i,max:l},start:r,step:n})});var _=this.model.properties.bar_color;this.on_change(_,function(){e._set_bar_color()}),this.on_change([c,h],function(){return e._update_title()})},e.prototype._init_callback=function(){var t=this,e=this.model.callback,i=function(){null!=e&&e.execute(t.model),t.model.value_throttled=t.model.value};switch(this.model.callback_policy){case\"continuous\":this.callback_wrapper=i;break;case\"throttle\":this.callback_wrapper=a.throttle(i,this.model.callback_throttle);break;default:this.callback_wrapper=void 0}},e.prototype._update_title=function(){var t=this;o.empty(this.title_el);var e=null==this.model.title||0==this.model.title.length&&!this.model.show_value;if(this.title_el.style.display=e?\"none\":\"\",!e&&(0!=this.model.title.length&&(this.title_el.textContent=this.model.title+\": \"),this.model.show_value)){var i=this._calc_to().value.map(function(e){return t.model.pretty(e)}).join(\" .. \");this.title_el.appendChild(o.span({class:d.bk_slider_value},i))}},e.prototype._set_bar_color=function(){this.model.disabled||(this.slider_el.querySelector(\".bk-noUi-connect\").style.backgroundColor=this.model.bar_color)},e.prototype._keypress_handle=function(t,e){void 0===e&&(e=0);var i=this._calc_to(),l=i.start,r=i.value,n=i.end,o=i.step,s=2==r.length,a=l,c=n;switch(s&&0==e?c=r[1]:s&&1==e&&(a=r[0]),t.which){case 37:r[e]=Math.max(r[e]-o,a);break;case 39:r[e]=Math.min(r[e]+o,c);break;default:return}s?(this.model.value=r,this.model.properties.value.change.emit()):this.model.value=r[0],this.noUiSlider.set(r),null!=this.callback_wrapper&&this.callback_wrapper()},e.prototype.render=function(){var e=this;t.prototype.render.call(this);var i,l=this._calc_to(),n=l.start,a=l.end,c=l.value,_=l.step;if(this.model.tooltips){var u={to:function(t){return e.model.pretty(t)}};i=s.repeat(u,c.length)}else i=!1;if(null==this.slider_el){this.slider_el=o.div(),r.create(this.slider_el,{cssPrefix:h,range:{min:n,max:a},start:c,step:_,behaviour:this.model.behaviour,connect:this.model.connected,tooltips:i,orientation:this.model.orientation,direction:this.model.direction}),this.noUiSlider.on(\"slide\",function(t,i,l){return e._slide(l)}),this.noUiSlider.on(\"change\",function(t,i,l){return e._change(l)}),this._set_keypress_handles();var p=function(t,l){i&&(e.slider_el.querySelectorAll(\".bk-noUi-handle\")[t].querySelector(\".bk-noUi-tooltip\").style.display=l?\"block\":\"\")};this.noUiSlider.on(\"start\",function(t,e){return p(e,!0)}),this.noUiSlider.on(\"end\",function(t,e){return p(e,!1)})}else this.noUiSlider.updateOptions({range:{min:n,max:a},start:c,step:_});this._set_bar_color(),this.model.disabled?this.slider_el.setAttribute(\"disabled\",\"true\"):this.slider_el.removeAttribute(\"disabled\"),this.title_el=o.div({class:d.bk_slider_title}),this._update_title(),this.group_el=o.div({class:d.bk_input_group},this.title_el,this.slider_el),this.el.appendChild(this.group_el)},e.prototype._slide=function(t){this.model.value=this._calc_from(t),null!=this.callback_wrapper&&this.callback_wrapper()},e.prototype._change=function(t){switch(this.model.value=this._calc_from(t),this.model.value_throttled=this.model.value,this.model.callback_policy){case\"mouseup\":case\"throttle\":null!=this.model.callback&&this.model.callback.execute(this.model)}},e}(c.ControlView);_.__name__=\"AbstractBaseSliderView\";var u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l.__extends(e,t),e.prototype._calc_to=function(){return{start:this.model.start,end:this.model.end,value:[this.model.value],step:this.model.step}},e.prototype._calc_from=function(t){var e=t[0];return Number.isInteger(this.model.start)&&Number.isInteger(this.model.end)&&Number.isInteger(this.model.step)?Math.round(e):e},e.prototype._set_keypress_handles=function(){var t=this,e=this.slider_el.querySelector(\".bk-noUi-handle\");e.setAttribute(\"tabindex\",\"0\"),e.addEventListener(\"keydown\",function(e){return t._keypress_handle(e)})},e}(_);i.AbstractSliderView=u,u.__name__=\"AbstractSliderView\";var p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l.__extends(e,t),e.prototype._calc_to=function(){return{start:this.model.start,end:this.model.end,value:this.model.value,step:this.model.step}},e.prototype._calc_from=function(t){return t},e.prototype._set_keypress_handles=function(){var t=this,e=this.slider_el.querySelector(\".bk-noUi-handle-lower\"),i=this.slider_el.querySelector(\".bk-noUi-handle-upper\");e.setAttribute(\"tabindex\",\"0\"),e.addEventListener(\"keydown\",function(e){return t._keypress_handle(e,0)}),i.setAttribute(\"tabindex\",\"1\"),i.addEventListener(\"keydown\",function(e){return t._keypress_handle(e,1)})},e}(_);i.AbstractRangeSliderView=p,p.__name__=\"AbstractRangeSliderView\";var m=function(t){function e(e){var i=t.call(this,e)||this;return i.connected=!1,i}return l.__extends(e,t),e.init_AbstractSlider=function(){this.define({title:[n.String,\"\"],show_value:[n.Boolean,!0],start:[n.Any],end:[n.Any],value:[n.Any],value_throttled:[n.Any],step:[n.Number,1],format:[n.String],direction:[n.Any,\"ltr\"],tooltips:[n.Boolean,!0],callback:[n.Any],callback_throttle:[n.Number,200],callback_policy:[n.SliderCallbackPolicy,\"throttle\"],bar_color:[n.Color,\"#e6e6e6\"]})},e.prototype._formatter=function(t,e){return\"\"+t},e.prototype.pretty=function(t){return this._formatter(t,this.format)},e}(c.Control);i.AbstractSlider=m,m.__name__=\"AbstractSlider\",m.init_AbstractSlider()},\n", " 493: function _(t,e,r){\n", " /*! nouislider - 10.1.0 - 2017-07-28 17:11:18 */var n;n=function(){\"use strict\";var t=\"10.1.0\";function e(t){t.preventDefault()}function r(t){return\"number\"==typeof t&&!isNaN(t)&&isFinite(t)}function n(t,e,r){r>0&&(s(t,e),setTimeout(function(){a(t,e)},r))}function i(t){return Array.isArray(t)?t:[t]}function o(t){var e=(t=String(t)).split(\".\");return e.length>1?e[1].length:0}function s(t,e){t.classList?t.classList.add(e):t.className+=\" \"+e}function a(t,e){t.classList?t.classList.remove(e):t.className=t.className.replace(new RegExp(\"(^|\\\\b)\"+e.split(\" \").join(\"|\")+\"(\\\\b|$)\",\"gi\"),\" \")}function l(t){var e=void 0!==window.pageXOffset,r=\"CSS1Compat\"===(t.compatMode||\"\");return{x:e?window.pageXOffset:r?t.documentElement.scrollLeft:t.body.scrollLeft,y:e?window.pageYOffset:r?t.documentElement.scrollTop:t.body.scrollTop}}function u(t,e){return 100/(e-t)}function c(t,e){return 100*e/(t[1]-t[0])}function p(t,e){for(var r=1;t>=e[r];)r+=1;return r}function f(t,e,r){if(r>=t.slice(-1)[0])return 100;var n,i,o,s,a=p(r,t);return n=t[a-1],i=t[a],o=e[a-1],s=e[a],o+function(t,e){return c(t,t[0]<0?e+Math.abs(t[0]):e-t[0])}([n,i],r)/u(o,s)}function d(t,e,r,n){if(100===n)return n;var i,o,s=p(n,t);return r?n-(i=t[s-1])>((o=t[s])-i)/2?o:i:e[s-1]?t[s-1]+function(t,e){return Math.round(t/e)*e}(n-t[s-1],e[s-1]):n}function h(e,n,i){var o;if(\"number\"==typeof n&&(n=[n]),\"[object Array]\"!==Object.prototype.toString.call(n))throw new Error(\"noUiSlider (\"+t+\"): 'range' contains invalid value.\");if(!r(o=\"min\"===e?0:\"max\"===e?100:parseFloat(e))||!r(n[0]))throw new Error(\"noUiSlider (\"+t+\"): 'range' value isn't numeric.\");i.xPct.push(o),i.xVal.push(n[0]),o?i.xSteps.push(!isNaN(n[1])&&n[1]):isNaN(n[1])||(i.xSteps[0]=n[1]),i.xHighestCompleteStep.push(0)}function m(t,e,r){if(!e)return!0;r.xSteps[t]=c([r.xVal[t],r.xVal[t+1]],e)/u(r.xPct[t],r.xPct[t+1]);var n=(r.xVal[t+1]-r.xVal[t])/r.xNumSteps[t],i=Math.ceil(Number(n.toFixed(3))-1),o=r.xVal[t]+r.xNumSteps[t]*i;r.xHighestCompleteStep[t]=o}function g(t,e,r){this.xPct=[],this.xVal=[],this.xSteps=[r||!1],this.xNumSteps=[!1],this.xHighestCompleteStep=[],this.snap=e;var n,i=[];for(n in t)t.hasOwnProperty(n)&&i.push([t[n],n]);for(i.length&&\"object\"==typeof i[0][0]?i.sort(function(t,e){return t[0][0]-e[0][0]}):i.sort(function(t,e){return t[0]-e[0]}),n=0;n=100)return t.slice(-1)[0];var n,i=p(r,e);return function(t,e){return e*(t[1]-t[0])/100+t[0]}([t[i-1],t[i]],(r-(n=e[i-1]))*u(n,e[i]))}(this.xVal,this.xPct,t)},g.prototype.getStep=function(t){return t=d(this.xPct,this.xSteps,this.snap,t)},g.prototype.getNearbySteps=function(t){var 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0===e.cache&&(e.cache=!1),e.crossDomain&&(e.type=\"GET\")}),b.ajaxTransport(\"script\",function(e){var t,n;if(e.crossDomain||e.scriptAttrs)return{send:function(i,o){t=b(\"" ], "text/plain": [ ":AdjointLayout\n", " :Scatter [redchi] (Fit,Type,pn)\n", " :Histogram [Fit] (Fit_frequency)\n", " :Histogram [redchi] (redchi_frequency)" ] }, "execution_count": 13, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "1001" } }, "output_type": "execute_result" } ], "source": [ "# Interactive version with Holoviews - scatter plot + histograms\n", "# For additional control, calculate histograms first, then use hv.Histogram()\n", "# See http://holoviews.org/reference/elements/bokeh/Histogram.html\n", "hv.Scatter(dfLong['redchi'][mask].reset_index(), kdims='redchi').hist(dimension=['redchi','Fit'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this case, it looks like three $\\chi^2$ groupings (local minima) are consistently found, suggesting three good fit candidate parameter sets, with possibly another two rare candidates." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For easy reference later, these can be categorised in the data table:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Set groupings and label by letter\n", "dfLong['pGroups'] = pd.cut(dfLong['redchi'], bins = np.linspace(0,1e-6,10), labels = list(string.ascii_uppercase[0:9]))\n", "\n", "# Check result - note this is ordered by first appearance in the dataFrame, unless sorted first. Also NaNs are dropped.\n", "dfLong['pGroups'][mask].sort_values().hist(bins=20)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Testing local and global minimum candidates\n", "\n", "We can look more carefully by looking at the unique values within a group..." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total results: 228, unique values: 19\n", "[1.2604134959527601e-18 5.3106194674890043e-20 4.303597576031393e-18\n", " 2.494886350900348e-14 1.7186846944721688e-18 8.259039836499798e-19\n", " 1.7837416345305325e-20 1.4191997193877506e-20 7.204261384699086e-19\n", " 7.760645030848521e-21 5.393095140259509e-28 3.345117650051837e-16\n", " 3.7633462560795635e-22 1.5760735489756745e-22 2.469959625269985e-09\n", " 3.4643812630697878e-22 5.7835502902223365e-24 1.2442220028745357e-18\n", " 7.6046693509239e-23]\n" ] }, { "data": {}, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ "
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\n", "" ], "text/plain": [ ":Curve [x] (y)" ] }, "execution_count": 15, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "1514" } }, "output_type": "execute_result" } ], "source": [ "# mask = dfLong['redchi']<3e-7\n", "mask = dfLong['pGroups'] == 'A'\n", "\n", "# Tabulate\n", "print(f\"Total results: {mask.sum()}, unique values: {dfLong['redchi'][mask].unique().size}\")\n", "print(dfLong['redchi'][mask].unique())\n", "\n", "# Plot\n", "# hv.Curve(dfLong['redchi'][mask].unique()) # Linear scale\n", "hv.Curve(dfLong['redchi'][mask].apply(lambda x: np.log10(x)).unique()) # Log10 scale\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For this group, the candidate parameter sets typically give orders of magnitude lower $\\chi^2$ than the higher groups, so this group is likely a genuine global minimum in the solution space. This will be investigated further below. (Note that, in this demo case where a \"perfect\" fit is possible, very low $\\chi^2$ values like this might be expected; more generally, with real/noisy/imperfect datasets, there may not be such an obvious \"best fit\" parameter grouping.)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Per-fit data spread & correlations\n", "\n", "Returning to the full batch of results, it is also useful to look at the spread and potential correlations of the paramters themselves." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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value
ParamPU_SG_PU_1_1_n1PU_SG_PU_1_n1_1PU_SG_PU_3_1_n1PU_SG_PU_3_n1_1SU_SG_SU_1_0_0SU_SG_SU_3_0_0
FitTypepGroups
0mE1.8940491.8940490.4897810.4897812.5726701.352896
pE-3.059175-3.059175-0.673191-0.673191-0.7632523.120775
1mG1.5828931.5828931.1507541.1507542.7101441.048704
pG2.8223102.822310-1.145108-1.1451080.050245-3.141212
2mG1.5828891.5828891.1507591.1507592.7101431.048707
...........................
