817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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BcN36V4mpUCY3NyaNz1WlC1Dx3ocDo+nNu1Ro81BbPZdW3hlmjPdF7B7hm7thqCMjhiYtn7wyh3MwL3J8b9V4Gj75ZAO9Tt2tX19PurgbIpznbd7eon9e9rAeuB2+yuLvIy3+a/yfQLf38Fbt+qkegffCPivifTosFR+/J9k6d/Mr7/EnAYiLWsid/2mf2XMD44Xo7UO4VfHxqxlbXSc1fnokm5HMASt4f12OSu2i2c7lXnc216LBSG94913jwBlS7ppoeqSXVDdwZqwQ3DDEa2TACuZCJplgYcHB+o0e28kSni/EXR3uZ1jSZRywRzwSjWoOjK6ixNESFyIbcxaqosExRCJ9HJm6rOE4VrOsqFgWIU5Izr8ffv88wIsVsm0BeiRKIBA7VcQYSSjWfI12h0XaiFzZ9ZnZr4grl1U2X5MvHnClxMt3da1syX2iNJFwgzQ5QXiDfwZyrCHayWM4Byxfm8UEi6VnHYS9ls85azyi4VncD9JNFGFMdIH1PlO8x1NUC55afYzvmXKi/R80cus7HdIGTeVjoduDtLt3lJtzSiqxpaj/xeJE/IsruS24r0u59a0iLe5W2y4xXjvGh+hum0VRJ5XFHcroQ3Ai6gTLXGmvXH3biLjZQFI5taH14PgMNKSUt4lCNvt1VB1dfD9wUL9L4a3wjLcEZXlbLTZTNfBajq7GAC5qKB0Vt3uYuLPPlQNQ+iSVHvY/lFl8wD5Al4CwYLFvZQXBPkdVkt+pyfi/wwSVXNE/+Z7BRfnBIb9ytd8THkKygped1JUfDxz2toL03bcS74AF/Z4tovx5DpateLhk/Xoqs2DRHgskG5yuN46UnTJoPXVRNU2X5UkVj4/iBA8qbabIql0wxMplfA2l5FDH8fipUOJVNQyvuWhj7jgtN0pWG+0FvHHKd7nf8mWeoS+1PjVnXLpVfQuUuJYu7htdy16QvcKabi9UxliD0xC058Icv1FnXO2QxenRVF9fBOlpyXc15UrfzQ5LJMF85/dvnq7F50ooETHWmIC4XjrUiXXiTAFHNLLjfOFbnj6nGh02c3jlJoVbg/sUEl2JYJz7tGbDZM2a+GOqo6rR7KBdfw/UCXobyemZXAlgnKR6KUMu90h45613Fzm7xceE3+SVZCx8FzywSELi43AmPBJG4i0ILR51rWgs+DXg85L1iW/1h1eZYvuqGAWTsOKWwcPj5UUp348qum43ZnjXLEXdcoCLbU+nJXxIeXGk3GKnG5kTqdd5lAfMm72wvR3C3cYDcpRLaogZ3fyx/Qv3R0jeZ1XUjdJ2KZUKJyPFL+Fy52VBzNkqPhC5ko/9CyN8Kkmlen0NxWDxdVIxdtRvZhVouW8Q95l9wudvY3Il7ozLkIwjKnLh87nKmwrONjwNfDlobAyYXCUhcikbdVgZ8ux8+qlGhWvZ6Nur5DFMdi96nMcgT0booqFsWqb7MgiqLO6VtCqiT3rSh0YJG6T2lm8Fzmohijeo0Cza2OLyDdRwUmVU0u6fnuofog+uADdHb4qU5Fp9sp9y/p2ls4eNXoeZvUOoONE6RaPTT3uzeHw2gYRD+4y1dxpeZOox2aN45kcfAuG2PieBequKl3DY0n1CsIGiPCGyC16q0kuIbmH3jpLa1Ix82IP5fF0zlW8UPVDK2gUzmp188zQbkP/HpxvdtuRfPUMuBqGlI2/UwQg90Hkqob0RO95dXgyfDoDCAHY9Pa3ouCAEl3iZ7ewSVRU7LHOQ27ShPTXacPLNO4LcYch9Uytp53S8TIyRkbgMx2r9UtGBQyHJli0M+wQBYtzubHqR6a5zC7F2a1y/F2Fe5O6Cj4VF9P5jrflKKgLxy3vkNz7qIQdYtaup/yUrZo5M1xAJ93HdqunBeEI7yluPhT2e5qRMPrPip1BQzdcC4wTQrReTm8NXx12CX69QPzy/ZKXdLZgTdYMUIviRVQ930s1RZDCFY7dHApcPmmqnFe3/LBAsxalZug24sXVfMhLxBq1rXvnkqxzRO+CF1Aloj4r2vVn0ZF/rdVgcHGPgX0jVYaz7wtdtd0z44MZiQHnIMW3u5omKYkFki/0j7qNk3qwKYlJFa9arhYRd+/SfeBIXxqP5bXt4LW4lzQEGhBU3afG4SVAUa1H2hw8ZYYLVqsl+k7GdM/CZ4oipguN2TWp+pOEIE+xFNG/ecygTcD472TdYtdbqoSB320VY00uokPAdtV80TL3vHOFmKD9jZnGQ07BIRgq1RCQNMkUvG03RZNBAqVNvG97KYten6Q4v5peD7n0BEAROjwGyqrF+pIqLuTT5OGO9MTI9o+bitPE/pcfq5BAoTn/Ja+G/y/yqe4Ek2Krf1R3OcbfiG69RBAermw0WpxzJWpyg19bFUxm0EfoV8amaDvOu79RELlUrsYy13fvUcxMi44KDsBiuLJf2IJRLyQF2+6Aq1uWrQrupzX+Ue6fE8YVj+phRuaGbSfs4zQWsqS8QMo1hQpALrumvwyTzraxY+l/gBYdkDM4U1cb7RMbv+tqrbfyxY35dWuHeHKaQ+6J+A51oYP5DUVtvlvsl/XXTlg3c1tU3Ud7Ziiy7krFhulKrPgJwYGS/cem1X2UCnaYLT/eGAXq4dxB6b9l/pZ09CM72ofr2TGiC+JtElWlsn+9vJRo27apAAY6We3jUuRFz+V+a87+VF5mM8LKcpd3XQ7UQBTU5oUMeXqgVtFDbR4QVJBZmRR/1RC46CbCILP3CT6nbzPE3mZPxJVYCs+7Ejk805+4YEQQ1Xk8SrBm95VSQvR1lR1ncuMyA8bTVqLbNJqu8IF/kRwF8ypztEpqm0JBxL1CzgL6WN8Kz6fPIh2SwPwPyS47pj9TUpVN2L7S7v6QYlyurXPnf+py4v2ZyBAVSYFF7B1MojsG9pOPHXOF+kJ0vZu6TqO2AE+cVlJa/ZUd9UKJWyIGumm85srdF8HrcOZ8vH791fXZ2gQxjcyjA3E4HmFCudXl+dvRSvf8zX+C1pmeahkz5V4SPhOvvbY6bC1Fadt/WUnd/JtXpKmcMV5dV8Iu3/oupqohbCD3vqJTCeJle2zHGgvL9GBDBQFJKpICeMqNdcVyRDCM7ymlB3WkKGC7pewW2i6nhc3xBs6iIy8VO0g6S0YUqcxJYMoIFD7jzfnl2cxqWQbmX6Os12LAxu8cMdctcUeK+hiJFslHUucszq/Vj8oBP6Yxp+qBDpQ1TAv2urQefBzdSOYAg/cFYhPu/n0Of6FZtCKOr8pSD2Qq+//7eMlFmNgPUPPC9oSlSJ388lU6jYS/TAAhEYhvgp5vRU3RVHdy+LphJTDpludPcpW5Tl+4svnuIrjneF8h8sDiRpY2FS/jBJTakFzU5HG1+X1wBf0dfC1hDljDd72HjhSoWMF+HAjHt7RP6QLtRl3lNsVRA30pixHtB7OK+VllRNW5du6yLOnO/r8BBuCQVmkkcOeAXA7+rYDIbNy9oUZgAbL5AbhEEbW