96pE-2.675860-2.6758601.2213421.2213421.311402-2.572625
97mE1.8940491.8940490.4897810.4897812.5726691.352897
pE3.0383083.0383080.6523250.6523250.7423853.141543
98mG1.5828881.5828881.1507611.1507612.7101421.048709
pG2.4692612.4692610.1535000.153500-1.0418502.149648
\n", "

182 rows × 6 columns

\n", "
" ], "text/plain": [ " value \\\n", "Param PU_SG_PU_1_1_n1 PU_SG_PU_1_n1_1 PU_SG_PU_3_1_n1 \n", "Fit Type pGroups \n", "0 m E 1.894049 1.894049 0.489781 \n", " p E -3.059175 -3.059175 -0.673191 \n", "1 m G 1.582893 1.582893 1.150754 \n", " p G 2.822310 2.822310 -1.145108 \n", "2 m G 1.582889 1.582889 1.150759 \n", "... ... ... ... \n", "96 p E -2.675860 -2.675860 1.221342 \n", "97 m E 1.894049 1.894049 0.489781 \n", " p E 3.038308 3.038308 0.652325 \n", "98 m G 1.582888 1.582888 1.150761 \n", " p G 2.469261 2.469261 0.153500 \n", "\n", " \n", "Param PU_SG_PU_3_n1_1 SU_SG_SU_1_0_0 SU_SG_SU_3_0_0 \n", "Fit Type pGroups \n", "0 m E 0.489781 2.572670 1.352896 \n", " p E -0.673191 -0.763252 3.120775 \n", "1 m G 1.150754 2.710144 1.048704 \n", " p G -1.145108 0.050245 -3.141212 \n", "2 m G 1.150759 2.710143 1.048707 \n", "... ... ... ... \n", "96 p E 1.221342 1.311402 -2.572625 \n", "97 m E 0.489781 2.572669 1.352897 \n", " p E 0.652325 0.742385 3.141543 \n", "98 m G 1.150761 2.710142 1.048709 \n", " p G 0.153500 -1.041850 2.149648 \n", "\n", "[182 rows x 6 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# For per-fit analysis, set also a \"wide\" format table\n", "dfWide = dfLong.reset_index().pivot_table(columns = 'Param', values = ['value'], index=['Fit','Type','pGroups'],aggfunc=np.sum)\n", "\n", "dfWide" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\femtolab\\.conda\\envs\\ePSdev\\lib\\site-packages\\pandas\\core\\generic.py:3936: PerformanceWarning: dropping on a non-lexsorted multi-index without a level parameter may impact performance.\n", " obj = obj._drop_axis(labels, axis, level=level, errors=errors)\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Look at parameter correlations\n", "\n", "sns.pairplot(dfWide.reset_index().drop('Fit', axis=1), hue='Type') # Drop Fit #" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This indicates that there is generally a good (narrow) distirbution of magnitudes (m) in the batch of results, but the phases (p) are broadly distributed, although appear to be strongly correlated.\n", "\n", "In this case, this is (somewhat) expected, since the reference phase was also randomised per fit... here the correlations are interesting however, since this indicates that (as we might hope) the *relative* phases are well-defined." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dfWide['value','PU_SG_PU_1_n1_1'].xs('p',level=1).hist()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\femtolab\\.conda\\envs\\ePSdev\\lib\\site-packages\\pandas\\core\\generic.py:3936: PerformanceWarning: dropping on a non-lexsorted multi-index without a level parameter may impact performance.\n", " obj = obj._drop_axis(labels, axis, level=level, errors=errors)\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# We can further group or filter by the defined candidate parameter sets\n", "# sns.pairplot(dfWide.xs('m',level=1).reset_index().drop('Fit', axis=1), hue='pGroups') # Drop Fit, magnitudes only\n", "sns.pairplot(dfWide.reset_index().drop('Fit', axis=1), hue='pGroups')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There's a lot going on in this visualisation, but - broadly speaking - it is quite clear that the main distributions (diagonal) are group-dependent." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Model results\n", "\n", "For each fit, the model output (AF-$\\beta_{LM}$ parameter) can also be investigated..." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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2DJVEEYIgQLFnQjHZIDZXQQgHIUghiA2HoNizoNiz2FOUKBFkWZ0Vy9PUqb2kYrRCsaYBZkenqwgMKkTJxVBJ1JHBBDl7jFpj6WmEAEBwH4UScENOL+CA6USDRQqpHW+8zR3aSwpQTOolbhgt/HJHlKIYKom6IgjqwOhmO8TmaghSCEIoALH9gOn8YCMaGCE/BHdjF+0ldVDMaWqY1Bv5f44oxTFUEvXEaIGcMwZCSx1EXwsEKBBaIwOmp+erc+ISUd8pChDwqONLBju2lzRCtjjj2ksSUerj/1aiYxFEKOn5kMwOiC3VEGQJQtAbqbXMU9t3EVHvKLI6HFB37SUtaYClc3tJIkp9DJVEvWW2QTaOhdBcAzHghqDIEFqqIQdcUJz5HDCdqCdSODK+ZFftJe1qkxK2lyQa0hgqifpC1EHJLITka4HYUgdBkSH63VCCBzhgOo0oVqsRsqz02JvabDZAVCT4aish+Fq7aC/pUMMk20sSDQsMlUT9YXFCNljVy+FBX7sB051Q0nJ56Y6GPVlWuh9IXFFg1suw2+3wVh6C6GttW6U3RsaXdLK9JNEww//RRP2lN0DOLFKHQHHVRwZMb4E5zQFJb4U/3H3Ni9lsgCgKvRpXjygVdTlDjSJD8LXCrBdgyymEt/IQAo0NbC9JNELwfzaRFoIAxZ4BObsEil79cFWCftjTHTArfrWHawfROW9lufM6oqHE7w/B7Q7AbjfBDD/Euv2w6CTYCtRA6W86CtnsgJw5GkrmaMDqZKAkGsZYU0k0EAwmyNklENxH4W9sAADYC0sgVFfCBzNgUANnNFD2NJUc0ZChKAg01kNoVWAvKIJktUBntcFTdQR+vwQlq4TtJYlGEIZKooEiCFAc2VBMdvibqwAcgq2wBKg8BL/bA1NWLgMlDR8BD8TWOgjhIIIAzOmZ0NvsCPkD8OkcgJMfL0QjDf/XEw00oxlyzhj4WuuhVKrB0uz1QGc1w93iBvMkDWkhP8TWeghBb2yRMSsXOqsNoWAYepMRZlvPvcKJaHgaUo1bHnvsMcydO7fX27/00kuYNGlSlz+7du2K23bt2rU477zzMH36dJx99tlYtWoVlC7awxH1iiBCcebBBzPCPi/0NjskrwfBw3sgtNQCsnzsxyBKJVJYHaO14VAsUCqCAEN+EWwFRXC7A2hu8bW1sTRztimikWbI1FR++OGHePDBB5Gent7rfcrLy2G1WnHXXXd1WldQUBC7v2rVKtxzzz1YuHAhysrKsGnTJtxzzz3weDy4/vrrB+DsaaQyO9Oht5gQ8vuht9pgzsxWe8P6XZDT8gCzne3NKLXJMgRPo/oT+aKtAFBMdphyC2BPd8Q16eiyVzgRjQgpHyoVRcGaNWtw7733IhwO92nfvXv3YuzYsbjgggu63aa1tRV/+ctfcOaZZ+Kvf/0rBEHA0qVLcdNNN+Gxxx7DD37wA2RmZmp9GjQCdeyUY/aFYC8sAQAEGhuga66CYrKp4VLPWh1KMYoCwdcCwdUAQZbaFhsskG0ZMKdnwO4wd9lGmMGSaGRK+cvfl112Ge6++26ceuqpmDZtWp/2LS8vx/jx43vcZv369fB4PCgrK4PQrsZo2bJl8Pv9eP/99/t13jSyddXL2x8G3C4/rIUlMGbmAACEgAdi/QEIrqNdDj9ElHCKAvjdEBsOQmypjQVKRWeAlJYHOWs0YHFA1Ik9djqLDjckiqyJJxopUj5UVldX4+6778bjjz8Om633U+A1NjaisbEREyZMAAD4/X5IktRpu+3btwMASktL45ZHA2x0PVFv9TRskD8QhtsdgK2wGIbcQgBQB013N0CsPwC06/xAlHAhP8TGCuiaKiGE1YH5FVEH2Z4FOasYsKXHxpn0eoPHrIH0+0Mc4J9oBEn5y9/r16+H0Wjs83579uwBAOzevRuLFy/GwYMHYTAYcPbZZ+M3v/lN7JJ2XV0dzGYznE5n3P4mkwnp6emoqqrS/iQAZGRYe72tTif2eR/SZiDLXBAEyLICi8UAi6Xry9qyrMCak4eg2Qx/9REooSAEKQTd0SMwODNhyiuEqE/5/56a8HWeeN2VuRwKIlBXjVBLY9tCQYQhPVPt2W00JfI0hxW+zhOPZZ48Kf+p1Z9ACaiXvgFg69atWLFiBfLy8rB582asXr0au3btwtq1a2G1WuHxeGA2m7t8DJPJBJ/P1+9zp5GpN6MGRLcx2NOgnzAFgbpqBBvrAUVBqKURIVcLzHmFMKRnxjXLIBpIiiQhcLQWwaN1cc0v9I50mLJzIZqtfP0RUa+lfKjsr9LSUvz0pz9FWVkZcnNzAQBnnXUWiouL8bvf/Q4vvvgirr76asiy3OObpigOTAuBpqbeX9aMfrvqyz6kTdLL3JgBZFkhttRACPkBWYK/+jB8DXWQnfmxGXmGk6SX+QgUK/NGDwRvCwR3V51wMiGZbQj4BcDPL9Va8XWeeB3LPCfHkczTGVFSvk1lf82aNQs33XRTLFBGXXbZZdDr9di0aRMAwGazwe/3d/kYgUCgT+04iTQxmCBnFUN25kMRdAAAIeSH2HAQQms9oHBsS9JGURSEXC1qJ5zW9p1wjJCc0U44HOaKiPpn2NZUdsdgMCAtLQ1er/oNpqCgAD6fD263G3a7PbZdIBBAc3Nzp1BKNKgEAYrVCcVkg+Cqh+BrhQBA8DRC8bVCdkbGtiTqq5Af3sOVkDxuRCOjIuqgWNOhWNMB3Yj7OCCiATZsaypvv/12nHvuuZ16fDc1NaGxsRFFRUUAuu/lvWPHDgDA8ccfn4CzJepAp4eSPgpyVjEUndquWJDDaq/cpkpA6tuYrTSCSSEIzdUQGw5B8rgBqDPhyNZ09fXlyGagJKIBMWxDZU5ODvbt24d169bFLX/44YcBAEuWLAEAnH766bBYLFi9enXcdqtXr4bZbMZZZ52VmBMm6orRAjlnDGRHNpTIJUnR74ZYvx+Cu5FjW1L3ZAmCqx5i3QGIkRpvQO2EI2cWQ0nLBfT96whJRNSVYfH11Ov14r333kN2dnZsbvCf/OQnePPNN3HHHXdg586dKC4uxqeffor169fj0ksvxamnngoAcDqduP766/GnP/0JP/vZz7BgwQJ8+umneOedd3DzzTcjIyMjmU+NSL0kbs+CYnZAaK2DGPBAUBQIrnr1knh6PmDoegQDGoEUpdtOONb8UdDb0xBoZgccIhp4wyJUNjY24pZbbsHs2bNjodJut+O5557D/fffj9deew1utxvFxcW4/fbbsWzZsrj9r7nmmlht5b/+9S+MHj0ad911F5YuXZqMp0PUNb0RSuZoSH5XbKYTIRyA2HBIbRfnyAZEXbLPkgaB1WqELCs9DjZuNukhKmH4Kw5CkNoGHFd0Bsj2TMCSBoOD7XGJaPAISm8G1SPN6utdvd6WQ1Ak3pArc1lS52T2Nsd1upDTcgGzY0j03h1yZZ5EPc3SBABmA2B32uGtPIRAYwOArjvhsMwTj2WeeBxSKHmGRU0l0Ygj6qA486BYnRCbayCEAxBkCbrmaijGFrWXONvLDRvRIGm3m+J+hxSCWQjC7syLBUpFEKBYnFBsmWqYHAJfMIhoeGCoJBrKDGbI2SVqjaWrAYIiQwh6IdYfVNth2jMZKoaJuGCpyAjU18BsEmErLIG38hD8jQ1QzHYotix1sHz+3YkowRgqiYY6QYBiy4h05KmF6HdDgALB3QDFF6m1NHEQ/+HA7/YCPhfsOdmw6HKhs9rUQOnyQM4oVP/ODJNElCQMlUTDhU4PJaMQUsCjduSRQhCkEHSNFTAVjIFstMAf6H5WHrPZAFEU4PUGu92GkkBRgKAXoqcZCLgRAiDZLNDb7Ah5PfBKOiBzNDBAU8oSEfUX34WIhhuTDXL2GMi2TCjRbjx+N+wOK8xCqMuxLaMdQWSZ/fZShixB8DRBrD8AXWMFhIA6E44pMxs6qw0hfwB6ixXmzBwGSiJKCaypJBqORBFKWg4UixNiS02sR7C9sARCTRV8ikltd4dj9yymBAsFIHibIHhbIaAt5CsQYMwtgDUvH26XD/6ABHNI6dx5h4goSRgqiYYzgxFyVhHga4W/qR4AYCssASoPwd/aAlN2PgNlKlAUCH4XBE8zhFD8wOSKqIditsOUnQe7067+rQLqoObd9gonIkoChkqi4U4QAKsTsskGn6seSuUh2ApLYPZ6oLNa4ampRiAoq+Nb8jJqYklhtee+tzl+9htA7dlvdgAWB8xWC+wOc5fhn8GSiFIFQyXRSKHTQ0kfBV/QC5PPC4PNjrDHjWB9FUQASkstFLMNijkNMNvZi3iwKAoQ8qm1kn4X2peyIghQTHYoVidgsMRCvqgTe6xNji4XRf7NiCh5GCqJRhhzmhN6iwmhQBB6qw3GzBwEG+vVYYj8bsDvhiKIUCwOKBanOq84A6Z2sgzB3wrB0wQhHN/DXtEZoJgdUKxpgM7Yqbx70yOfNZRElGwMlUQjSMdOOWazDHthMRSLA4H6GghBnxouFRmCtwXwtkDR6aGY09TaM87S03fhYOQSdwsEpW1IJwWAYrRCsaSp40uKOoZ3IhrSGCqJRoiuennH2uNlZgBGK/xun1qb5ncBIT8EAIIUhuBpBDyNUPQmKJY0NQjp+PbRLUUBAh6IniYIwfg5nxVBp858Y3UCehPbsRLRsMFPBaIRoKdhgzp19NDrodgy1Bo2nxowBUndRggHILjqobjqAaNFnWOaHXzayJJaI+ltgiCF41YpelOk400a5+QmomGJoZJoBBBFoW8dPQQBMJigGHKgOLLVWstowJQltXNJ0Ach6FM7+Jhsau3lSO3gE/KrbSV9rk5jSyomq9o21WQFBHFklg8RjQgMlUQjgKaOHoKg1koaLVAcOUDQqw7MHfSobS+hQAi4gUCkg4/ZoQZMo2VIBiir1QhZVnrs+GI2GyAKgO9og9peMuSPW6+IeigWOxRzOmAwqGGSiGiYY6gkot4TRcBsV9sEyhLgd6s1mO07+PhaAF9LJFilqT2a9aZkn3mvyXLPs9SYjSLsdhM8lUcgttTFlqtjS1ogWxyAyc5L3EQ04jBUElH/iDrA6lSDoyR17uAjt+/gY4x08HHGdfARBAFms+HYtYKi0Kva1oHQ5WDiigIEvbDoFdjS8uGtPIRgZOpLRRDbjS1p4iVuIhqxGCqJSBtBAPR6KPbMDh183BAkNQgK4SAEVwMUVwNgsECxpkFJM0HQ63uuFWzXwWjQKTIgy4Aiw9/qA0Im2DPSAL8HwfpKmJ1psOaVwFt5CIHGBig6Y2Qsz2jHG17iJqKRjaGSiAZOxw4+QZ8aMAMeteYSUGeTafHB1VoHvT0NQloO7JlOAPHBsqce650oSrtQKMXCoSBLgCxF1kmRZfHbxLZt18EGAEIAvN5s2AtLIFlN0Flt8FQegt/theLM59iSREQdMFQS0eAQBMBkVXs/y1J8wFRkQFEQdrUArhZ4fDmwFxYDoQD8vgDMFpMaKI82IuBSe5xHA2D7+1AiAVFRMBjRLtDYAFNGNvQ2O0I+H3yCFchIV8MkERHFYagkosEn6to6+EgSEHDDGPZA8roBRYlNE2kvLIHF5IHOaoO38hBCjQ0YqIvKCgQ16ApirN2jIoptv8fu69Tlog5muw06qw2hYBh6sxnmNIHTIRIRdYOhkogSS6d28LGm50MJB9FaUw/B74K/Xa1g2ONGINIRBoj0rO4QCCGIUITOoVAR1ECo/qghMRYYo4+j3oFavdmujrPdpezOU1oaemz/SUQ00jFUElFSCIIAwWCKdfAxGwW1VtAfgN5qg2H0BPi9gUgoFI4dCgewbWOPU1oyWBIRdYmhkoiSzmwxxtcKhhTYM5yAoReddAb6XPoypSWDJRFRDEMlESVVqtUK9nlKSyIiAsBQSURJJAhCytUKaprSkohoBGOoJKKkYq0gEdHwwFBJREmjKMoxa/1YK0hENDRwXjEiIiIi0oyhkoiIiIg0Y6gkIiIiIs0YKomIiIhIM4ZKIiIiItKMoZKIiIiINGOoJCIiIiLNGCqJiIiISDOGSiIiIiLSjKGSiIiIiDRjqCQiIiIizRgqiYiIiEgzhkoiIiIi0oyhkoiIiIg0Y6gkIiIiIs0YKomIiIhIM4ZKIiIiItKMoZKIiIiINGOoJCIiIiLNGCqJiIiISDOGSiIiIiLSjKGSiIiIiDRjqCQiIiIizRgqiYiIiEizIRUqH3vsMcydO7fX27vdbtxzzz04/fTTUVpaivnz5+N3v/sdXC5X3HYHDhzApEmTuvx55plnBvhZEBEREQ0/+mSfQG99+OGHePDBB5Gent6r7RVFwfXXX4/Nmzfj0ksvxdSpU7F79268+OKL2Lp1K1544QUYjUYAQHl5OQDgl7/8JfLz8+Mep7S0dECfBxEREdFwlPKhUlEUrFmzBvfeey/C4XCv93vnnXfw2Wef4Y477sCyZctiyydNmoS77roLr7/+Oi655BIAwN69ewEAZWVlsNvtA/sEiIiIiEaAlL/8fdlll+Huu+/GqaeeimnTpvV6v02bNgEALr744rjl5513HgDgyy+/jC0rLy9Hfn4+AyURERFRP6V8qKyursbdd9+Nxx9/HDabrdf73XTTTXj11Vc77dPY2AgA0OvbKmnLy8sxYcIEAEAoFEIwGByAMyciIiIaOVL+8vf69etjbR/7Ij09vcv2l88++ywA4KSTTgIABINBHDp0COnp6bjyyivx1VdfQZIkzJo1C7/5zW/6VDvak4wMa6+31enEPu9D2rDME49lnngs88RjmSceyzx5Ur6msj+BsjsfffQRnn/+eYwdOxaLFy8GAOzfvx/hcBg7d+7EySefjIceegg333wz9u3bhyuvvBJ79uwZsOMTERERDVcpX1M5UDZu3Ihf/OIXsFgseOCBB2AwGAAAaWlp+PnPf46TTz4ZJ554IgBg4cKFmDdvHr7//e/jgQcewKOPPqr5+E1N3l5vG/121Zd9SBuWeeKxzBOPZZ54LPPE61jmOTmOZJ7OiDIiQuW7776LX/3qV9DpdHjkkUcwZcqU2LqCggLccMMNnfaZPHkyZs2aFevwQ0RERETdS/nL31q9/PLL+MUvfgGj0YinnnoKc+bM6fW+mZmZ8Pv9kGV5EM+QiIiIaOgb1qHytddew5133gmn04nVq1fjO9/5TqdtXnjhBZx55pnYtWtXp3X79+9HQUEBRHFYFxMRERGRZsM2LZWXl+OOO+6A0+nEmjVrMHXq1C63Ky4uRkVFBdasWRO3/J133sHevXuxZMmSRJwuERER0ZA2LNpUer1evPfee8jOzo7NDf7nP/8ZwWAQixYtwvbt27F9+/a4fQoLC3HiiSdi7ty5WLRoEdauXQuXy4VTTjkF5eXleOmllzB58mRce+21yXhKREREREPKsAiVjY2NuOWWWzB79uxYqPzss88AAG+88QbeeOONTvuce+65sd7e//u//4tx48bh9ddfxwcffICsrCxcccUVuPHGG2G1cpwrIiIiomMRFEVRkn0SI0F9vavX23IIisRjmSceyzzxWOaJxzJPPA4plDzDtk0lERERESUOQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERDRMLFy7EZZddlpRjM1QSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERGRZgyVRJQ0giDAbDb0uI3ZbIDVakzQGQFWqzHlzomIaChgqCSipLLbTd2GOLPZALvdBFlWEnY+sqyk3DkREQ0F+mSfABGNXIqiwO0Owm43AQD8/lBsXTS8ud2BuOWDLXqsVDonIqKhYEiFysceewzPPvssNmzY0KvtJUnCypUr8fLLL6OmpgYlJSW45pprsGTJkk7brl27Fs888wwOHz6M/Px8lJWVYfny5RAEYaCfBhFFSMEQWmuOImg2IHN0DrwVNWitPgpnYTbsE4tRX14Bd30zIAoQBFG9FUX1/2XkPoTIbdw6EYIoxNYJYmRZx3Xd/P/uKlgyUBIR9WzIhMoPP/wQDz74INLT03u9zx//+EesWrUKF110EWbOnIl33nkHN998M2RZxgUXXBDbbtWqVbjnnnuwcOFClJWVYdOmTbjnnnvg8Xhw/fXXD8KzIUosq9UIWVZ6DENmswGiKMDrDWo+nqIokHwBSF4fwh5f7Db6I3l9OOjzQw62nU/O9OMwdvGpsKVZYRuVjQNvb0D9tnLN59IjQYgLn3EBVRCQNW08ShZ8B6LfB6vdjtpdB+Fr9UJvt0HvsEFnMfGLJxGllPXr1yft2IKiKCndMEhRFKxZswb33nsvwuEwsrOze1VTefDgQZxzzjkoKyvDHXfcAUCtuSwrK0NFRQU+/PBDGAwGtLa24vTTT8ecOXPw17/+NfYBcdNNN2H9+vX48MMPkZmZqfl51Ne7er1tRoYVANDU5NV8XOqd4V7mx6pl60stnByW4sNiu8AoedTfJZ8f6Eebw2nLvgd7YS7clXXYsfrNPu8/GHo6J0EnQmezwuBQQ6YhzQa93Rb7XTQaBiR0DtSXguH+Ok9FLPPE61jmOTmOZJ7OiJLyNZWXXXYZtm3bhtNOOw1Hjx5FbW1tr/Z78803IcsyrrzyytgynU6HsrIy3Hzzzfj8888xd+5crF+/Hh6PB2VlZXFv/suWLcNbb72F999/H5dddtmAPy+iROpNO0GXyw9vi0cNhR4fwl4/JI8PIY+3LSx6/ZAD/a/JFE0G6EwmiGYjzA4rDDYLQqIOeqsF6SX5sBXkIOALwFaQg+OWLYG7yQXIChRFBiQZiqJAkRVAVu9DltXfFRmKpECW5cgyWQ210e0VdTtFiS6T261r205R2u2nKMgcPxq2UTnw1B6FbVQ2cqYfF1d7qkgywq1uhFvdXT5fwaCH3m6FwW6DPq0tbBoiNZ2ioXdvwdHOQx3/dlHtvxQQESVLyofK6upq3H333bjkkkuwfPnyXu+3fft22O12jBkzJm75tGnTYuvnzp2L7du3AwBKS0u73Y6hkoYDvz8ERZbhSLPAV9uAxj2H4MjNQPZ3puDQh1+gbstOKJLcvwcXRejMxlhg1JlN0FnM0FnM0Nst0Nms0FvNEPX6WPvGjEwbRJ0OTS0+WCzGuJpSc1hBRkEWDGn2AW2/GHdhRon9E3c/uonFYoDDaYWrxQtfWEC4yYOx58xF2rQJaD5YjVCrJ1ZTK3n9kHx+KGEp/nihMEJNrQg1tXZdbCYj9HarGjQdNhjS7GoIddigt1sh6HQA2HmIiIaGlA+V69evh9HY9/HgamtrkZeX12l5bm4uAKCqqgoAUFdXB7PZDKfTGbedyWRCenp6bDutotXxvaHTiX3eh7QZjmUuBUPw1TXCW9cIb6166z/aguzS8Ri7+FRYLUa17eI7PbddFI0G6C2myI8ZBpsZBqsFersFxjQbjHYr9BYTRJ0Ogk5UO8bodBCiHWm6ES3zrCw7RFGALCuwWAywWNShfKK1c1arEYlupSMIQuycrHYzrHZz7JyyivOQMTo3UmsqQ5HUmlEpFEbYF0CwxYVAsxuBFheCLi9Cbi9CHh/CHr9aQ9qOHAgiGAgieLS5y/Mw2CwwOu0wOu0wOR2QxxUirSgPRkGGaDRA1Om6LLvuDMfXeapjmSceyzx5Uj5U9idQAoDH44HNZuu03GxWPxx8Pl9su+iyjkwmU2w7olQW8vjgrWuEr64Rnlr1NtDcdTve+m3lyJ0xUW0nWNMAV2Ud7KPzoLea1LBoNath0WGFwW6FzmiIBEUx/naAOqhEQ1HH4KgoCmQ5uh4JC5btA+WxzkntSa5+gOlMRhjtVlhzMtq2j4ROWZIhh8MIub0INLsRbHUj0OxC0O1FyO1TQ6fX31ZNGhHyqOs8VfUAgJpN22Idmjw1R2HLz0bdtr0I+4Kw5KTDkp0Bg80yuAVERNSNlA+V/aUoSpcfetFlYuSDQJblHj8cxR5qWvqiL4202bA78YZKmSuKgrDLg8DRZgSPNiNwtAnBo82QfD23pRP0OhgcduiddmSXjoetIAdBfxC2vCyM+f534feFYkPtREOSFPlBGFAvDceWDIiMDCsEQe1Ykqhe6b0xqD3lTVYIeVaY8nJhQiR0RoNnOAzJ7UPI5Uao1YOw2wPJ6+/UljXuS0FlHQ6+/e+4Q4hmI4wZThgznTBlpsOYkQZDRhpEvX7IvM6HE5Z54rGjTvIM21Bps9ng9/s7LY/WPEZrMbvbDgACgUCXtZ1EPRmoUKLIMkLNLgQi4THQ0IxgYzOUULjH44smo9omz+mAMd0BU06mOvyNwQBrmgUOp7Wt7WJIRlqGHaIhOe3xFKXncgK67pgymHoTFAfqnIRoTaderek02Kww52XF1re/vC4HQwi5PLBaTbAV5MDb0AzbqBzkzpqMui93x/aR/UH4q+vhr65vdyBA77ChMTcLltwMyBYrjJlO6B02DolERANm2IbKgoICbN68udPyuro6AIi1tywoKIDP54Pb7Ybdbo9tFwgE0NzcHGuDSdRb/empK4fDCDa2qLWPDU1qTWRTKyD33HFGZzXDkGaHwemAISMNppxMGGwWtU2jXq9eqo6Ehq46dPTUAYSST+hwed2Rkx77G/pkEeFWH8Z8dw6cx09E0/5KBBtbEGp2IdTqRtjtbbucrgDhVg+aWz1o/vZw2+PrdTCkp0VqNZ2xGk6d2XTMc0v02KdElPqGbaicNm0a3n//fRw5cgRFRUWx5Tt27AAAHH/88bHtALWX95w5c7rdjqi3etNTt7GiHo3lh9Xax6NNCLW6Yx2RuyQIaq9gpx0GZyQEZKdDZzJB0Osg6nWxnsJd6amHMIPl0NDxbygIAgIhCYI7gIz8TBjsNrWHv6Kol9NDIYSaWhFsbEagsQWhVjcktwdhT9uVGSUsIdjQhGBDE9oPiqSzmNSAmZWu3makwZCeBlHf9hrjMEdE1NGwDZWLFi3Cgw8+iNWrV+P2228HoA5+/txzzyEvLw8nnngiAOD000+HxWLB6tWr40Ll6tWrYTabcdZZZyXl/Gloax/UAkeb0bjnEKxOG7JnTz3mTDGCTqcOMeO0w5DugCnywS4ajWp41Ot67FXdFVEUehxyJrpcFHkpNBX19UtB9IuG3mKGpUC92qIoCtIdJoR8ftTvr1a/0DS3ItyqtuFUwm3NKiRfAD5fHXxVdW0HEgQY0uwwZqq1mcYMJ6SSfDiz0+LO41jnS0TD17AIlV6vF++99x6ys7Mxd+5cAMD48eNx+eWXY9WqVfB4PJgxYwbeeustfPXVV7j//vthMKhDbzidTlx//fX405/+hJ/97GdYsGABPv3009iUjhkZGT0dmihGkRUEm1oQqDsKf+1R+OuOImNsAcYuPhVmgxgZvuffcYFSNBqgT7PD4LTD6Iy0f0yzQ2fQRy5fq0PzaJXIdoI08AbiS4EgCBANepgMdthKCmErKQQQ6dEelhB2eRCMNL0ItXR1CV1Rl7e44DlQAQCoBZA7azLGnDUHrvJD8LZ6kTGuAPbsXLhcfgQCPbf/JaLhZViEysbGRtxyyy2YPXt2LFQCwJ133ons7Gy88sorWLduHcaOHYsHH3wQixYtitv/mmuuidVW/utf/8Lo0aNx1113YenSpYl+KjSESP4A/HVHEahrVG/rGzsNfh3XU7e6Aa21jXBMHANDeqT9o92q1jxGLl+z0wR1ZTC/FAiCAJ1BD12kXWW0n6yiKJCDIQQbW9RRBhpbEGpxI9Tqhuxvu6Rd9+VuKGFJHeaouqFt3vbt38Jgt8GQ7lDb/Ua+PBnSHNDZLHytEw1DKT/393DBub9T27HKPK4WMlITGXZ5un08Qa+DwZmG3FmTUDBrMoL+IIxmI1qbPAgEwz22fxwp+DpPvIEoc0VREPb6EKhX22KGWlwItrgxccl82AtyejVvu6AToXdEQ2ako1kkdOos5n4HzlTsPMTXeeJxSCFVVVUV7rvvPmzcuBGhUAgnnXQSbrvtNpSUlAzaMYdFTSVRewPxwSL5A7EayO5qIdvT261qL9osJ8y52TBmpMGWbkNahj1u6sG0DBvbmdGQJggCDDYrDDYrMEa9hG42G2Czm9SxTwtyULJkAY7uOoCw26v+eH3qnOoRiiQj1NyKUHPn6SsFva5dzaYjVrtpcNohmow9Bk52Hho6UvELwHDS3NyM5cuXw+12Y/ny5TCZTFi5ciXKysrw2muvISsr69gP0g8MlTTs9PWDRZEVeOsa4amqR+OhGrUWstXdab+o9sOwGLPSYcnLgs5qUee11quXsDl8D40UHV/r5pCMvKljYSsuiL3G5ZCEkMuNYFOLOhe6y6OGTY8XUoeZhJSwpA6v1djS6Vii0RDpxOaItUPWRwKozmTkHOndSMUAxy8Ag+uZZ55BRUUF1q5di9LSUgDA/PnzceGFF+LJJ5/ErbfeOijHZaikYadXQ/ocqkXDrgO9r4XMSIMpMx2mvCwYM5zq1IXd9MLm8D00UvT2y5No0MEUabPZnqIokENhhFpd6vBHzS6EXepsQmG3D5IvfmIKORhCMDKbVEeiyQhDmh36NDuyp45D3tQx6rzrMmBxWBIWKBngeodfAAbXunXrMHPmzFigBICJEydizpw5WLduHUMlUV+0f8MKub1o+vYIzFYjsk+Y3OOQPnGDQedkwJKbDZ3VDEGvjxujryccvodGgoH48iQIAnRGA3TZmTBnZ8ati80i1OJCsNmlXi5vV8Mp++MDmRwIIlDfiEB9Izz7DsN76Li2zkN2Ew598Dkav62AaDJCZzZCZzJBNBuhM5siP8bIOhNEkxGi0dCvtp0jPcApigLIMuRQGHIoDCUUhhyOv69E1snhMNLys5A/fQJad+9HS2U9CubPYqDUqKWlBUeOHMHpp5/ead20adOwYcMG1NXVDcrkLgyVNGQpigLJF1BrNTy+tvZbbk/sftbkMRi7+FQY5XBkSJ/4QKnWQjrhLMyGvTAXAaMZOoMhdhm7Pzh8D40Eg/3lSRDFWOAz52XHlkcHd5cCAbU3eosLoUgNZ8jtheTxQg6GOs2RXvvFzj6egADRaFCDpsmoBtBOQbRDGDV2vgTfXjJr4LoKliaTHna7Ca1NbniaPXFhL3pfiQRCORRqC4ad1qn3lZAEORyOa85wLM0AfJW1GLv4VDgLsmHLtDNQalRbWwugbebA9qJBsrq6mqFyJEvFSyqDfU5yWELY443VTLSFxugy3zGnMYz7YKmqR0tVAxyTxsCUnQlznloLKRr0yMxSp+hkD02i3knWlydBECKDu0c6CxW0fTAqsgJFkiD5/TDpRNgKcuBrbIWtIAeFp5+Ihp0HIAdDakAKhqCEehhHU1EgB4KQA0H0ZbTNaBDNOX4CiuadgNqte+CurIMlPwfZ35mMqi92oelApTqDlqKoNXuKAiiAov4Tvxydt4v9HrcOke2VyI0SWQeoD67+ZE0djzFnngTB5YItK+uYkzEMNkEn4ujug8idNVn9Yu/1JzRQbt++HU899RQ8nu5H80gGm82GFStWxF2+7q3oc7FYLJ3Wmc1mAOr43oOBoXKISMVLKlrOSVEUyP5gXFgMtath7OryVm8IOhE6iznyY0LWlLGwFeQg4PHDNiob4y85G/5gmGPkEQ1DgihAEPWwOjLaagQlAWF3AIUnlyJt6nj4PEE1bMlyrMZT9gcg+YPqbSCo3g8EIAVCUIIhSMGgWkMXVGvreqqJk4NqYK3+91aE3V6MXXwq7LmZbeN3JjHAAUDdlp3ImTo2VoPbl/MRdKI6nm50XN3IrTrTl75tytjIfZ3BAMGoh2gwQDToIRr0EAwGiAYdRIMhMsGDCKvNDFu6FcFgGEaLCWYpcVdzXnjhBXzyyScJOVZf2Ww23H333X3eT45UtvT0OSf2cVa23mKoHCJSsVFzT+dkMurUDjGV9Wg5XIuQ2xtpgK/WMEoeLxSp51rGrkQvM+msanDU2yzQ263Q220wpNkgmk0QdWoHGrPVCIfD3NYrVQYcTgsEXlohGrZ66jzkcFggCGLc/3+91dztYymyAihy5FYNorIsq0HTpwZQNYhGQmkgCDkQitWGNh2oQm5tY2Tyg3oc3XMIotkIQID6eS8AgqDeqP8A0SAgRLZR/1HXIRIU4rZpux/dX2i3fWybyHaZE4pgG5UDb0MzbAU5KFp0Kloq6+OCnxr+1Fm9dAaDet+gV4OI0OExBSEy65fQr9m/Oo0eEPm9/d9tMC1duhRerzclayr7OwGLzWYDAPh8vk7r/H5/3DYDjaFyCOkqxEX/A7pcfvi9ASiSrH4Dl9XG0kr0R5Lb/a6+OUJqtz5y2ajzcvV3WW63vxT/2BljC1A4uxTN2/agYed+ZIwtQPbCk/r+rTzahsqihka91QydzQqDwxYJjlb1260oqt+Ye/imxSF9iEaegR55QQ1JOgjt+ujpAMBqAdI7bx+9RB19/zVbjLBl2CCHJdjys3Hc8vPh86gf6m3xS2j/S2RR53DWba1T++VCpzvtVgswWwxwpFngcvnUGlyXH6NmToRjQklS3g9T4X26tLQUDzzwwKAeI9EKC9XxY+vr6zutq6urA9B1e8uBwFA5xPj9ISiKAofDHGkTY1Pnk966N2nn5D1UhWBjC8YuPhUZY0Z1Occ1APWbsMWk1jBGahoNaTbobVboHVZ1Jg2dLhIY+z/nNYf0IRqZkj3yghCruVPbrtntJsiyAgWAzx2AM9MOndGQ9AAXCEgQRBGBQBiCEEjK+yHfpwePw+FAcXExduzY0Wndjh07kJ+fj5ycnEE5NkPlEORz+SC63bEp0RISKKOXOARRvRVF9Q1UVC+DNB2sRl59E+yFufDUN8HnC8I5czIMdlvs8rTOaICgE9V9deKgtWtM9gcLESVHqoy80D4wWSyGuOMywKn4Pj24Fi9ejCeffBI7d+7E1KlTAQB79+7Fpk2b8KMf/WjQjsu5vxNkIOf+jr5B+BpbYMlwourL3Wg+XKNeFhZFNehF7kcvE7ct1wE6QW0boxMhREOiTq0ZFHTqUDpq+NNB0LUFSfW/dod2P1C/nVusJjjSrQiFJBgMOrhcfgQCfekzmVycnzfxWOaJxzIffB0DXMcyT0Yb+FQcPWQwce5vdZrGJUuWIBwO4+qrr4Yoinj66adhMBjwyiuvIDMz89gP0g+sqRxi2r8h+SQRYbcfBd+ZjLRJY5N2iaCrhtYOhxmCwA4xRDSypGINXKrU4FLipKen4/nnn8cf/vAHPPLIIzAajZg9ezZuueWWQQuUAEPlkNIxvAmCkNQ2MV2dU/tzYHsYIhppGOAoVRQVFeGRRx5J6DEHPFR6vV5YrdaBftgRLxXbxKTiOREREVFyaB79UlEUvPDCC7j00ktx/PHH48QTTwQArFmzBrfddhsaGho0nyT17pKK2x1I6CWVVDwnIiIiSg5NNZXhcBjXX389PvnkE+j1ethsNrS0tAAAKioq8I9//ANbtmzBiy++OKjX8EeCVLykkornRERERMmhqaZy5cqV+Pjjj3HVVVfh888/R1lZWWzdzTffjBtvvBGHDx/GY489pvlEiYiIiCh1aQqVr776KmbNmoVbb70VFoslbtxBvV6PG264AXPmzMFHH32k9TyJiIiIKIVpCpVHjhyJtaHsTmlpKWpqarQchoiIiIhSnKZQmZaWhsrKyh63OXz4MByOkTfwKBEREdFIoilUnnLKKXjvvfewa9euLtd//fXXWL9+PebMmaPlMERERESU4jT1/v