5snJVguwk1hxMv3AL23VS6ETtdir+YVx0HpXPkFZpqeaghhtLldXn/jfIQOs63/RTxH7b2R3QuwkkauY7Oe7ljgJCRu0FrxOa55F7dB2kaaaqrv5ZgawgyK+IhZ4IrH7txNJyz+e0I8mpfLJx4OE1nMlNwzgPZj+Sa2i+VcXl947ud09MkAsD3Scf6NI+ZLQd/LEAEgDpq9XW8B6Y4LtGaQCRGsQJPB37a15TttCIi4dAYn8JT5VJXYHjKsqdsiTVee272QG2ynl2kCaiNtuZDngi9U1mxDMzGFk3csbEV8QxyeWxhsrf5hpjrR4dc2BnaPWHpMJJBvYvD0yp3HZFRAnqr9konmpYqKagbQJSS1lGUAXKac8vshr1i8JEFgQLeesIuFKA8DaTCYSaT7ERha6rnzQCgdUN6QjwNaECSbVfIBDP1Q7wqJ4tzmH7VBIHYYs63d5liFW6hJEQEZxsyHtobxDTs0naOuEOgKqgLbLBv1bYx4j+yox1H219JMzQlynSWX544/MfcuUQH3PZDeY93ruCADO29sLaLD0+YqmmmnooGZBkHxUnoccBEdqXp8oDfW9jyB+z4amYU+wF4JMXFqNc7aFEo7AvpHbGrKGNoi+7rZsvrWmfayFkeyVOBScEvdQzbbdx5YMPGWm/ChlKlPa4Q8k51lY9BuXoulor3wT/4T6wFOECnLL5hp/zDe3hao1QPicrDLigb/JL6QUcKB3Sti5IYEP3ZnA585JXA+6VaB2wzpAHXz6OWfLuuOpyxbmz2qrJkRzLLS+qtqO0l6S/n17MbJz4i6065sniH6dT7tSco5PdpmDMPp6E9+LMkxmysu2QnAFFldtqBl7UZosCpi/2dxUtLrKDiHwwAqb2blZSzQKew7sflvMWrqaXqcVlFjaXdp1+kp6l9Y8b8l4gYbOmHfOMp2xo+uesPa9Mo9us5qfEvtXsGkurawM7SogZtI80YopfkEXgMUik+8fZQJ+MbgZ8PMnqH6wRPCw0sA6aCCkgCBAS2/brr42+b0y1e83urUsjfVAcHXJ7Q1Y4qRFMy3Bh36j8KPS9j6ShojmwDc5WSe0ELQieUZ33+cx8KOiN11J0tWgqz5o5JYxZCobFO/L+5xseywqbIt7tYyTOKAObb5KSOZWVdjdL6KsfS+TwsMvV+Y168FOaqgKelFu5rUfyQk/mA++d1NDTNCxIVjgQxrsnqdiB2nz1drBOyJHuu9bK4k+EPx0u/I0nq6IIvBoo4akH6CpJgWMFwL0tlF3F4PyVdO8ccvRUrmHis0qN2H7kG8A5Qex6l3HN6Yf+amWwyxOV7t8NdrK2tfbu6OVCXG0qmgrz2Bk4pBiUJdQwuFr/qXBsSQ/wD00uIAUvbcsjfSTDO/nnk+QpjRxPVwbJryyk7LDtvvcYG9KIvoW2sUo4+UhkYQF2ervoyNRUZtBYA9z+qGFvSfKoBWOCTfpH7XiJ7fEythgzVHb/5f2NsXXHHZ2u+tBgSVbZtiDwYK6LkWt4SK6PV1p21xVRjULooqBmtnPYPoTZuStVExtU1YQlYwPj1GgxsbEeLK/gvHxb0+CL5yufpP1bQ7r1Eo9K/PTdeCkfpitZRZ40ras4I0TnHjWG9s/cdauHZ244frEjZwT2w4d2zpx1zb97Jx4tnfiW3SrH514rkt/At87CZzAPokC27LdN25w4q+9N7Zz4oTrN3Z44tpvbPvEsTzHP7HXw8g0phVgQJ8G9mh03zkJ6ItN/4Y0vZOI3us4p7Ylg1QGbhJ4sRuvhR2JDCCR6RhieM+K