75z3+Ojz76CEuXLsUll1yCQ4cOAQD+8Y9/4JtvvsHatWthNBpx3XXXDcjJEhEREVFq0jz3944dO/DrX/8a5eXlbQ8qCFAUBaNHj8Yf//hHfOc739F8okPdQM79TQOPZZ54LPPEY5knHss88Tj3d/JonlFn2rRpeOONN7B161Zs374dLpcLVqsVkyZNwkknnQRR1Dy+OhERERGluAGbpnHGjBmYMWPGQD0cEREREQ0hmkLlBx980OttzzzzTC2HIiIiIqJe2rZtGx566CF89dVXCAQCGD9+PK666ipceOGFg3ZMTaHyhhtuiBvwvCfd9RAnIiIiooGzb98+LFu2DE6nEz/+8Y9hs9nw1ltv4dZbb0VTUxN+9KMfDcpxByVU+nw+HD58GP/6178wY8YM/PCHP9RyGCIiIiLqpT/+8Y8QRREvv/wy8vLyAABlZWW44oor8Je//AWXXnop7Hb7gB9XU6i88cYbe1y/c+dOXHHFFXC5et/zmYiIiIj6R5IkbN68GfPnz48FSgAQRRHnnHMOvvrqK+zevfuYMyL2x4B11OnK1KlTsXjxYqxcuRIXXXTRYB6KiIiIaMQTRRGvv/56l1eSGxsbAQA6nW5Qjj2ooRIAMjIyYoOiExEREdHgEQQBRUVFnZZ7vV688sorsNlsmDp16qAce1BDZWNjI/75z38iJydnMA9DRERE1GfuqnpUbtgKKRhK9qnE0RkNKJw7A/aCgclPiqLgjjvuQH19PX7+85/DZDINyON2pClU/uxnP+tyuaIo8Hq92LZtG7xeL2644QYthyEiIiIacDVf7ETzviPJPo0u6UwGTDh/gebHURQFd911F958802cfPLJuPbaawfg7LqmKVS+//77Pa53Op246qqrOPc3ERERpZz8E6dCCoRSsqYy/yTtl6hDoRB+/etfY926dZgxYwYeeeQR6PWDd5F6UAY/FwQBBoMBWVlZnKaRiIiIUpK9IAeTLj0r2acxKPx+P2688UZ8/PHHmD17Nh599FHYbLZBPaamUFlYWDhQ50FEREREAyAcDscC5RlnnIG//OUvg9aOsr0+hcrdu3f3+0CTJ0/u975ERERE1DsPPfQQPv74YyxcuBAPPvggDAZDQo7bp1B54YUX9npaxo44TSMRERHR4Dp69ChWrlwJvV6PefPm4a233uq0zSmnnILc3NwBP3bCQiURERERDa6vvvoKwWAQAPC73/2uy22eeOKJQQmVgqIoyoA/KnVSX9/7qSozMqwAgKYm72CdDnXAMk88lnniscwTj2WeeB3LPCfHkczTGVES0jX7yJHUHAOKiIiIiAaG5sGK/vWvf+GNN95AY2MjJElCtOJTURSEw2E0Nzfj4MGDbFNJRERENIxpCpXvvvsu/uM//gM9XUG3WCw488wztRyGiIiIiFKcpsvfTz/9NHQ6Hf785z9jw4YNmDp1Ki677DJs2LABq1atwrRp0yAIAm6++eaBOl8iIiIiSkGaQuXevXtx1llnYfHixcjKysKsWbOwZcsWZGVl4eSTT8ZTTz0Fo9GIRx99dKDOl4iIiIhSkKZQGQgEUFJSEvt93LhxOHjwYKwre3p6Os466yx8/fXXmk6SiIiIiFKbplCZnZ2NxsbG2O/FxcWQZRnl5eWxZRkZGaitrdVyGCIiIiJKcZpC5UknnYR3330XBw4cANA2FeMHH3wQ2+bLL7+E0+nUchgiIiIiSnGaQuVPfvIT+P1+LFmyBO+88w6ys7Nxxhln4LHHHsMvfvELLFu2DF9++SVOPfXUgTpfIiIiIkpBmkLlxIkTsXr1asyZMwcOhzpi/f/7f/8P48aNwzvvvIPNmzfj+OOPx69+9asBOVkiIiIiSk2axqn8/e9/j/PPPx9PPvlkbFl+fj7eeOMN7N69GyaTCWPGjOF84URERETDnKZQ+dxzz+H5559HUVERzjvvPCxZsgRjx44F0Na+ciBUVVXhvvvuw8aNGxEKhXDSSSfhtttui+t53tHChQtRWVnZ7fqLLroI9957LwDg008/xYoVK7rc7q9//SvOOussbU+AiIiIaJjTFCpfeuklrFu3Dv/85z/xyCOP4G9/+xumTp2K888/H+eeey5ycnI0n2BzczOWL18Ot9uN5cuXw2QyYeXKlSgrK8Nrr72GrKysLve7/fbb4fF4Oi1fvXo1vvnmGyxcuDC2LNpb/fe//z1MJlPc9qWlpZqfAxEREVGyfPPNN7j88stx3XXX4cYbbxy042gKlTNmzMCMGTNw++23Y/PmzXjzzTfx3nvv4Q9/+AP+53/+B3PmzMGSJUvw3e9+FzabrV/HeOaZZ1BRUYG1a9fGAt78+fNx4YUX4sknn8Stt97a5X5d1S5u3rwZO3bsQFlZGc4+++zY8r179yI9PR2XXXZZv86RiIiIKBUFg0HcfvvtkCRp0I+lqaNOlCAImD17Nv7rv/4Ln3zyCZ566ilcfPHF2LNnD2677TbMmzev34+9bt06zJw5M67GcOLEiZgzZw7WrVvX68cJh8O48847kZWV1anjUHl5OcaPH9/vcyQiIiJKRY888khs6MfBNiChsj1JkhAIBKAoCgBAURTodLp+PVZLSwuOHDnS5SXoadOmoa6uDnV1db16rJdffhkHDhzAr371q7haU0VRsG/fPkyYMAGAmuhDoVC/zpeIiIgoVezatQtPPPEErrvuuoQcT9Pl76hwOIwNGzbg7bffxgcffAC32w2dTod58+bh/PPP73dHl+hMPHl5eZ3W5ebmAgCqq6tj97sjSRIee+wxjBkzBhdccEHcuoqKCni9XtTU1ODiiy/Grl27IIoi5s6dizvvvBNFRUX9OveOMjKsvd5WpxP7vA9pwzJPPJZ54rHME49lnngsc1UoFMJtt92G008/HYsXL8aDDz446MfUFCr//e9/46233sJ7772H1tZWKIqCmTNnYsmSJfje976H9PR0TScX7WhjsVg6rTObzQAAr9d7zMdZv349qqur8dvf/haiGF85u3fvXgDA1q1bcc011+CGG27Azp078eSTT2Lp0qX4+9//fszQSkRERJRKHnvsMVRWVuLxxx+Hy+VKyDE1hcqrr74aAFBSUoJly5bhggsuGLCaPQCQZRkAehznsmNI7MpLL70Eu92Oiy66qNO6oqIi3HDDDTjnnHNw3HHHAQDOPPNMTJ8+Hddccw0ee+wx3Hnnnf18Bm2amo4dfqOi3676sg9pwzJPPJZ54rHME49lnngdyzwnx9HttpV7K/Dpix8h4Asm5Nx6y2QxYt4PTkfhxNH92n/Pnj149NFHcddddyE3N3dohMorr7wS559/PqZPnz5Q5xMn2vbR5/N1Wuf3++O26Y7H48GmTZuwaNGiLms8J06ciIkTJ3ZavmDBAhQWFmLTpk39OXUiIiJKcZ+/thHlm/cm+zS6ZLSacdHNl/R5P0mScPvtt+Okk07CJZf0fX8tNIXKO+64Y6DOo0uFhYUAgPr6+k7roh10umpv2V50wPT2Qwj1VmZmJo4ePdrn/YiIiCj1zb7gFAR9gZSsqTz5/FP6te9TTz2FPXv24Pnnn0djYyMAxGoqfT4fGhsbYbfbYTQaB+x8owako85gcTgcKC4uxo4dOzqt27FjB/Lz8485wPqWLVsAAHPmzOly/Z///Ge8/vrreOWVV5CRkRFbHg6HcfjwYUyaNEnDMyAiIqJUVThxNC7/f1cm+zQG1CeffIJQKIRLL72007qnnnoKTz31FP7whz/g4osvHvBjp3SoBIDFixfjySefxM6dOzF16lQAaueaTZs24Uc/+tEx99+5cyeKiorgdDq7XF9QUIDKykq88MILuP7662PLV61ahZaWFpx//vkD80SIiIiIBtmtt96K1tbWuGXV1dW4/fbbccEFF+DCCy+MDaM40FI+VK5YsQKvvvoqVqxYgauvvhqiKOLpp59GXl5ebL7uhoYGbNiwAcXFxTjhhBPi9j906BCKi4u7ffyLL74Yr7zyCh566CFUVlaitLQUX3/9NV599VXMmzcP3//+9wf1+RERERENlK7G9t63bx8AtXPyqaeeOmjHHvDBzwdaeno6nn/+eZxwwgl45JFH8Pjjj+OEE07As88+i8zMTABqYd1yyy146aWXOu3f1NQEh6P7nl96vR5PPPEErrjiCnz88cf47//+b2zZsgU33HADHnnkkV71LiciIiIa6QQlOvUNDar6+t535+cQFInHMk88lnniscwTj2WeeH0ZUmik2LdvH84991z87Gc/w4033jhox0n5y99ERERE1H/jx4/Hnj17Bv04vLZLRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERENM36/Hw888AAWLlyIGTNmYMmSJfjHP/4xqMfUD+qjExEREVFCybKM66+/Hps2bcIVV1yBcePG4e2338avf/1rBAIB/OAHPxiU47KmkoiIiGgYefXVV7Fhwwb85je/wR133IErrrgCq1atwtSpU/HQQw9BUZRBOS5rKomIiIiGkVdeeQVFRUVYunRpbJkoivjFL36Bb775Bl6vFzabbcCPy1BJRERENEyEQiFs3boVF198MURRvSDt8XhgtVqxYMECLFiwYNCOzVBJREREI9I3X+/CYw+ugtfjS/apxLHaLLj25z/E8TOn9HnfiooKhEIhFBYW4plnnsHKlStRW1uL9PR0/OhHP8K1114LQRAG4awZKomIiGiEWvPUy/j4g43JPo0u2e023PvgnX3ez+VyAQD+/ve/o7W1Fddddx1ycnLw2muv4YEHHoDX68Uvf/nLgT5dAAyVRERENEJdueJSeDzelKypvHLFJf3aNxgMAlBrLP/xj39g4sSJAIBzzjkHy5Ytw8qVK7F8+XJkZ2cP2PlGMVQSERHRiHT8zCl4eOW9yT6NAWWxWAAAM2fOjAXKqIsvvhiff/45tmzZgkWLFg34sTmkEBEREdEwkZeXBwDIysrqtC4zMxOA2nFnMDBUEhEREQ0T2dnZGDVqFL799ttO6yoqKgAAo0aNGpRjM1QSERERDSPnnXce9u3bh/fffz+2LBgM4vnnn0dmZiZOPPHEQTku21QSERERDSM//elP8cEHH+CXv/wlysrKUFhYiFdffRX79u3Dn/70JxgMhkE5LkMlERER0TBit9vx/PPP489//jNef/11uN1uTJw4EX/7299wxhlnDNpxBWWwJoCkOPX1rl5vm5FhBQA0NXkH63SoA5Z54rHME49lnngs88TrWOY5OY5kns6IwjaVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERETDyLJly3DVVVfh448/xsUXX4zp06fjrLPOwtq1ayFJEh5++GHMnz8fs2bNwooVK3DkyJEBOS5DJREREdEw8+233+Kmm27C/PnzceuttwIA7rjjDlxzzTV47733cM0112Dp0qX49NNP8Z//+Z8Dckz9gDwKEREREaWM+vp6PPDAAzj33HMBAIWFhbj22muxZ88evPvuu7BarQCAqqoqvPXWW3C73bDb7ZqOyZpKIiIiomFGp9PhrLPOiv0+duxYAMC8efNigRIASkpKAKghVCuGSiIiIqJhxuFwwGg0xn7X6XQAgKysrLjtostlWdZ8TIZKIiIiomFGr++6haMgCIN3zEF75AFUVVWF++67Dxs3bkQoFMJJJ52E2267LVZl2537778fjz32WJfrNm/ejLS0NACAJElYuXIlXn75ZdTU1KCkpATXXHMNlixZMuDPhYiIiGg4SvlQ2dzcjOXLl8PtdmP58uUwmUxYuXIlysrK8Nprr3Wqxm1v7969KCwsxH/8x390WmexWGL3//jHP2LVqlW46KKLMHPmTLzzzju4+eabIcsyLrjggkF5XkRERETDScqHymeeeQYVFRVYu3YtSktLAQDz58/HhRdeiCeffDLWTb4r5eXlKC0t7TEYHjx4EKtXr8ayZctwxx13AAAuvfRSlJWV4b777sO5554Lg8EwsE+KiIiIaJhJ+TaV69atw8yZM2OBEgAmTpyIOXPmYN26dd3u5/V6UVlZiXHjxvX4+G+++SZkWcaVV14ZW6bT6VBWVob6+np8/vnn2p8EERER0TCX0qGypaUFR44ciQuUUdOmTUNdXR3q6uq63Pfbb7+FoiiYMGECAMDn83XZs2n79u2w2+0YM2ZMp8ePriciIiIaKlavXo0NGzbELRs9ejT27NmDm2++OW75jTfeiD179mD8+PGaj5vSobK2thYAkJeX12ldbm4uAKC6urrLfffu3QsA2LBhA04//XTMnDkTJ554Iu666y54vd64Y/T0+FVVVdqeBBEREdEIkNJtKj0eD4D4TjVRZrMZAOICYnvl5eUA1JrGG2+8EXa7HR999BFeeOEF7Nu3D6tWrYIoivB4PLDZbN0+vs/nG5DnkpFhPfZGETqd2Od9SBuWeeKxzBOPZZ54LPPEY5knT0qHyujl6p7GVBLFritbTz31VFgsFvzkJz+JhcZFixYhIyMDTz31FN577z0sWrQIiqJ0+fjRZd09PhERERG1SelQGQ2DXdUW+v3+uG06WrBgARYsWNBp+RVXXIGnnnoKmzZtwqJFi2Cz2WKP1V70mN09fl81NXVdo9qV6LervuxD2rDME49lnngs88RjmSdexzLPyXEk83RGlJSuhissLATQ9XyU0Q46XbWH7El0XMvoZfOCgoIBfXwiIiKikSilQ6XD4UBxcTF27NjRad2OHTuQn5+PnJycLvddsWIFfvjDH3Zavn//fgBAUVERALWXd7SXecfHB4Djjz9e03MgIiIiGglSOlQCwOLFi7Flyxbs3Lkztmzv3r3YtGkTzjvvvG73S09Px6ZNm/DFF1/ElsmyjIcffhg6nQ7nnnsuALWdpSAIWL16dWw7SZLw3HPPIS8vDyeeeOIgPCsiIiKi4SWl21QCao3jq6++ihUrVuDqq6+GKIp4+umnkZeXhxUrVgAAGhoasGHDBhQXF+OEE04AAPzqV7/CJ598gmuvvRbLli1DVlYW/vnPf2Lz5s34xS9+ERsUffz48bj88suxatUqeDwezJgxA2+99Ra++uor3H///ZxNh4iIiKgXBEVRlGSfxLEcOXIEf/jDH7Bx40YYjUbMnj0bt9xyS+wS9meffYbly5fjoosuwr333hvbb9++fXjggQewadMmBINBTJgwAcuXL8eFF14Y9/jhcBh/+9vf8Morr6CpqQljx47Fddddh0WLFg3Yc6ivd/V6WzbsTjyWeeKxzBOPZZ54LPPEY0ed5BkSoXI4YKhMbSzzxGOZJx7LPPFY5onHUJk8Kd+mkoiIiIhSH0MlEREREWnGUElEREQ0zFRVVeGmm27CnDlz8J3vfAc//elPcejQoUE9Zsr3/iYiIiKi3mtubsby5cvhdruxfPlymEwmrFy5EmVlZXjttddiE8EMNIZKIiIiomHkmWeeQUVFBdauXYvS0lIAwPz583HhhRfiySefxK233joox+XlbyIiIqJhZN26dZg5c2YsUALAxIkTMWfOHKxbt27QjstQSURERDRMRKeebh8oo6ZNm4a6ujrU1dUNyrEZKomIiIiGidraWgBAXl5ep3W5ubkAgOrq6kE5NttUEhER0Yi0fft2PPXUU/B4PMk+lTg2mw0rVqzosrbxWKLPxWKxdFpnNpsBAF7v4AzGz1BJREREI9ILL7yATz75JNmn0SWbzYa77767z/vJsgwAEASh221EcXAuVDNUEhER0Yi0dOlSeL3elKypXLp0ab/3BQCfz9dpnd/vj9tmoDFUEhER0YhUWlqKBx54INmnMaAKCwsBAPX19Z3WRTvodNXeciCwow4RERHRMOFwOFBcXIwdO3Z0Wrdjxw7k5+cjJydnUI7NUElEREQ0jCxevBhbtmzBzp07Y8v27t2LTZs24bzzzhu04/LyNxEREdEwsmLFCrz66qtYsWIFrr76aoiiiKeffhp5eXlYsWLFoB2XNZVEREREw0h6ejqef/55nHDCCXjkkUfw+OOP44QTTsCzzz6LzMzMQTsuayqJiIiIhpmioiI88sgjCT0mayqJiIiISDOGSiIiIiLSjKGSiIiIiDRjqCQiIiIizRgqiYiIiEgzhkoiIiIi0oyhkoiIiIg0Y6gkIiIiIs0YKomIiIhIM4ZKIiIiItKMoZKIiIiINGOoJCIiIiLNGCqJiIiISDOGSiIiIiLSjKGSiIiIiDRjqCQiIiIizRgqiYiIiEgzhkoiIiIi0oyhkoiIiIg0Y6gkIiIiIs0YKomIiIhIM4ZKIiIiItKMoZKIiIiINGOoJCIiIiLNGCqJiIiISDOGSiIiIiLSjKGSiIiIiDRjqCQiIiIizRgqiYiIiEgzhkoiIiIi0oyhkoiIiIg0Y6gkIiIiIs0YKomIiIhIM4ZKIiIiItKMoZKIiIiINNMn+wR6o6qqCvfddx82btyIUCiEk046CbfddhtKSkp63K++vh73338/PvnkEzQ3NyMvLw/nnXcebrjhBhiNxth2n376KVasWNHlY/z1r3/FWWedNaDPh4iIiGi4SflQ2dzcjOXLl8PtdmP58uUwmUxYuXIlysrK8NprryErK6vL/fx+P374wx+ioqICV1xxBUpKSvDFF1/g0UcfxZ49e/Doo4/Gti0vLwcA/P73v4fJZIp7nNLS0sF7ckRERETDRMqHymeeeQYVFRVYu3ZtLODNnz8fF154IZ588knceuutXe63Zs0a7Nu3D3/729+wcOFCAMDSpUsxatQoPPHEE9i4cSNOOeUUAMDevXuRnp6Oyy67LDFPioiIiGiYSfk2levWrcPMmTPjagwnTpyIOXPmYN26dd3ut2nTJmRkZMQCZdR5550HAPjyyy9jy8rLyzF+/PgBPnMiIiKikSOlQ2VLSwuOHDnS5SXoadOmoa6uDnV1dV3ue++992L16tWdljc2NgIA9Hq1klZRFOzbtw8TJkwAAASDQYRCoYF6CkREREQjQkpf/q6trQUA5OXldVqXm5sLAKiuro7dby87OxvZ2dmdlj/77LMAgJNOOgkAUFFRAa/Xi5qaGlx88cXYtWsXRFHE3Llzceedd6KoqGhAnktGhrXX2+p0Yp/3IW1Y5onHMk88lnniscwTj2WePCldU+nxeAAAFoul0zqz2QwA8Hq9vX68F154AR9++CHmzJmDWbNmAVDbUwLA1q1b8b3vfQ8PP/wwfvrTn+Kzzz7D0qVLu60JJSIiIqI2KV1TKcsyAEAQhG63EcXe5eLXXnsNv/vd75Cbm4t77703tryoqAg33HADzjnnHBx33HEAgDPPPBPTp0/HNddcg8ceewx33nmnhmehamrqffiNfrvqyz6kDcs88VjmiccyTzyWeeJ1LPOcHEcyT2dESelQabPZAAA+n6/TOr/fH7dNT9asWYP//u//Rnp6Op566imMGjUqtm7ixImYOHFip30WLFiAwsJCbNq0qb+nT0RERDRipHSoLCwsBKAOYt5R9LJ0V+0t23vooYfw8MMPIy8vD08//XSfenlnZmbi6NGjfThjIiIiopEppdtUOhwOFBcXY8eOHZ3W7dixA/n5+cjJyel2/7/97W94+OGHUVJSgueff77LQPnnP/8ZCxcuRFNTU9zycDiMw4cPY/To0dqfCBEREdEwl9KhEgAWL16MLVu2YOfOnbFle/fuxaZNm2JjTnZlw4YN+Mtf/oKioiKsWbOm23BYUFCAyspKvPDCC3HLV61ahZaWFpx//vkD80SIiIiIhjFBURQl2SfRk+bmZixZsgThcBhXX301RFHE008/DYPBgFdeeQWZmZloaGjAhg0bUFxcjBNOOAEAcOGFF2LXrl1Yvnx5l+NcTpw4EVOmTEE4HEZZWRm2bduGiy++GKWlpfj666/x6quvYt68eXjiiSd63RmoJ/X1rl5vy4bdiccyTzyWeeKxzBOPZZ547KiTPCkfKgHgyJEj+MMf/oCNGzfCaDRi9uzZuOWWW2JjSH722WdYvnw5LrroItx7771obW2NjUPZnZ/85Ce4+eabAQCtra34y1/+gnfffRdNTU3Iz8/H+eefj2uvvbbTXOD9xVCZ2ljmiccyTzyWeeKxzBOPoTJ5hkSoHA4YKlMbyzzxWOaJxzJPPJZ54jFUJk/Kt6kkIiIiotTHUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVDhNVqhNls6HEbs9kAq9WYoDMiIiIiasNQOUTIsgK73dRtsDSbDbDbTZBlJcFnRkRERATok30C1Dt+fwgAYLeb4n4H2gKl2x2IW05ERESUKAyVQ0hXwTKZgdJqNUKWlR6PazYbIIoCvN5gAs+MiIiIEo2hcojx+0NQFPVSuKvmKLLGj8JHz63H/q/2wWg1w2Q1wWQzt/3YLTDbzDA7rLA4LDBZzdCbDBAEQfO5RC/JR8+ro/aBl4iIiIY3hsohyN3ihav6KAonjUbF7iPY8NK/+rS/IAowWkwwWk0wWkwwWU0wWsww2Uww2Sww2cww280w2Sww2y0w280w2y0wWs3QG/WxQMpL8kRERBTFUDkEOdJtsI/ORP2RehRMLMTcyxdg2/qvEQ6EEAqEEA6GgB766yiygoDHj4DH3+djizqxUyCdMq8UJ593MvZ/sQdHq5tw/MIZsNvtDJREREQjCEPlEBOtAXS5/HB7g1Cqm3B62UJMOW06GutaIEsy5HAYQX8QQW8AIV8QAZ8fQV8IIX8AQV8AIX8IIX9Q/QmEEA5Eb0MIB8M9Hl+WZPjdPvjdvtiyyl2H0XCoBudefz6qyiuRlePEpy9/DOgNmHDyZOiNPQ+FREREREMfQ+UQ0v6SciAQhj0zDQDgdgeQV5QNW4Yj1uZSkRXIsgxFltX7knqrKDJkSWlbHlsvQQpLkEJhBH0BBLxBhHwBBH1BBH0BBP3q79EgGh9KQ/jmw22Y+d3vYPTkIlTsPoJ/rf4AAPDv5z9AyQkTMPm06SiYVDQgbTmJiFIVOzDSSMZQOUT01Eaxq7aNgk6AqOvfMKRyl0E0cr9jWI3cOtJtGFWSg9ajrSiYWIhZ556EL9/ajFAghG837cK3m3bBnpWGCSdPwZQF05GWk66pPIiIUhE7MNJIxlA5RIii0GMbxehyUdReEyiKIiACOr2uV9u3f5P0hRWEj7pxzk/PQ/Hx4/Dvlz9G/YEaKIoC99FWfP3WZ/j6rc+QO24UJs0rxXFzpsJg5ixARDQ8dPyS316yOjCy9pQShaFyiOjNf/RkdIrp+CYpiiIkqJfkp82dilETR6Py2yp8+9luHNm2H66GFgBA3f5q1O2vxr9f+BAlM8Zh0vzpKJo2BsIAhGIiomRqHyzrDtWi7lAdHDkZyJ4yGjWH6uHxBGAwG2C0mKA3DP7HMGtPKVEYKqnfenNJPjMnDUaLCblj8uE/bw5qyiuwb/MeVO44hKAvACkUxv4v9mL/F3thddow4eQpmLxgOjJGZSXjKRER9ZunyY2qPYdRtfsI6vZVoaS0BOdctwQhfwgFxxXizYdfw9fvfhm3jyAK0BsN0Bv1bbcm9dZgMkZ+N8JgMkBvMsBgMsBgNkZuTTCY9TBYTDCYjDCajTBY1FudgcO/UeIxVFK/9eWSvM6ghy3djvEnTUbx9HHwtXpw8Ot9OLClHLXfVkGRZXhbPNj27hfY9u4XyC7Jw8S50zDxlGkw2cyJfFpERMekyAoaK+tRtfsIasorULu/Gp5GV9w2jZUNmHHWrFgHxo6BMvo40Y6PA61jSC1dMB2nLT0d37z7BQ7vPoLS06Zj2rypqK9uAvR6dqQkzQRFUXoY0ZAGSn2969gbRWRkWAEATU3ewTqdlKAo6ptpS10T9n2+B4e++hbNNY1x24h6HYpKx2DyadNRfPy4fnc+OpaRUuapJCPDCkFQ23ClUluv4dz+jK/z/gsHQ6jdX43q3YdRXV6J+gM13QZBQRSRluvEieeejDkXnAJ3swv2dAe++eQbHNx2EOFwGFIgjHAoDCkUhhSSIIXDCIclyLHfpbZ1oTDCIQmKLGt+HjPPnhUb/q3guEK89cjr+PrdL6E36pGWkw5nfiYyRmUiozAHmUXZSM/PVNvZDyEdX+c5OY5kns6IwlCZIAyVPVNkBQGvH/UHalC+aSeOfHMgbixMADDbLRg/ezImnzYd2cW5A3r8kVjmyRYNlT3VeCfj0tyxjjmULxcO99f5QH4h8LV6ULW3AtW7j6D220o0VjZAlroOdQaTAc78TDhHZSKrMBuZo7ORPyYfhePz4WnxQJZkhCQFmTlpOFrbAleLVx1BQ1GgKAqgIDK6hgxZliG3u69ICgAFigI1aEbGEw4F1dtwMKSGz8j9cEhCOBgNq2pwlUMSwuHIbUjCpbddjlETClCx+wie+c8neiwHUSfCkZMOZ15GJGxmI6soBxkF2b3uzJloDJXJw1CZIAyVvSeFJfjdXhz55gC+/Xw3avZUQApLcdtkFGRj0txpmDh3GixpNs3HHOllngzRMvf5Ql2GtGSGt+6OPZQDJTD8X+f9/UKgKAqaaxpRvecIqvdUoHZfVaxTYVcsaVak52civSALWUW5cOZlwGgxwmQ1Q280wJllR3qmOquYxaJO/tDU5O3X6yc67nA0gEaHdlPDaLtligxFRrugqg75Fguskd/TMuwYVZIDr9sPq92MXRt3Yde/d8F1tAWeRhc8TW4EfcfusCMIAuxZaWrYLMhERkE2MkfnIHN0NgymY4/oMZhXBBgqk4ehMkEYKvsnHArD3dCKfZt3Yf+WcjQeqY9bL4gCCqeWYPL86Rgzczx0Bn2/3qxY5okXLfO6mhbIgQAKx+bjy/e/xMFtBzB2xjiccOYJ2PbRNlTsrYCo00HUi+qtToSo10EXuRV17ZbH/XRcdqxtdHGjD3QMAEM9UAIj43Xemy8EHpcP9QdrULWnAjV7K1C3vwoBb9dBShAEOLKdcI7KQGZBNrJL8mDLsKvT1VpM0BsNMJgNsY4xHY/fscxT5cuSzxeEyahDmtOKxvpWtBx1QQpJCAWC8La40VLXjNb6FrjrW+BubIW7yY1Ah6tH3bFl2JGW21azmTk6B1lFOTBZ29rHD+YVAYbK5GGoTBCGSu1CgSCOHq7D3n/vxKGvv4W3xRO33mg1YdyJk3DK9+ehYGxen96sWOaJEf0b1h+sRXNlPWr3VaOx6igURem2rVciCYIAQRRiQXP6WSfg7B+fg4YjDcgpykF9dROEITzt6Eh5nXf8P66DgoxsB7Z+uBWfvboRR4/UQe5w9SNKZ9DDmZ+B9FFZyCrKQfboHJjsFpisZhjM0R7Yxm7bd3f8UttVmSejTW5fat9lSVYvnQfDkMJqu85wIARvqwetkbDpqm+OhU1fqwfoRZIwOyxw5mUgPT8LGQVZOG72RBRPLITL5Ucg0DZFsNbgzVCZPAyVCcJQOXAURUHAG0DljoMo37QTlTsPdZqz/JTvz8PC5d9FQ10LoGtr99PdmxXLfOCF/EE0HK5D/cEa1B+oQcOhWrTUNqGnt5wf/ekaFE4cjcq9FVh1y5Ntl/mS6Kr7fhLrvfvMfz6BtNx0FE8fhzEnTED+caNTtl1ZV0bS61xUZGRmp6H2QA1yx+R1+yXFbLfAmZ+BzMIcZBblIGNUJkxWC4wWYyxE6o2GfveMToUyH6haQUVW4jsXRe773F601LXAVdek1m4ebYW70QVvi+eYnYtmnj0L595wPj558SM0VDdhwbIzkZXj1FSTy1CZPAyVCcJQOThkWYa32YP9m/fg2893of5gTewbc7Tm699//xSOUdkYN2Nct2+cLHNtgr4AGg7XoeFgDeoP1qL+YA1a6pp6rL0wmI3IGJUBR046MgqyMOmUqRgzpQgBfxAmsxH11U1wNXti04HK4UgnhrAEWZIjP5I6l70kQYr9rm4rSRKU6LLItKPR9Up0/8iUo+q6aOcI9fFkWcH4meNx8gVzULOvGvnjRnUKJnqTAYVTilEyczxKZoyH1WlPQGn330h4nbfUNmHrO5uxd8N2LPvD1XFfCCAA9sw0ZIzKQubobGSV5MKR7VRrISM1kHqTYUC/KKRCmQ/2iAaKokAOq52A2ncQCnoDaKlritVuqmGzFZ4md1xNcfurFIUTR8Pt0dY0gKEyeRgqE4ShcvBJYQnNVQ3Y+++d2L9lL9xHWzu9WbU0exCSOr/kh3uZD+SHSsAbwNHDtbHwWH+wBq11zT3uYzAb4cxLVzs3jMpGztg8FB9XAIPZCI8vBHuaFWlOS0LbL8Z63SJy2/6tUFFgthrhdFrR0uSFq9UDyedHyaQifPjcB/j3yx93GZizinJQPH0cSmZOQO7YUSk3Q9Rwfp3X7qvC129/joNflQNKW1CpPViDvLH52Pnv3fD7Q7CmW2G0mNpCpNEwqH+n4VzmvaEOjRQJm5FL6SFfEC31zWitbUJrQwtcDS0455pzkT9+FDwtHniD2oZOYqhMHobKBGGoTKxQMITq3UewZ8N2LLh8AQonjUbF7iN4+Z4XsOBHi1FUOjZu++Fe5v29/BXw+tFwqC1ANhysRWt9c4/HMliMcOaqbdIyC7OQM3YU0nKc6owgRgN0Rj1EURzSvb9rKxqw/aNvULH9AGr3V3c5XqHJZsbo0rEYM3M8io4fG9dJIVmG2+tckRUc3rYfX7/9GWrKK2PLo5dUd23aDej1yC3KRnZ+BlpbvAiGtI/12BfDrcwHSvtL6RaLEVl5Tvi9AZit2v/PM1QmD0NlgjBUJkc0BNQdrEVOcW7s8uXEU6fh1CvOhMmqTls2Esr8WEGpqcGFQzsOtYXIQzVw1Xc/rAqgdo5y5kUCZEEWcscVwJGTFpterv1UcR0Nh3Eqvd4AAh4/qvccweFt+1G9p6LL0C2IAnLHjkLxjPEYM3M8MgqzkzJ7yXB5nUthCd9u2oWv3/4MzdVtEyYIgoDTrjwT8y6dj5ojDQiFZZhtFghi517ZiTJcynywDMYoCwyVycNpGmnYav/mBIsFOzftxrnXnw8A+PrdL3Fk+0GcdtXZGDNzQpLPNDHaz/8rhSTs37oPJqMeU06ZjA+eeQ+b/v5pj/ubbOZIgFRn28gbNwqO7GgNpBog+6O3U30mSl+mHxVFERaHFeNOnIRxJ05CKBBCc/VRHNq2H5U7DqL+YA2kkARFVlC7rwq1+6qw+e+fwJZhR9Hx4zBm5gQUTCmGwTR0e5QnUsAbwK5/bcU3734RN/qDzqDH6NIxmHvpaRhbWoLmRjf0FnPcB1xP819TcnQVIPl3GtpYU5kgrKlMrO6+7UqBAHILMvHWX9s6XIyfPRnn/ex8WByWYV/m3hYPWirrUTp/Gqr2dj90j8luRnpeJtJHZSJzdA7yIjWQeqM6Ht9AdGQY7q9zWZLha/WictchHNq2HzV7K+BtdnfaTqfXIX/i6Fhnn7Sc9E7bDFSb2KFa5p4mF755bwt2frQ1rqmB0WrCmFnH4biTp8CZl4GcwixAEFJqis2hWuaDjeNUDk8MlQnCUJk4x3ozMpl0cNgtePuxdfjyrc0A1BkyFl1zLvKmju20/XDQXN2Ibe9uxt4NOyCFpbhhcl78rzXqfL8FkQA5vgCOLKda+xhp/zgYRtrrPBRQh1g6vHU/KnceQsOROihdTPvnzMuIdfbJP64QOr1uwD6Ah1qZN1Y2YOs7n+PbTbvipki0Ztgx/qTJGHfSJDiy0mBxWLsdNzLZhlqZJwpn1BmeGCoThKEycXr7ZhXy+fH3P/4favZWxJaPmTUBpy0/e0CmfkwFNeUV2PrOZhz8+tv4oZZuOB+tDa1w5jjR1OBCIBjusf3jYBjJr3NZkuFpduHINwdweNsB1Hxb2eVsJQazEYVTi1EyYwKmzpuKzC7G7+tLjc5QKHNFUVC9twJb3/4ch7ftj1uXPioTx50yDSUzxsOWYYfJZk5K29S+GAplPtwwVCYPQ2WCMFSmJkVRsOPDr7H5lY8R9Knfhk02M+ZecSYmzJmS8h9YXZFlGYe++hZb39mM2n1Vcevmly3EaZcvQGODC5ICWCzGpPWw5utcpSgKQoEgar+txuGt36Jy9xE0VTV0OWTRvB+cjgVLz0DVwVoYbFZYrH37+6VymcuyjINfluPrtz9H/YGauHW540Zh4txpGD1tDCwOG4yWY88tnSpSucyHK4bK5GGoTBCGytQmhkN4++HXcbBdzUjR9LFYcNVi2NJTe0DrqHAwhL0bdmDbu1+gpbYptlzQiSiaNgbzl56BMdOKU2boHr7OuyaFJbiOtuDw1/txZPsB1O6rimtHGB1/sWZfFfInFGDrh1vh8waRU5IPZ15Gj2MupmKZR1+3W/+5OW68U1EnonBqCSbNLUXehAJYHNZ+dwZLplQs8+GOoTJ5GCoThKEytWVkWKEoCj5b9zn+/eKHCHoDANTLj6f+4AxMmn98ytZa+lxe7Pzwa2z/4Ev4XW2XUPUmA8Z+5zhMXTATRVOL4HRaU2roHr7Oj01RFAS9AVTtOYxDX+9H9d4jaK1r7jR1ZJTeZEBWUQ5yxuSrPyV5cI7KjLWLTaUy97t92LH+qy5ft2NOmIBJc49H5uhsmB2WQWvXmwipVOYjBUNl8jBUJghDZWprX+aeZjc+XvUuDm/dF1tfOKUYC64+B46stGSdYietdc3Y9u4X2P3JN5BCbXOfmx1WTJgzBVMXTEdabgZ0et2gT9PWH3yd950UlqAEg8gvykFDZQOyCrPw9iNv4Kt/bul2H71Rj8zRatAsmVaM/HGjoLPbktaxxdXQgm3//AK7P9mGcLD969aC8bOnYOLcaXDmpMNoNaXsF7m+4Os88Rgqk4ehMkEYKlNbV2Vevmkn/v38evgjHSj0JgNOvmQBpi2cmdQPu7oD1dj69mYc2LI3bmrBtNx0TDx1GibNK4Ut3ZFyUwR2xNd533WsUTYaRKQ5rTi0uxK7NmzH0SP1aKo6Cld9c1xv6Y50Bh0yC3OQMyYPOWPykV2Sh4zC7AGd87qj+kO12Pr259j/xR4octvr1pHtxMRTp2LCyVNhy7TDYBo67SV7g6/zxGOoTB6GygRhqExt3ZW5z+XFJ8++hwNb9saW5U8cjTOuPgdpuekJO7/odHRb3/kc1e16qwNAzth8TJpbivGzJw+J3rBRfJ33zbFmRIoul8ISgr4AGg7XoW5/NY4erkNz9VG01DVBDncfNEWdiIzCbOSMVS+b55TkI3N0drftGHtT+20y6eE+2oJ/PvomKnceiluXVZyLSXNLMWbWcbA6bYMaaJOJr/PEY6hMHobKBGGoTG3HKvMDW/bik2ffg8+lrtcZ9Jj9/fk4/qzvDGqNoBQKo3zTLmx95/P46ehEAYVTSzD5tOkoLh0Lg3no1e7wdd57WseplCUZQV8AgeZW1OytxOE9FWiqOorW2iZIYanb4wqiiIyCrFjQzC7JQ1ZRDvRGQ4/HlMIS3LWNGDd9TNxEA4IgYNTkIkyaW4qi0jEw260pX6PeVx3Ddlev80Q3NUnF5i+DiaEyeRgqE4ShMrX1pswDHj8+XfM+vv1sV2xZzthRWPiTc5Genzmg5xPw+LHzo63Y/v6WuOno9EY9xpxwHKaeMRO5Y/OHZG/YKL7Oe28wZtSRZRkhfxCNFfWo21+N+kO1aK46iuaaprg2uh0JooD0UVnIGZOH6WfMxKTZE9HS5EFIUhDyB9U2vn4/zvzh2bHZmnR6HYpnjMeUBdORO24UjJbBaS+ZCuGpY9ju+DpP9fnsh8O0iAyVycNQmSBaQ2UqvFl2lIrn1F99CTiHtu7Hx6v+GZtyT9TrcOIFp2LGObM191J1NbTgm/e2YPfH2xAKtLvEabdg/MmTMfX0GUjPz0rZ2UP6IiPDCkFQXxup9BoaTq/rjo71OldkdczMxooG1O2vRsOhWjRVH0VzTSPCga7LIzrE0UfPfYAtb27GlHlTce715+OtR17Hzk93YNxJkzDltOnIKMge9DnOUyU8tT+OxaI+56Ymb1LDW2+bTyQKZ9QZnoZENUdVVRXuu+8+bNy4EaFQCCeddBJuu+02lJSU9Lif3+/Hww8/jDfffBONjY2YOHEi/uM//gPz5s2L206SJKxcuRIvv/wyampqUFJSgmuuuQZLliwZzKfVJ7KswG43AcAx3yxH8jklQsmMcbj8v6/Gv19Yjz2fbocclvD5K59g/+Y9OOMn38Po4wr6/GbZcKgWW/+5Gfs+391FJ4ZpmHza8UOi801/pNpraKS+rgG1FtJoMSH/uELkH1cIQB3WKBwIobEqEjQPqkFz2txpaK5ril3aPvf68zFx9mQUHFeID555F9AbcNX9P4UlzQq/v/uaz4EU/Xt19ffrS3iSJAnBYAihYAjBYBDBQAihUAjBQFD9PW5dx9/VbaeUTsDi807Hm6++j6+/+AbTZ5ViycXfxVuvrceObXug0+uh0+mg1+ug1+uh0+vif9fpoIvc1+vV+7rI/Y7rdTox9hj6jo+r00HUiV2WTTJD7kj+fzacpXxNZXNzMy655BK43W4sX74cJpMJK1euhCAIeO2115CVldXtvjfccAM+/PBDXHHFFRg3bhzWrl2L3bt345lnnsHs2bNj291zzz1YtWoVLrroIsycORPvvPMONm7ciP/5n//BBRdcMCDPYyAuf6faN81UPaf+fAPu76XYil2H8K+V78B9tBWA2gbtx3+5DrklucesLQkEwti5cRe2vv05KncdjtsmuyQXE+eW4rhTpsJss/TpnLqSirVv0TL3+UIp9xpKtdf1YFz+1kJRFBgNOjjTrdi7uRzbPvwap12+AHlj8tBc34LmZg8y8zLgcJgHtaxCoRBcrW64XW71ttWN1lY3CkfnYf4ZJ2HdP97Hpx9+hlmzj8dlV56P1U++jPX//BSBSBhUg6IaBkOxYBiCJHXfzrQvLv7B93DnPb/Cjq27MW3GZPz+9j/h7y++OSCP3Vf6SCi96LJzcetdN2LPzm8xaepx+OufnsK/3t8Ig8kAk8kEk9kIo8kIk8kEo9Go/m40wmQywtDhd6Mpuq26zNhhXXS5wWjosrnDYP0/Y01l8qR8qPzzn/+MRx99FGvXrkVpaSkAYO/evbjwwgvxwx/+ELfeemuX+23cuBFXXXUVbrvtNlx11VUAAK/Xi/PPPx9OpxOvvPIKAODgwYM455xzUFZWhjvuuAOA+i21rKwMFRUV+PDDD2EwaL9kM1BtKqP/2VpavCjffQDZuRkYM7YARw7VoKnJBUEQIIoiBEGAILbd1+lECIIIURTabkUBoiDGtotu21cd3wCS3T6nP5fAtHzYhgJBbPq/f2HnR1sBRYnNrS0IQrdvlgDw0XPrseGlf8XWCYKAginFmDz/eJTMHD+gQ6sk+7KgoigIBoJwudQPfpfLDUUOwdXiRk3NUYwdNxrfPfc0/P2FN/HF59tw8txZuOCSRXjztQ+wfesetbZGp4PeoG9Xc6OHwaCP1d60v6/X62Pb6vQ6GPTR+5H17R5HbzBAr9d1arqQSq/rgfr7DXQ71vZfkEwmPUIhCQaDLvZ7r2oFwxLc7vhQGH2NqL+7Ov2uBkkP/D5/t4+b7ECni7xen/6/B1E6YzK2f70LV