3tAEncCLToLgjXViB/Q6N8DLnIBgCfFKft1azd/lV6ppn9hRdGK7tuWeWoEfOL4XxW6WisCXWZYk+kXBG5qg74dvsB4EVHTieOpNlndiO65LizYBjm6jOXj9inlutD7xPNc68Z3wxA8868SLfFpS38MM6Jk13YBp0BZEeOSN49JYahW9Ewfb4gdrLCZDw9tCLw3xEp/G9ehONwxomSP7hPbTtnw87Pqe8UiAidBWujS3yKdtoq3CPmI++EILYJ0EkW0FHm/ZGn/tSK1kSC9zvH4oLCdgc3mlXYdGCb3wJLLUaoa+2vnoDYbmtcJG0zj+3gj0aETLEFghbjpZ09yj4A3NJPTocefEpxWn1fAtbLO99ucLoXfWDTEbZ42Fpqe8MDwJfQI/xLi8y5a1PnFocmuX19XxT9d+koAOfMtfy3UWEFL0uKW2l6ccrQHf8LK1RlrHVW/xgWq+bdETjuuFEYHl+UEYrT2LUEN99MePgf4YrUN8wofIdvgC7zbB4Pvr8X1OENA6uRag82hh9Wb7QH0Cz/Gxd/ZJiJUNAkKngLeAEOA0coQfSRpeijXRn5XJaN2DR/SlQKSxmTAJd1wTf3lZCVF8gMvbS1ASeti0iBGxA5uQFHvgMJ55Lo3hrcE9ZoOsgaeKCNw1pkwMxAlc4L1N8L8B2TrGaodrc2MJyDVeTijrEV27IA9iMsbmmAyF5+uBPdl4wPE0edOUaeNtr+cOTDwhPz9528DkCK1BmfQ/PwJPdH3jlT1PGdjYGsDRTW4IrLBon0DuIRGc84aIIrC900SGnps4MeGbm9JmupnstyI6pc1P7TAN7SAWofRSTyb+BA3BPnseo2fM7wUfAy+mFweg5NBnDkDwEX9QzEOtqUJgc2sDmi5YNbYWoAbMhNSjkXd6SEycwjVBc9Iz892TIGSBEQ1T0gvoBqFmDC5vnnoHtmCtABqA8QdSpsl5Bjkr1jI8rXAaJEYk5DIFaQo7SGAeeITt4Dt/o1v1ajh+j6A+3gbKcgY25oMz4uW02j5hj0+7ChZNrJ/IPDrx6Tk/8hTFBRbhSOhAatFK0N0B3R2Ak9HdQbAmTgr24/LUHct+A/ZPuEvf12802Y2zGcjFs3lH8bKAJxj6agRCX2wY0bW0/VB469TyYuJirhVlYdjjC0sKY00VXbAY4inT/AlPMDTtX0TEGOkJOs4bogOaMji3E77hyejB+qUKlLSOIMask7UP+sV9kRKqJnIqqrUU71ACBnyYNsMCyfueSVDmGvTsBs9i6x2mINpLB9LItYM3JG49lwF11v0e8hZazGSwbdgF4uoEqE2qCfMpYo3EWN/YeM8bfq+xSs7I8nj1LZ40bS3xx9B5A2ay9t8ArkiRVXAyU5I09yE0i3rIWDxbuIvnFIUsmJ31SNMDu/R61OfXs67ggza9kzUYJS+dYzOb9AKH6GJNbOZbpQw+RJG6QHvGWKdlSwgpr7UisAgfa0HchDQ4qCgQcMBhiBVQLZAYOB4qnrjm1WQUIPzmW4jIg4kQ4C2xMJzvMkd17XHn57rAoCmB5giMExIzrmO9IUmLl7Fu6mHb+vG9aCaULVZLgeVEqS7LezVBQnfmgYP4hLrrgUhpviSJaajTjJhoIgh54sgJw3VmhTM+jKXr56xeqFgUZBgrX7YLNA21VDRFDKSmscc2cWri1g5ByHtBcAYKwR2le0Ejp+tv7H1xCnLzIBmJm4Q2r74zpyanX85BVYcApY11SOEKoFYFFk09CsJTYjnJ2vZoKFeEWRpEpJQY3ARMesKXQesB2CMtHm8pQU6inJjFG5/0EEspezbeycJonD7mAxGJ+fBGrBnBSKkIlUwn3KZJfiNqh6xBkbrqY0qWZqYkH9RsgeMulEKGHi8LATMtE0+K2Klln/oxCdEkSmxPEh1ka1IXek7qvQET0YZMv+k2kAfCYuA0gwXh2YPtEblT7ULtueuswVRsliQQtzR1TzFaQnFCQJg+Pj0WTvn3gDRuqBdvXLs1Lx7dRourWKJCNsI2Mp70k67CGKAC80SLhONJRC9XmEZvs4GbasoTxQbvIkJyA8YeEhgh6TJ+oDWi4XWOo4QWSRNvHbjgunT3qUiEIMtNpmS+pOA/OFI2yQlUCWXM1awQe6Vkja/YqUOyFrB6RNkBiJmMJId2Lnxj2jQ2eGUIg2HNBE/a1xustc/05Gm5vx4EIa2H6ynhEoKzsGR0IcNJg1VoqHREa9hDf7IVg2gD3Wu10rKAvKT8m7rJHHkN3A2B5OuIcHbNkmxU+UOHd5rYFUFrYWJkH5HAhBISsqoGtdhVWoGyitxo0BBNQ0VBj22hRYG2F7D2HbK1ooTp6doWGanYlpdKSR8j2mo5UD+sP9p6G4/p1dD6thOYNoKj3qKUYKxMALxcB9AuCKlDxdgirfq4SrEYpONE+6FBiFUrHkJ/BrzUSqapwjoAy+4Fpu0P6j3pcUwodLs2xbWaDE2OJhUSz/BHKc1Lpmbv9a6N0GNvBDQACGGL+LV6wFxfVtJYZSYT8lT6oUN6fBJ6fpok6yh0M2fGR3t2QAq5BUkcBaf/P3tvtt02kmyB/orv2+m1jinMg58uJVG2TmtqUa7qvi9aGBIS2xTJ5uChv/7uiEyA4AAgQZGy7NJLlUxGgIkcYtwRmbpuKtIgijCkLE690PGNgsthD2jF1ZU7mM4/3lG6eu9xcEg9gtop6V7Hyic0fyefQwOBQaEa+f60420yEMridlPauv7SWw3Ykyc9SBpA7gMK/1gsb1knWuSJ2mwXYoZc1gpS8FqmZ+QTr5zqXCP4tDVDfLO6MPmCS6FL8vx9YNBZhZEa0iM7QRK4cRQaRoQ39hP4T1Hh5bKIUXvNU3IYWtqzId1D8pk/kOtkfNhih5LnvTp9ZMOQsDQx9SSGpHIgfzu3CEjyO9LkgZg3QpJvXsl1tO1CH9Ay0hzR5qUXARmFQkzlUoW2u0JaxNx8Mm5I8JAosMwA8wrjFwr0A4XMAj5phowj2NZ6TErZWRzqc9lGZoGJLZ6LdDrxch/V2eUYb2h1PC+JhAjwpNTDznfDFDZU2Q2R60szQoKBw4q+yaE+JzcdoPQMvENIdr1BR9Wjs9EkQuFLmLxTLTdfYVYbXtmcZa3vko9sy3gb/hWQ3YMfx+Gkn3c4bMlz4BtGJ6V3MNI4zWyRQak5dmwXL0QMbJNahpGvuFxFWkNyUjza6Ca/lvs+4IgeTPf3FB7ET0FKBB/Ia3LKPrOaWHqGL6MorqccNc+S9gX2K1yQUvSMVySPVBTbguJ59GMGbwjfLomr3BZUXhhEGh7pfFDylf3QcN2h4fBlvpFJBeHlPBf7OwxMiu6RNmBrpRRCwbewOmAPflCq3SJbScYPlyG73Msh4Ukj8kISS77pQ4YGseNj9q00ZglpWNBNJW2Ua+Tys5QacHK9zCthwu/vZHaY2lkGeZx4dgrLBMJHPcz8QKI9+LDqJeMpNB7Sk6Yf5kLB26qmIOl8KULxAnLHehURCexYvC0UPqbPK4chsEUdZVZaKoIJX8QiU5GkJ84K9KqBWYVfYmFrhfAWSI7yhg2MkmmqzDyst8m7yw5XVYbtyhiHT56lRQ4yKWl+OnYkzF6L1Afke1nqGizdlVcGLylw5Q/b4Qc2ymSMuLA4aPYlgfPBXHsQRkdigwOlgSuFTVmoQI59WHqEHJ+iPx0YfDIMIjVd4Psd004cJ7MDYfkZdkJIkfoVhUmPWQlissb0OXgjhbhBliyeFkjRXDJkSyYiKd6Q2WiufDIHcJo3/UAyo7BCFOvm7QCTkuWUk0d3SxuBIlLQpHhOYMGmIOPbCUqmAabPLaJgjskmMR0hw4NAJq+LgqFsjds+SwpYJhyLIuOQVxNqgUyvQKpbk8z8UGV12KTlickXlSWOzX4h7A5QUqbG4miQspmVjlZH1uOQc0iqJyCbKLTMDxZJ9g3vUy2tbUs/0bfM0C7pBLUpfTq0vGVCp5OYmZtlseFYdpCGQeo5QbziLZQfbIbu8kN+J2wUi2VVICWoQ2aHS3kkD6YLXBKKVJghiyanCLzkz8ttEDP0CyPSKPajo2IKNOkhLRJeB7LDe28vfW02EMgjxuYrNskyls2ROxX9hMdlW7xFSvYW/wFJ4foGvB4epLS5ZYiU3bDCMAmkqaXMQxySZVxD5pZo3j3yGSjJhfnn/WCHPsUbTOmumGT0mQapEn6WRc5oYOemYKPjnf8ZLP8M5Wv4UghBtmF70NxAY8opKYtS2ni+Cs7bFB5llmI+XUoIGlbuKOZaZDXu7it7yJLPsNm3sGhLBvDw4Kva5O1iGi3DybMdSmJSzkLKxJCishTvw8PheWLOIWSgCWwIzVAkQWBjhpwwKYSMRS46rYsSMvQSFhy1NY9CWoR5QC9wKCgFA3W5b1mmW3n6Mh8ZPdUhIxJaBseT18/12BOxjHCpsfi9LZ5Y7C47D3JTrA+uBSWiPCyFUcp2QLZQ5pKkuOOuqh1baXulfhy5qxxpoJrSueNx0FtYAStJyGQyhnjq2Z/ER44jE5ZymQtBw9afRYFDsolAbgYdJ3UTkYVOFoWOwGdRmvolVc+WuktPcGmRKPhJn9orSoUOHRbnw6pXRtKMouXlxVYJqIATnjQCOM4WSXgO8gadyPNhxsaZMLMAVqAZYQdsSJ/VcIxDWydwyQ/oCCe0PNdPo8QSMQRGGrnGRuQwZFnLCQLLVD7xapDQ5lCNh23BiUvI2wBvDk2P+eecLI09UPsPNnMRNbbMsKQ/VaiN7EjTVxuUTDOccYwGxoVST3TUYdxBAGEKAp+2SqgSzsbS3JQmiooUq0ND8SSXIlJYHYqg2KQm31OGnwQwBUM4I2myxe3K8DGdQshh+G0WmZEmbxyKfDlKIBdWnWWuqWQ6QxYlbKMIrrUgOQPnDP5z5KarCVuL4zY0IzChOnbkGRi1H4fCpHQjrMFoq04p9D7lmizLWTqOuYbgFCKGUDarYUCSDlieSehjy/INDovjJSjD4i0pVLjK5Yw3JkHBIuDFqRGX6WRI1whIJmNFyIT0WBjDUcCnvFbldaLYE9sPSu7IQ+3JSDFZnjAGXHoTm8wGsi8lAgGrRPZlKIP8ZOXhyAQslGGi2TglHEWyzTX7LLQoxl22/TA7tr0M7FnSHsRK2dIedKXPkqdSHZppzrtx2gab0u5gj0BvR64VGW5sBRms+LjkyltsEhXC1fbXTAr5nEAaMZabbyHSiyTQSYKCqOPCyyPQhe9ZWRQIm1Joxa+U9hw2LL0PJKHDPidpaRdbjFKSPBqee8tVqXNLLYDNgVfLZPOJFLXHmjpgucpRR0eJVjrK2Pom4VAYiBFSdt3x+fBYObRGpes8CuCFZI8FZEdjmxNcJ995ZNHiOyxKHoemNWCZwlvayReL9bGMFStLkO1LOsUGf+Q4HbhiThRZwo+TGE6IkwYBC8OL85PeVb9HmELMldERQUjRPcOKYU4kaRqYUVQktdPIEJitCFvUxRFMYY9lJRVKCh2nKzedIErxDwrZ0rhVPF8aPjybjvdBbl55JF35Gv6HwvNhNeNjF+MgqFelYL1DYCLOVIfsGMMaDToQ+p4j/Axr6UURfGiRmBuwj9JOd5RlH5AwDGCyhzBOfZY1tqmsNBLvKi4QqtCRoVJEobQuMUZGCLgEGQrp/OXL7MloCKxqimFbbg7DYvWH7Wl+KFaT06Arw+NFc0s6kGLFdORZMFvLqKi11Mmesv6lLqSsKG3hlawDAatCkkrummfGSlfyqfNnS8+DPglkfpV9cMuVsd48Uuwp4QlZ6toeDE9sWJ++yKcQDtrSQLRyCyWgHB/OlpJoBEeSLnJAYWRKD2BiZbqSpZnzPuBgY0D4nEBahl4noYUOMstLMitxIFYiKw/OWp6xnDzeKlYehORPKS9HE60StisRdgV98uiFGWWChZdusWR1inw8/uGaHc8wDJwoWySJ7bqul1qxKAs4Y7mItEAw4i1P+ae0OiQveY4sWHYdKDWYX3biRjCkIMvsLAxWtjFUrVkKujj5wlHgw16amzaLYcsLpbVOogSjJcnnQqPbHrSDzevEytUvNA6+cwvYBt6ZEhemQmHZDNuxFeoNO8KUSArHYeEWwJwh4cZ+CUVyKdENa4dxHqxBedRs3/lK9chgD/5Nkc7QCDuG4bkJrFxKZ2M+MmEsE5ecf6AEMujtDzxlPmQgxU3JBfTYBlTmTmln0+RYFN5a+iEBHVJiUtljl+0qH9oFD/R9doA5hhhQ+olUJUU6Ajo/hmswPX5iNY9rU4Cc4JFK00DAsV/gQPsZDp8KyJuSLQZ7dRkwhNvGuXk4f7mSZ6CUxTqXsvQEt+GcGM13fjI8iYfjOSf7gtS8FRhGJxPY6b4pstRJMsNyROrnYU+zA/NT2AIy3INL5cRZgjfYkJWcLLHg9lnyUECRUQQUfqrMwXGYAG9mcAYWejWQoFC7fM4CCEnX68ARMK1EwFpI8LNRJGIrX1UfdraX4nhD/qewF5zIjrJcdYcdvDTMnMg3EzcLzMwUkVPY8KwzykEmOrEOR8+hYX0JZLBKIw+W55EC6xQoDTFuhiLiSNAZgSkbegruQcqfFgDCA0qcLABLRWz9IrAT5CHqICQrX+pei9EAAdtBtjSdYR6QTWRCR1Coh1aODTMHahiKg3EBFBgLKW/QwXI7hKpIDBG6IohDmOpLkRJQbpd2u0OuRGjxCnmk8nFG5cj58BO6hU9bKHEHtgTMgMpfnkVO7ZEvCFsvJNsXxwVOfwcfxZ6IEtczIpFBucIcWTWoOPAB9Yu96rmYUSUvbN7y0ooq7W9DgsgKWWKQ+VQkXWWaxbVYkJC4hsLjTJ0S+2TVBgHFSn0ZP6AJoueTsKRHkvLGkcACQcXRcalMNmyJeeCvIA9zhIZMQpD6hI2VeZnnizAJ0sTAO8YmYUENjhNBTSkDDGeXftPmWeagKl6v4wSxETtGlGaZm9pwh/0iqOl1zAzaKvVhqPqJa6emwLfqS1hu0s21QonQxBT5nBK2zFxiBUbHdDMnSUWS+XEaWlkaJOkKYAxT/IEREoaUPZjcVT+QgtVusBRghBM2VMSa0c8OR3dtUsyujFFymggb2WIPhHYNLToJVcplUUSXrCGLjgYhhlli07EilCADrlzbVHNmm3bHyJw4cTIyJ+GsCkiBoByRkeAam7x+ChUHnsz+ksvA42