136c0iyBFmSkcyP3jX/eATTZ03Dti934MqLrh/04wmCAIPRAKNRDa4GoyEWThedtxA/vuEKrFn5Csp3H8ANv1qBvPxMTf/PGCqTJ+Uvf69btw4zZ86MBUoAmDhxIubMmYN169Z1GyrfeOMNGAwGXHbZZbFlVqsVl1xyCR544AEcPHgQY8aMwZtvvglZlnHllVfGttPpdCgrK8PNN9+Mzz//HHPnzh28J9hHfn8IsiTD4bDAZBRQXJKP//r1fQP6ZhkXSiOhUyeKcSFVEEWI7YLr9y78Ln7x62tRefgIjps8Hk88vAabPt0Cs8UMi8Ws3lotbfdjy6K/W2C2mGCxWmLrTWZTv9ooDtQlsF6Xl16HE78/D7lTR+PjZ/+JT974FNV19Vi04lyMLi7Avj37ceRIDYpLRmH6zMmoPFKDd558E+Wb9kAXebMdM2MCjj/zOyicOBp648C3OxuIMlEUBX6fH652H/Cx21Y33G5P/LJ2tUculxvhHjp/AG0hYOKUcZg2YzJ+d9v/JjQEiKIQCZ1twfT8SxbhF7/+KSqPVOC4SePw1F+fw8ZPt8BkNsFkMkZuTept3DL11mw2w2gywmw2wWhWbztu35vXeKJf08ciyzLCYQk+nx+SFIbTacPRhhZUVtQjLc2CMeMK8fWWHfjqi51wu9xobXG11Sa63HC1tL0+vJ7B6aj19xffxPeXLsH0WdOw85u92PjJFhSVjIbBqIdeb4DBoIfBqIfBYIDeoN4aDAYYjOq66BeTaE1bx9q36N/P0GGZ0aiH3mCEwaCHI82C7GwnwmEJ02ZMxtv/Xgu3ywtFUSsvwqEwwlIY4ZCk/h4Oq8vCEiQpej8MKSwjFA4hHAojFApDliSEIuvU9R33lSBFbmVZjjy2umz2qTNROnMK9n97CKUzp+Dnt16D99/6GKGQetk+FAwhFAojFAwhHFZvQ5Fj9Ff0S2UwEITb5YlbV757H6oqqmJfAHLzMoZNh6GRKKVDZUtLC44cOYLTTz+907pp06Zhw4YNqKurQ25ubqf127dvx7hx42C1WjvtF10/ZswYbN++HXa7HWPGjOl2u1QKlQDgcnlx5NDh2DfNgf7gleXIWHZ9eA9Z9fiL+O45p8XO6eH/fXJAzsVkNsESC58W9dbcPoy2BVaz2RQXXI+bPBbHz5iI2uo6VFbUIjsnA1NLx+PLzTuwZ9d+BAMBBAMhBAIBiKKCgD+AlhaPejksEEAgEEQgEGy3XbDL5eFwF2Fpz2Y89OyaWFASRQXTZkzEf93WzReAbZ8Cq5+BKIowGPQwRi81mQwwGI0wGgwwmAzqJSaTEUaj+gEYvW9sd5nJaOywXfR3owFjxxdh6vETUFtdh9rao0h32jG1dAI2fvIlvvpie/ylxMity6XWCrlb3QN2WbArb776Pi4tOx/TZ03D9q278dZrH8BgMMQ+GAebLCuQI5dAo1Y9/hK+e86C2Ov6wfue6OER+icaWNrCqFkNodEwGrs14ZT538F5F52FTZ98jh3flGNq6QScdc58vP36emz5/JtYmGgLFmFIkhwLLKIIhEMSAoFg3Hax7WP7SJDCshpYOq2XOtWyRV/nVUcqUTxm3IB+0TUYDLDaLOqP1Qqb3Qqrre3WarPCnmZHWpodzvQ0ODPSkZ7hxOjiPOTmZiAYCGFK6XF46a2V8PtD6pfiyM9gioZ9OdJG2u0OIDs7DWazKWmBqf0XEIczEx5PECuuuwKXXXkxfL4gFFmBAkU9Z0WBrMhQFECRZYTDMoIBP/z+IAKBAIKBIPz+AAL+APx+P4L+yO8BdVnAH0Aw0pwgHIrehtX2p5H2qdHlX37+Dcp378f0WdPQ0uxCkHlyyErpUFlbWwsAyMvL67QuGiSrq6u7DJW1tbWYPn16t/tVVVXFtuvp8aPbaRWtju8NnS5+nt6OBMGGwtFZOFrfiNKZU/DXZ/6I3Tu+hSzLkGX1sop6X4Ec+UCWZQWKokCRFciKAkWR1fuyej+2XmlbpihK7DKNHNlXUeK3l2X1cebMPzHu2+/Pbl6Bt1/7AIFAQH0Tavcm0xfR/ZqbWvq0X1T0w87rdmHy1LEDXqt7LH9/8U1cfPn3ev0FQJblWGgdLHFlMm1c90G3HyxWs/qBH/nQj/7Y7TbY7DZYbRakpdmRlpGGzKx0ZGQ4keZ0IM3pgD3NBqvVAiksYdr0Sfjoy9cQDAShQH3thUNhBENttTXhUFstSigUQjgYQjAYjtS4RG6DYYTDodj20Q82tYZHitUCtdXkhBFuV8tz0iknoHTmFOwrP4jSGVNw/S+vxjtvfIBgIIhAINIGLxCMnVd/RNvydazB6cqb/3gHX37+Ne6851fIy89KSo1uV471OtfrdbG/v/qasMHhsMFqb3utpKXZkZaehvSMNGRkpiMzKwMZWemwWEyRzia6SDOeY4dBtRmQAFlWIOpEyLICp9MKh0NJyGXnuOOLAgABFosh1jnFajUm/PJ3+3OyWAyxXumyrMDhMMNmMyXtknzbuclIc9pjny/9dazPUBo8KR0qPR71TdZi6dxRwWw2A1DbSXa3b0/7+Xy+2HY2m+2Y26WK9m8MzgwnFAWYd/rJOPW02SnwhqCgeMxoKArwk58tw4rrr4ydk6IokCQZoWAQHo8X7lYPXK1u9b7bA6/bB4/HA6/HD6/HB5/Xh0AgCL8vEAmmbd9+45ep346D3YSwvoQ6nV4XqeWL1A5G7xsMMEZqCQ1GQ4eaQkNcDaFa09RWw5RptuP4E6bC6/Hh+BOm4v4//xbVDUehQImddyAQ6SQQagtFscAU+SYfC1HR3yPrwu3CUzRMHUtPZSKIAqzWyAe/zQprLBC2qyGyWZGW7oAz3YGMDCfSM9ORmZWONKcDBqMBOlHsVQCIvvFLkhz3GlKAyAefWnOXCq/rkrFFUABc+/Pl+PENV0KSpFgNjhz5chUOhRHwB+Hz+uDxeuHz+uH1eOH3BeD1+uDz+uH3+eHz+SOv4baew7FexZHfAwH1i1gocr/9Nq/+39txf79/vPQW9Ho9RJ2o9giO3Io6ETpRVHsNi+rver16K4pt20WXqfvqOjyGDnp9u+31uth9Z7oDgIBgMIiZs0pROnMKaqrrUDpzKlb/4xG0trhRUJiLzOwMtf1ru3NM1N+t/fuPLCOyHIP6mup8/Lb/A4k8j57PqU2yzqm7cxOE5J0LaZfSoTJ6yaunD6b+jgsY3U99EXd+/OgyreMORvWlYXz/e3/3PN7fYOjPOen0FjgzLXBmZg/IOciyjFAoBI/bC4/bA6/HC7fbC5/Hi1EFuSidOQV1tUdROnMqnln7V9RUNcDc4TL6qFEZMBqNaG0NxNqJatW+U44iqW+OZ154xqC0F4rWGIclCcFAJHj7/fBFa4gDwUgA96O4ZBRKZ05BbU2DGgBefQyuFi/SM51wOO0wGo2xjlt9IcmA5JcByACOHW573/s79V7XPl+oi3MSoTOYYXeaYXdmDOj5xK4KKArMZiPS063w+4M4/oSp+OjLdfD6goi+jQmCAAECIKDTpd7BGHC+fVnp9BZ4PAFMP2FqrOzCEhCWFAS6GedyIPW+Q9PgvaY4o07vDdZnGjvqJE9Kh8poDWJXtYV+vz9um46sVmtsm572s9lsXW4XPWZ3j59oPb1Z9tSIfySckyiKaucHkwmZWW0f5u3PTxCN8HgCOOHEaV2er92hvgnp9AMznl77QOl2B+APSJCFAOx206CUiSiKgKjWtppMRjjSun4TbV8mos6kBoCZk5LWMF4QhJR4DbWXKq/r9tQRHHSdzi0UkpGeYYPeoE+ZkRaSVUaAWsPV02s5ulwcxPFeexPKEv23SsVzSsX/Z6RdSofKwkJ18N36+vpO6+rq6gB03d4SAAoKCnq1X0FBATZv3tznx0+0VHizHArnFJXMD7tOgbKL4yfjzTLVAkBUqr2GUvV1nWp/v1QMBakYnqhrqfr/jLRJ6bneHA4HiouLsWPHjk7rduzYgfz8fOTk5HS577Rp0/Dtt992qoWMPtbxxx8f2y7ay7yn7ZLtWFPZAep/wkReukjFcwKO/WHndqs1hmbz4EwZZzSqbcZ6On777RIh2WXSHUXp+ZIcwNc1kJp/v96EArc7wFBAXUrF/2ekXUqHSgBYvHgxtmzZgp07d8aW7d27F5s2bcJ5553X437BYBAvvfRSbJnX68XatWsxffp0FBcXAwAWLVoEQRCwevXq2HaSJOG5555DXl4eTjzxxEF4VjSYkv1hFw7LvTp+ODz4w+REJbtMSJtU/PsxFBBRRyl9+RsAVqxYgVdffRUrVqzA1VdfDVEU8fTTTyMvLw8rVqwAADQ0NGDDhg0oLi7GCSecAACYP38+5s+fj//5n/9BdXU1xowZg//7v/9DTU0N7r333tjjjx8/HpdffjlWrVoFj8eDGTNm4K233sJXX32F+++/f0Bm06HESvYlsGQfvyupeE7Ue/z7EdFQkPLTNALAkSNH8Ic//AEbN26E0WjE7Nmzccstt6CoqAgA8Nlnn2H58uW46KKL4gKjx+PBAw88gLfeegs+nw+TJk3CTTfdhJNPPjnu8cPhMP72t7/hlVdeQVNTE8aOHYvrrrsOixYtGrDnMFDTNNLgYJknHss88VjmiccyTzz2/k6eIREqhwOGytTGMk88lnniscwTj2WeeAyVyZPybSqJiIiIKPUxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoJiqIoyT4JIiIiIhraWFNJRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQSURERESaMVQSERERkWYMlURERESkGUMlEREREWnGUElEREREmjFUEhEREZFmDJVEREREpBlDJRERERFpxlBJRERERJoxVBIRERGRZgyVRERERKQZQyURERERacZQmSTffPMNpk6dioceeuiY20qShCeeeAJnn302pk+fjiVLlvz/9u41psm7DQP4pRY30eEZMplEwYxMGAcnZJ0WmWNiFBGNHCpD0CgZhhgQ4pBgZGbInIs4soMViBzGGAhOwBHDdJqJYeoOzoBTDsPMOGRszUBLWav0/UDoS0dRykNbKNcv8ctd/ubq7UOfu89JVFZWmiClZTGk5w8fPsTBgwfh6+sLV1dXSCQSHDhwAA8ePDBBUsthSM/7e/ToETZu3IiVK1caKZnlMrTn3377LUJCQuDu7o4VK1Zg//796OjoMHJKy2JIz5VKJdLT0+Hj4wNXV1f4+/sjPz/fBCktQ1hYGJydnQf8Wb9+/RPXdXd348MPP8Trr78Od3d3BAcHo6amxkSpxw+RuQOMRyqVCsnJyXj8+PGQfv7QoUPIy8vDhg0b4OHhgbNnzyIxMRE9PT1P/UWiXob0XKPRYOfOnbh27RqCg4OxePFi3Lp1C19++SV++eUXFBUVYfLkySZIPbYZup33l52djfr6etjb2xshmeUytOenT59GUlISPD09kZSUhJaWFhQWFqKxsREFBQWYNGmSkROPfYb2PDY2FjU1NQgKCoKHhwcuXLiAtLQ0yOVyxMXFGTesBWhsbIREIsG6det06jNmzHjiuoSEBFy4cAGbN2+Go6MjSktLER0djdzcXHh7exsx8fjCodIMPv30U7S0tAzpZ+/cuYOCggJEREQgJSUFABAcHIzw8HAcPnwYa9asgZWVlTHjWgRDen727FlcuXIFKSkpiIiI0NadnZ2RmpqKiooKbNq0yVhRLYYhPe+vqakJn3zyCbfrYTCk552dnUhLS4Onpyfy8vK0X5TmzZuH9PR0XL58GT4+PsaMaxEM6fmNGzdQU1OD0NBQHDhwAAAglUqxZcsWZGdnY9u2bbCxsTFm3DHtjz/+wMOHD+Hr62vQAZXa2lqcO3cOe/fuRVRUFAAgKCgIgYGBOHToEMrKyoyUePzh6W8T+/XXX5GVlYWYmJgh/fzXX3+Nnp4evPXWW9rapEmTEB4ejvb2dly9etVYUS2GoT3//vvvAQAbN27UqQcEBAAAfvrpp5ENaIEM7Xmfx48fIzk5GWKxGIsXLzZSOstkaM+rq6vR2dmJ+Ph4nSPvgYGBePvtt/Hcc88ZK6rFMLTnv//+OwBg2bJlOnUfHx+o1Wr89ttvI57RkjQ2NgIAnJycDFpXWVkJKysrhISEaGvW1tbYtGkT6urqcOfOnZGMOa5xqDQhtVqNvXv3wtfXF6tXrx7Smrq6OkybNg0LFizQqbu4uGhfp8ENp+fx8fE4ffo0pk6dqlOXy+UAAJGIB/ifZDg973PixAk0NTXh3XffNVI6yzScnv/444+wtrbGkiVLAPSexlWpVJg1axbi4+Ph6elpzMhj3nB63vc5/t8jm33D5ty5c0c0o6VpaGgA8P+hUqFQDGldXV0dHB0dYW1trVPnfnTkcag0IZlMhnv37mH//v1DXtPW1gY7O7sBdVtbWwC9pwNocMPp+YwZM/DSSy8NqPddTO/l5TVi+SzRcHoO9O5oMzMzkZiYiOeff95I6SzTcHre0tICW1tb3Lp1C5s3b4abmxs8PDwQExODtrY2I6a1DMPpuaurK0JCQpCdnY2qqircu3cPxcXFOHXqFAICAngN8VM0NjbCysoKn332GZYuXYolS5ZAIpE89UYn7kdNh4dcTOT27ds4duwYUlNTYWtrO+S7iBUKxYAjZgDw7LPPAui9k5D0G27P9bl48SK++OILLFy40OCjb+PJcHve09OD5ORkuLm5QSqVGjmlZRluzzs7O6FQKBAZGYm1a9ciKioKDQ0NkMlk2LJlC06dOqX3s4eEfbZERkbi+vXriI+P19a8vb1x8OBBY0S1KI2NjVCr1bh//z7S0tKgVCpx8uRJpKWl4Z9//sGuXbv0rlMoFJgyZcqAOvejI49DpQn0XSfm5eVl8A0eGo0GEyZMGFDvq02cyIPN+gjp+X/V1tYiLi4OU6ZMQUZGBm8gGYSQnufn5+PmzZsoLy/Xu72TfkJ6rlKp0N7ejujoaCQkJAAAVq1aBXt7eyQlJaGkpARbt241RuwxTUjP+44KT5w4EQkJCXB0dMT169eRm5uL7du3IysrSzvo0EAhISFQqVSIjIzU1gIDAyGVSnH8+HFIpdJhXULA/ejIYSdNICcnB7dv30Z8fDzkcjnkcrn2m61SqYRcLodKpdK7durUqeju7h5Q7/tmxSMJ+gnpeX/V1dWIjo4G0HuXp77T4tRruD2/e/cujh49isjISNjY2GjXPnr0CD09PTp/D+kSsp33Hbnpf/MCAKxbtw4ikQhXrlwxbvgxSkjPZTIZurq6IJPJEB0dDT8/PyQmJiI9PR1Xr15FYWGhKd/KmCOVSnUGSqB3IAwNDYVarcYPP/ygd521tbXe/WhfjfvRkcOh0gQuXboEtVqN4OBgiMViiMVihIaGAuj9gBKLxThz5ozetfPmzUN7e/uA+p9//gkAeq8TIWE973Py5EnExcVh8uTJyMnJwauvvmqK6GPWcHt+7do1KJVKyGQy7TqxWIz6+nq0trZCLBZj586dpn47Y4KQ7bzvs2PWrFk6dZFIhOnTpw/5JojxRkjPGxoa4ODggFdeeUWnvnbtWlhbW6O2ttbo+S3R7NmzAQBdXV16X+d+1HR4+tsE3nnnHXR2durUWltbkZycjPXr1yMoKAiLFi3Su9bFxQXnzp3D3bt3MX/+fG29vr4eAPDyyy8bL/gYJqTnAFBeXo59+/Zh5syZyMnJ4eNthmC4PV++fDlOnDgxoP7ee++ho6MDhw8f5rP7BiFkO3d1dcWlS5fQ3NwMNzc3bV2hUEAul2P58uVGzT5WCen5M888g3///VfvaxqNBj09PSOe11K0tbVh27ZteOONN7B7926d1/oexdR/H9mfi4sLKioq0N3drXN5AfejI49DpQm4uroOqDU3NwPo/SV47bXXBl3r7++PzMxMFBQUIDk5GUDvNT2FhYWws7PD0qVLjRN6jBPS88bGRqSkpGD69On4/PPPDX4m2ng13J7b2tpq78Lsb9q0aeju7n7iv9V4J2Q7DwgIgEwmg0wmw8cff6y9ljU3NxcajQarVq0yTugxTkjPly1bhuPHj+O7777TebB8eXk5lEolz4Y8gZ2dHR48eICysjJs3boVM2fOBAB0dHQgNzcX9vb22sdj/dfq1atRWlqK4uJi7enzrq4ulJaWws3NDQ4ODiZ7H5aOQ+Uo0tXVhW+++QZz5szRPhzXyckJoaGhyMvLg0KhgLu7O6qqqvDzzz/jyJEjvGlEIH09P3r0KFQqFfz9/VFXVzfgGWb29vYc5gXQ13MyLn09X7RoEXbs2AGZTIbt27fjzTffxM2bN1FSUoIVK1bAz8/PzKnHNn0937FjB6qrqxEbGwupVAonJyfU1dWhtLQUL774IsLDw82cenRLTU1FTEwMwsLCEBYWBrVajeLiYvz999/IysqCSCTCX3/9hcuXL8PBwUH7rFWJRAKJRIIPPvgAra2tWLBgAUpKSnD//n28//77Zn5XloVD5Sgil8uxZ88eeHt76+xs9+3bhzlz5qCsrAxnzpzBwoULkZmZCX9/fzOmtQz6et53g0JlZSUqKysHrFmzZg2HSgEG287JeAbr+e7duzF//nzk5+cjLS0Ns2fPRnR0NGJjY82Y1jLo67mNjQ2KioqQmZmJqqoqyOVyzJ07F+Hh4di1axdvGHmKlStXQiaT4dixY8jIyIBIJIKnpyeOHDkCd3d3AL1Hjffs2YMNGzboPMD/o48+QkZGBioqKqBUKuHs7IycnBx+lo+wCRqNRmPuEEREREQ0tvHubyIiIiISjEMlEREREQnGoZKIiIiIBONQSURERESCcagkIiIiIsE4VBIRERGRYBwqiYiIiEgwDpVEREREJBiHSiIiIiISjEMlEREREQnGoZKI6Alu3LiBmpoac8cgIhr1OFQSEQ3i4sWLCA0NRVNTk7mjEBGNehwqiYgGIZfL0dPTY+4YRERjAodKIiIiIhJsgkaj0Zg7BBHRaJOUlISvvvpKp3b+/Hm88MILZkpERDS6icwdgIhoNPLz80NnZyfOnz+P5cuXw8PDAzY2NuaORUQ0anGoJCLSo/9QKZFIEBUVZe5IRESjGq+pJCIiIiLBOFQSERERkWAcKomIiIhIMA6VRERERCQYh0oiokFMmDDB3BGIiMYMDpVERIMQiXofkKFWq82chIho9OMjhYiIBmFnZwcAKCoqQkdHByIiIrQ1IiLSxSOVRESD8PLyQnh4ODo6OlBYWIjm5mZzRyIiGrX43zQSERERkWA8UklEREREgnGoJCIiIiLBOFQSERERkWAcKomIiIhIMA6VRERERCQYh0oiIiIiEoxDJREREREJxqGSiIiIiATjUElEREREgnGoJCIiIiLBOFQSERERkWAcKomIiIhIMA6VRERERCQYh0oiIiIiEux/TJLYAYnR06kAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# If Fit not mapped to style/size etc. it gives error bar\n", "# More details at https://seaborn.pydata.org/tutorial/relational.html#aggregation-and-representing-uncertainty\n", "sns.relplot(data = AFpdLong, x='t', y='value', hue='l', style='m', kind='line', marker = 'x') \n", "\n", "# No error bar with this dataset? Odd - worked in testing. Maybe only a couple of outliers/bad fits?" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Without aggregation and groupby Fit - this will likely make sense where there is a lot to show!\n", "sns.relplot(data = AFpdLong, x='t', y='value', hue='l', style=\"m\", estimator=None, units=\"Fit\", kind='line') " ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "# Add pGroups to the AFBLM listing to allow for sub-selection...\n", "\n", "# Fit > pGroups mapping, from https://stackoverflow.com/questions/58025433/drop-duplicates-based-on-first-level-column-in-multiindex-dataframe\n", "# dfLong.reset_index().loc[dfLong.reset_index()['Fit'].drop_duplicates().index]\n", "dfFits = dfLong.reset_index().loc[dfLong.reset_index()['Fit'].drop_duplicates().index].set_index('Fit')\n", "AFpdLong = AFpdLong.merge(dfFits['pGroups'].reset_index(), on='Fit', how='left')\n", "\n", "# Could also try as a mapping with a dict, https://datascience.stackexchange.com/questions/39773/mapping-column-values-of-one-dataframe-to-another-dataframe-using-a-key-with-dif\n", "# Should be other ways too, maybe with multiindex slices?" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Without aggregation and groupby Fit, hue by pGroups\n", "sns.relplot(data = AFpdLong, x='t', y='value', hue='pGroups', style=\"l\", estimator=None, units=\"Fit\", kind='line')\n", "# sns.relplot(data = AFpdLong, x='t', y='value', hue='pGroups', style=\"l\", estimator=None, units=\"pGroups\", kind='line')\n", "# sns.relplot(data = AFpdLong, x='t', y='value', hue='pGroups', style=\"l\", kind='line')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this case - where only the best fits are assigned to groups - there is little to see or choose from!\n", "\n", "NOTE: some work to do on the manipulation & plotting here." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Parameter estimation & fidelity\n", "\n", "For the test case we can, of course, compare the fit results to the known input parameters. This should give a feel for how well the data defines the matrix elements (parameters) in this case..." ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# For multiindex case, above code throw missing data (columns) errors, but seems OK with a reset_index()\n", "# This basically forces the indexs to long format.\n", "g = sns.catplot(x='Param', y='value', hue = 'Type', data = dfLong.reset_index(), kind='box')\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case\n", "sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This indicates that most of the magnitudes are well-defined, with a fairly low spread of values, and averages right at the reference values, but - as per note above - the (absolute) phases are undefined. (Note the `O` and `X` markers here show the reference results.)\n", "\n", "We can refine things further by applying the $\\chi^2$ maskings or groupings from above, and we'll look at just the magnitudes. This reduces the statistical uncertainties." ] }, { "cell_type": "code", "execution_count": 109, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 109, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# With masking for best fits only\n", "pType = 'm'\n", "# mask = dfLong['redchi']<1e-5\n", "mask = dfLong['pGroups']=='A'\n", "\n", "# g = sns.catplot(x='Param', y='value', hue = 'Type', data = dfLong[mask].reset_index(), kind='box')\n", "# g = sns.catplot(x='Param', y='value', hue = 'redchi', data = dfLong[mask].xs('m',level=1).reset_index(), kind='box') # TODO: fix cmapping here to allow sub-cat\n", "g = sns.catplot(x='Param', y='value', data = dfLong[mask].xs(pType,level=1).reset_index(), kind='box') # With mask\n", "# g = sns.catplot(x='Param', y='value', row='pGroups', data = dfLong.xs(pType,level=1).reset_index(), kind='box') # Rows\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red', s=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For parameter set A, things look excellent for the magnitudes." ] }, { "cell_type": "code", "execution_count": 110, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 110, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# With masking for best fits only\n", "pType = 'm'\n", "# mask = dfLong['redchi']<1e-5\n", "mask = dfLong['pGroups']=='E'\n", "\n", "# g = sns.catplot(x='Param', y='value', hue = 'Type', data = dfLong[mask].reset_index(), kind='box')\n", "# g = sns.catplot(x='Param', y='value', hue = 'redchi', data = dfLong[mask].xs('m',level=1).reset_index(), kind='box') # TODO: fix cmapping here to allow sub-cat\n", "g = sns.catplot(x='Param', y='value', data = dfLong[mask].xs(pType,level=1).reset_index(), kind='box') # With mask\n", "# g = sns.catplot(x='Param', y='value', row='pGroups', data = dfLong.xs(pType,level=1).reset_index(), kind='box') # Rows\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red', s=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For the next-best candidates, set E, the spread in the parameters is small, but the values are a bit off from the reference case.\n", "\n", "We can also plot all the data to get a better comparison..." ] }, { "cell_type": "code", "execution_count": 111, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 111, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# With masking for best fits only\n", "pType = 'm'\n", "# mask = dfLong['redchi']<1e-5\n", "# mask = dfLong['pGroups']=='E'\n", "\n", "# g = sns.catplot(x='Param', y='value', hue = 'Type', data = dfLong[mask].reset_index(), kind='box')\n", "# g = sns.catplot(x='Param', y='value', hue = 'redchi', data = dfLong[mask].xs('m',level=1).reset_index(), kind='box') # TODO: fix cmapping here to allow sub-cat\n", "g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = dfLong.xs(pType,level=1).reset_index(), kind='box') # With mask\n", "# g = sns.catplot(x='Param', y='value', row='pGroups', data = dfLong.xs(pType,level=1).reset_index(), kind='box') # Rows\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red', s=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This needs some work - but does show that the spread in the magnitudes is generally small... whilst those in the phases are large..." ] }, { "cell_type": "code", "execution_count": 113, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 113, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# With masking for best fits only\n", "pType = 'p'\n", "# mask = dfLong['redchi']<1e-5\n", "# mask = dfLong['pGroups']=='E'\n", "\n", "# g = sns.catplot(x='Param', y='value', hue = 'Type', data = dfLong[mask].reset_index(), kind='box')\n", "# g = sns.catplot(x='Param', y='value', hue = 'redchi', data = dfLong[mask].xs('m',level=1).reset_index(), kind='box') # TODO: fix cmapping here to allow sub-cat\n", "g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = dfLong.xs(pType,level=1).reset_index(), kind='box') # With mask\n", "# g = sns.catplot(x='Param', y='value', row='pGroups', data = dfLong.xs(pType,level=1).reset_index(), kind='box') # Rows\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Set reference phase\n", "\n", "In this case - with a randomised ref phase - to get the corrected (relative) fitted phase results, a reference needs to be set. (Note this can also be set for the initial fit, rather than during post-fit analysis - results should be identical.)\n", "\n" ] }, { "cell_type": "code", "execution_count": 136, "metadata": {}, "outputs": [], "source": [ "# Phase correction/shift function\n", "\n", "def phaseCorrection(dfWide, dfRef = None, refParam = None, wrapFlag = True):\n", " \"\"\"\n", " Phase correction/shift/wrap function. \n", " \n", " Prototype from test code:\n", " \n", " - Assumes full Pandas tabulated wide-form dataset as input.\n", " - Supply dfRef to use reference phase (abs phase values), otherwise will be relative with refParam set to zero.\n", " - wrapFlag: wrap to -pi:pi range? Default True.\n", " \n", " \"\"\"\n", " \n", " phasesIn = dfWide['value'].xs('p',level=1) # Set phase data\n", " phaseCorr = phasesIn.copy()\n", " \n", "# print(refParam)\n", " \n", " if refParam is None:\n", " refParam = phasesIn.columns[0] # Default ref phase\n", " \n", " refPhase = dfWide['value', refParam].xs('p',level=1)\n", "# print(refPhase)\n", " \n", " # For abs ref phase, set that too\n", "# absFlag = False\n", " if dfRef is not None:\n", " refPhase = refPhase - dfRef[dfRef['Param'] == refParam].xs('p',level=1)['value'].item()\n", "# absFlag = True\n", " \n", " print(f\"Set ref param = {refParam}\")\n", " \n", " # Substract (shift) by refPhase\n", " phaseCorr = phaseCorr.subtract(refPhase, axis='index') # Subtract ref phase, might be messing up sign here?\n", " \n", " # Rectify phases...? Defined here for -pi:pi range.\n", " if wrapFlag:\n", " # phaseCorrRec = phaseCorr.apply(lambda x: np.sign(x)*np.mod(np.abs(x),np.pi)) # This will wrap towards zero, should be OK for zero ref phase case.\n", " \n", " # Use arctan, defined for -pi:pi range\n", " return np.arctan2(np.sin(phaseCorr), np.cos(phaseCorr))\n", "\n", " \n", " else:\n", " return phaseCorr\n", "\n", " \n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This defaults to setting the first phase term as the reference..." ] }, { "cell_type": "code", "execution_count": 134, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set ref param = PU_SG_PU_1_1_n1\n" ] }, { "data": { "text/html": [ "
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ParamPU_SG_PU_1_1_n1PU_SG_PU_1_n1_1PU_SG_PU_3_1_n1PU_SG_PU_3_n1_1SU_SG_SU_1_0_0SU_SG_SU_3_0_0
FitpGroups
0E0.00.02.3859852.3859852.2959236.179950
1G0.00.0-3.967418-3.967418-2.772066-5.963522
2G0.00.03.9674173.9674172.772063-0.319630
3E0.00.0-3.897202-3.897202-3.987262-0.103235
4G0.00.0-2.315762-2.315762-3.511114-0.319602
........................
94E0.00.0-2.385983-2.385983-2.295923-6.179951
95E0.00.02.3859832.3859832.2959236.179950
96E0.00.03.8972013.8972013.9872620.103235
97E0.00.0-2.385984-2.385984-2.2959230.103235
98G0.00.0-2.315761-2.315761-3.511111-0.319613
\n", "

91 rows × 6 columns

\n", "
" ], "text/plain": [ "Param PU_SG_PU_1_1_n1 PU_SG_PU_1_n1_1 PU_SG_PU_3_1_n1 \\\n", "Fit pGroups \n", "0 E 0.0 0.0 2.385985 \n", "1 G 0.0 0.0 -3.967418 \n", "2 G 0.0 0.0 3.967417 \n", "3 E 0.0 0.0 -3.897202 \n", "4 G 0.0 0.0 -2.315762 \n", "... ... ... ... \n", "94 E 0.0 0.0 -2.385983 \n", "95 E 0.0 0.0 2.385983 \n", "96 E 0.0 0.0 3.897201 \n", "97 E 0.0 0.0 -2.385984 \n", "98 G 0.0 0.0 -2.315761 \n", "\n", "Param PU_SG_PU_3_n1_1 SU_SG_SU_1_0_0 SU_SG_SU_3_0_0 \n", "Fit pGroups \n", "0 E 2.385985 2.295923 6.179950 \n", "1 G -3.967418 -2.772066 -5.963522 \n", "2 G 3.967417 2.772063 -0.319630 \n", "3 E -3.897202 -3.987262 -0.103235 \n", "4 G -2.315762 -3.511114 -0.319602 \n", "... ... ... ... \n", "94 E -2.385983 -2.295923 -6.179951 \n", "95 E 2.385983 2.295923 6.179950 \n", "96 E 3.897201 3.987262 0.103235 \n", "97 E -2.385984 -2.295923 0.103235 \n", "98 G -2.315761 -3.511111 -0.319613 \n", "\n", "[91 rows x 6 columns]" ] }, "execution_count": 134, "metadata": {}, "output_type": "execute_result" } ], "source": [ "phaseCorrection(dfWide)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In general, one would set the ref. phase to zero but, for a known test case, we can also set it to the known input (reference) phase." ] }, { "cell_type": "code", "execution_count": 132, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set ref param = PU_SG_PU_1_n1_1\n" ] }, { "data": { "text/html": [ "
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ParamPU_SG_PU_1_1_n1PU_SG_PU_1_n1_1PU_SG_PU_3_1_n1PU_SG_PU_3_n1_1SU_SG_SU_1_0_0SU_SG_SU_3_0_0
FitpGroups
0E-0.861041-0.8610411.5249431.5249431.4348825.318908
1G-0.861041-0.861041-4.828460-4.828460-3.633107-6.824564
2G-0.861041-0.8610413.1063753.1063751.911022-1.180671
3E-0.861041-0.861041-4.758243-4.758243-4.848303-0.964276
4G-0.861041-0.861041-3.176804-3.176804-4.372156-1.180644
........................
94E-0.861041-0.861041-3.247025-3.247025-3.156964-7.040992
95E-0.861041-0.8610411.5249421.5249421.4348825.318909
96E-0.861041-0.8610413.0361603.0361603.126221-0.757807
97E-0.861041-0.861041-3.247025-3.247025-3.156964-0.757807
98G-0.861041-0.861041-3.176802-3.176802-4.372153-1.180654
\n", "

91 rows × 6 columns

\n", "
" ], "text/plain": [ "Param PU_SG_PU_1_1_n1 PU_SG_PU_1_n1_1 PU_SG_PU_3_1_n1 \\\n", "Fit pGroups \n", "0 E -0.861041 -0.861041 1.524943 \n", "1 G -0.861041 -0.861041 -4.828460 \n", "2 G -0.861041 -0.861041 3.106375 \n", "3 E -0.861041 -0.861041 -4.758243 \n", "4 G -0.861041 -0.861041 -3.176804 \n", "... ... ... ... \n", "94 E -0.861041 -0.861041 -3.247025 \n", "95 E -0.861041 -0.861041 1.524942 \n", "96 E -0.861041 -0.861041 3.036160 \n", "97 E -0.861041 -0.861041 -3.247025 \n", "98 G -0.861041 -0.861041 -3.176802 \n", "\n", "Param PU_SG_PU_3_n1_1 SU_SG_SU_1_0_0 SU_SG_SU_3_0_0 \n", "Fit pGroups \n", "0 E 1.524943 1.434882 5.318908 \n", "1 G -4.828460 -3.633107 -6.824564 \n", "2 G 3.106375 1.911022 -1.180671 \n", "3 E -4.758243 -4.848303 -0.964276 \n", "4 G -3.176804 -4.372156 -1.180644 \n", "... ... ... ... \n", "94 E -3.247025 -3.156964 -7.040992 \n", "95 E 1.524942 1.434882 5.318909 \n", "96 E 3.036160 3.126221 -0.757807 \n", "97 E -3.247025 -3.156964 -0.757807 \n", "98 G -3.176802 -4.372153 -1.180654 \n", "\n", "[91 rows x 6 columns]" ] }, "execution_count": 132, "metadata": {}, "output_type": "execute_result" } ], "source": [ "phaseCorrection(dfWide, dfRef = dfRef, refParam = 'PU_SG_PU_1_n1_1')" ] }, { "cell_type": "code", "execution_count": 141, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set ref param = PU_SG_PU_1_1_n1\n" ] }, { "data": { "text/plain": [ "(-10.02477796076938, 10.02477796076938)" ] }, "execution_count": 141, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Full phase spread, without wrapping\n", "phaseCorr = phaseCorrection(dfWide, wrapFlag = False)\n", "\n", "pType = 'p'\n", "\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit']), kind='box') # .melt() to force long-format\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "# g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups'])) # pGroups + scatter plot - this shows groupings better\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case - note this may rescale y-axis as set\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red', s=100) #, size = 10)\n", "\n", "# Force limits\n", "padding = 0.2\n", "mult = 3\n", "plt.ylim(mult*(-np.pi-padding), mult*(np.pi+padding))" ] }, { "cell_type": "code", "execution_count": 142, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set ref param = PU_SG_PU_1_1_n1\n" ] }, { "data": { "text/plain": [ "(-10.02477796076938, 10.02477796076938)" ] }, "execution_count": 142, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Full phase spread, WITH WRAPPING (default case)\n", "phaseCorr = phaseCorrection(dfWide, wrapFlag = True)\n", "\n", "pType = 'p'\n", "\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit']), kind='box') # .melt() to force long-format\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "# g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups'])) # pGroups + scatter plot - this shows groupings better\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case - note this may rescale y-axis as set\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red', s=100) #, size = 10)\n", "\n", "# Force limits\n", "padding = 0.2\n", "mult = 3\n", "plt.ylim(mult*(-np.pi-padding), mult*(np.pi+padding))" ] }, { "cell_type": "code", "execution_count": 144, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set ref param = PU_SG_PU_1_1_n1\n" ] }, { "data": { "text/plain": [ "(-3.3415926535897933, 3.3415926535897933)" ] }, "execution_count": 144, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Full phase spread, WITH WRAPPING (default case) + set ref phase from known value\n", "phaseCorr = phaseCorrection(dfWide, dfRef, wrapFlag = True)\n", "\n", "pType = 'p'\n", "\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit']), kind='box') # .melt() to force long-format\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "# g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups'])) # pGroups + scatter plot - this shows groupings better\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case - note this may rescale y-axis as set\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red', s=100) #, size = 10)\n", "\n", "# Force limits\n", "padding = 0.2\n", "mult = 1\n", "plt.ylim(mult*(-np.pi-padding), mult*(np.pi+padding))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here it looks like we have - roughly - sets of phase groups, symmetric relative to the ref. cases...\n", "\n", "What's going on...?\n", "\n", "- Issue with rectification?\n", "- Insensitivity to phases? (Periodicity in $\\chi^2$.)\n", "- Unsigned phases? (Periodicity in $\\chi^2$.)\n", "- Not enough sampling?\n", "\n", "Let's look at the correlations to see if they show anything interesting..." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looking in more detail, for set A only..." ] }, { "cell_type": "code", "execution_count": 152, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set ref param = PU_SG_PU_1_1_n1\n" ] }, { "data": { "text/plain": [ "(-3.3415926535897933, 3.3415926535897933)" ] }, "execution_count": 152, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Full phase spread, WITH WRAPPING (default case) + set ref phase from known value\n", "phaseCorr = phaseCorrection(dfWide, dfRef, wrapFlag = True)\n", "\n", "pType = 'p'\n", "\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit']), kind='box') # .melt() to force long-format\n", "# g = sns.catplot(x='Param', y='value', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "# g = sns.catplot(x='Param', y='value', hue = 'pGroups', data = phaseCorr.reset_index().melt(id_vars=['Fit','pGroups']), kind='box') # For pGroups case\n", "g = sns.catplot(x='Param', y='value', hue = 'Fit', data = phaseCorr.xs('A', level=1).reset_index().melt(id_vars=['Fit'])) # pGroups + scatter plot - this shows groupings better\n", "g.set_xticklabels(rotation=-60)\n", "\n", "# Add ref case - note this may rescale y-axis as set\n", "# sns.scatterplot(x='Param', y='value', hue = 'Type', style = 'Type', data = dfRef.reset_index(), legend=False)\n", "sns.scatterplot(x='Param', y='value', data = dfRef.xs(pType,level=1).reset_index(), legend=False, marker = 'x', color='red', s=100) #, size = 10)\n", "\n", "# Force limits\n", "padding = 0.2\n", "mult = 1\n", "plt.ylim(mult*(-np.pi-padding), mult*(np.pi+padding))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This looks promising - there seem to be two correlated sets of solutions.\n", "\n", "We can also look at the pair plots to see the solution set correlations in more detail:" ] }, { "cell_type": "code", "execution_count": 147, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 147, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.pairplot(phaseCorr.xs('A', level=1).reset_index()) #, hue='Fit') " ] }, { "cell_type": "code", "execution_count": 153, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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ParamPU_SG_PU_1_1_n1PU_SG_PU_1_n1_1PU_SG_PU_3_1_n1PU_SG_PU_3_n1_1SU_SG_SU_1_0_0SU_SG_SU_3_0_0
Fit
8-0.861-0.861-3.1204-3.12042.6112-0.0787
9-0.861-0.8611.39841.39841.9499-1.6434
64-0.861-0.8611.39571.39571.9604-1.6421
\n", "
" ], "text/plain": [ "Param PU_SG_PU_1_1_n1 PU_SG_PU_1_n1_1 PU_SG_PU_3_1_n1 PU_SG_PU_3_n1_1 \\\n", "Fit \n", "8 -0.861 -0.861 -3.1204 -3.1204 \n", "9 -0.861 -0.861 1.3984 1.3984 \n", "64 -0.861 -0.861 1.3957 1.3957 \n", "\n", "Param SU_SG_SU_1_0_0 SU_SG_SU_3_0_0 \n", "Fit \n", "8 2.6112 -0.0787 \n", "9 1.9499 -1.6434 \n", "64 1.9604 -1.6421 " ] }, "execution_count": 153, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Full set\n", "# phaseCorr.xs('A', level=1) #['PU_SG_PU_3_1_n1']\n", "\n", "# Inspect unique value sets\n", "# phaseCorrRec.xs('A', level=1).apply(np.round) #.drop_duplicates()\n", "phaseCorr.xs('A', level=1).apply(lambda x: np.round(x,4)).drop_duplicates() # Get 7 sets returned down to 4 d.p. Fit 12 matches ref. values" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This now starts to make sense... the results are showing pairs of best solutions in phase space. This is actually a good indication that the fitting routine is probing the full solution space, and things are working properly: \n", "\n", "- As expected, the `PU_SG_PU_1*` variables are correlated, since this was defined for the fitting, and they take only a single value, since they were set as the reference case.\n", "- The `PU_SG_PU_3*` pair show mirror symmetry about the reference pair, with a +ve and -ve solution found.\n", "- There are three sets of `SU_SG_SU*` solutions, correlated with the +/- solutions, although two of the \"unique\" solutions are very close, and can be essentially regarded as defining the uncertainty in this case.\n", "- The `SU_SG_SU_1_0_0` solution pair seems to break the mirror symmetry (about the reference phase), but this is simply due to the wrapping of the -ve solution.\n", "\n", "Why do we see this? For a cylindrically symmetric problem the sign of the phases is not defined, hence symmetric phase groups $\\hat{\\phi_{\\Gamma}} = \\pm|\\phi_{ref}\\pm\\phi_{\\Gamma}|$ are therefore expected in this case, and these will produce identical results.\n", " \n", "So, in this case, we find two good (valid) solution sets from an intial trial run of 100 fits, using 10 data points. \n", "\n", "For this test case, it was easy to find these, since the $\\chi^2$ values were significantly lower than other candidate sets, but in general this may not be the case, and additional tests might be required, e.g. adding additional data points or testing via independent measurements. This will be explored further in the *bootstrapping* notebook (to follow), along with effects of noise etc.\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Versions" ] }, { "cell_type": "code", "execution_count": 154, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Thu Jun 24 11:03:34 2021 Eastern Daylight Time
OSWindowsCPU(s)32MachineAMD64
Architecture64bitRAM63.9 GBEnvironmentJupyter
Python 3.7.3 (default, Apr 24 2019, 15:29:51) [MSC v.1915 64 bit (AMD64)]
epsproc1.3.0-devpemtk0.0.1xarray0.15.0
jupyterVersion unknownnumpy1.19.2scipy1.3.0
IPython7.12.0matplotlib3.3.1scooby0.5.6
Intel(R) Math Kernel Library Version 2020.0.0 Product Build 20191125 for Intel(R) 64 architecture applications
" ], "text/plain": [ "\n", "--------------------------------------------------------------------------------\n", " Date: Thu Jun 24 11:03:34 2021 Eastern Daylight Time\n", "\n", " OS : Windows\n", " CPU(s) : 32\n", " Machine : AMD64\n", " Architecture : 64bit\n", " RAM : 63.9 GB\n", " Environment : Jupyter\n", "\n", " Python 3.7.3 (default, Apr 24 2019, 15:29:51) [MSC v.1915 64 bit (AMD64)]\n", "\n", " epsproc : 1.3.0-dev\n", " pemtk : 0.0.1\n", " xarray : 0.15.0\n", " jupyter : Version unknown\n", " numpy : 1.19.2\n", " scipy : 1.3.0\n", " IPython : 7.12.0\n", " matplotlib : 3.3.1\n", " scooby : 0.5.6\n", "\n", " Intel(R) Math Kernel Library Version 2020.0.0 Product Build 20191125 for\n", " Intel(R) 64 architecture applications\n", "--------------------------------------------------------------------------------" ] }, "execution_count": 154, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import scooby\n", "scooby.Report(additional=['epsproc', 'pemtk', 'xarray', 'jupyter'])" ] }, { "cell_type": "code", "execution_count": 155, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "* dev\n", " master\n", " numba-tests\n", "da12376cc36f640d8974f5ce2c121be3d391caab\n" ] } ], "source": [ "# Check current Git commit for local ePSproc version\n", "!git -C {Path(ep.__file__).parent} branch\n", "!git -C {Path(ep.__file__).parent} log --format=\"%H\" -n 1" ] }, { "cell_type": "code", "execution_count": 156, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "16cfad26e658b740f267baa89d1550336b0134bf\trefs/heads/dev\n", "82d12cf35b19882d4e9a2cde3d4009fe679cfaee\trefs/heads/master\n", "69cd89ce5bc0ad6d465a4bd8df6fba15d3fd1aee\trefs/heads/numba-tests\n", "ea30878c842f09d525fbf39fa269fa2302a13b57\trefs/heads/revert-9-master\n" ] } ], "source": [ "# Check current remote commits\n", "!git ls-remote --heads git://github.com/phockett/ePSproc\n", "# !git ls-remote --heads git://github.com/phockett/epsman" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" } }, "nbformat": 4, "nbformat_minor": 4 }