X4DWsxirxhSJQ7XwZsSA5QCqqwAyRi1JeGl3x0geuiACwj+KDsGZuAc+Xxpx8ouAyLewltkNPnhYWDVkouLl0EtdGl2UsQMikOKP8PG40CqDbpm8BjfCHe0CdXgJBReQIylMaLqbSYXSw/vMqOlWL/uKkf+akTO9hD8KLLMty27JxaRk088tJDjjxLz05pREIRu4R3tLhewDakQKC8KKGoyFP9QGgM01WG4dIUtygSEOJ1QzWnJGFsGd/DdvPhnbskTyxCgRMixFJywQ9pVzkrICpPWtgqTsgZZGVpOKZ0E0yFXyOnxjNo8mw5cZRrcsnaYA8X+943IC1sW86XwwoU79txUhhWBoz/OHQD1xKQLml+6ODmYjfb5NnbcG7Zw7JzvxYCFvodv0gbHD5taoggC5MwSsMoC6FKw6UfxCaNbSsRK58ngwAemRW5P+25QcColRXAqGOp9AOZyjbEYI73wv5mcWnS6rkMXyBn32M8K8nJQKYpMYtkHweEcMCk2HBFO3FmiAzukJ/5thARWYWFNsE7BeTFhjK9+Z7jxvJTm/xLQjA5Pm95m40WJ1BfshnsMHSEFBdFGmAheirjLcMftIBsmkCo+h8ocgsFH4adLCa9m3kRfE0/SGMRL6Uf+TaQQwGVivi0IuYyIrKME3gSB5OfMgrT0HZlsWTksopCWGSkOBwJpoNHyTefHHACI/Kxg14hrFsQcqbadpWZaruqwkU6o9jN8Iy9OE2w25LET/GDcRxmpeAmrAVXaV9C0tmuClZyhMR2XfU48gNoEDbMIhPSz4H5g8OSRTBlgjjLjX38nJkS6gHHK3NMbDL8M1qV766MOzNmU46ZBL6hYNGBDNKyuRIyNpyMcjMo26wQYmTawo0JWW55ecISckuiLh2eTjZfPJfT0TxrFsWfTTZuSKJRtNogGKlL+4WzKbaC6C5DSZ7CT2JtKADlwD/Og0g8x57KIdrKO8o/VvLGJu/FoyiwQVANd6nI/FXkqBcWqShlakiggsS+8sEmLYhVlykUypY6LDl8E4fF9kJhZbHhZTB74H5gsxVHm+Wbb+XBLowVVrXvZjAOkiTLPNcRQiRxEXoyO04CwWykDM9ysgAiI8y/pEBrBy5OBLkWxK4XQ9QnQVxAhfxOmHpuFmeeZ/gJycbMjJKS8cuZbUe6zTh7hYtD25/RxRiezzVgdDqxCfzA70CTxX6WpGnmG3acpXEU2sWAYAlzYtgkqS53F4sgNdNLQaUsBl/NNMOHbNJv/NvvJcKPEFuUVaQADR8+9s0kSoPMTp9gW5TECz21jzw7MNhmdSjtRyE5uwP1kZqZgdMFkgSfZEmxIGyQOJLU+sAoMNiRHyQai9PTLidZcFo55olvXeUQy6AHoa6I2e8EUF9kLyYetpNjxpCIeZjSVilim60Fw2FLIGDbh2VTkdPjVEywFn1m6ZRrNCovMhhRSV4c2TTvaU5ljZy0oCiQHrjQaT5jUO3QgP9kJEaUwEZN4DhBAsFRSsv6hqNldig9L5naDFVMyQ4ddX4Iy+uTbRrmNhETkhDn2A7e+AMsAZiEYWB2fDMwIycRkFEGpLZP2coVBBbNHMwZ5TxxvhjLH3BuSmqN3E5SCCkW27wypM6N3DpyZRQtJHyMLC2ARjM4esbh64CqoahWiBDZNgdkQo4Uq5QnBc8DU9ZtkNkPewfOpA+XGBvWgOVGxUMOG/acHNH0CdbzoAUG1OYck8+2Cak0j4JXsP1ZIOL/IQtPoxM5Ph4qYJ3hFbMgiuM493mDjhvGPt5FmAGkTGZkSVaCWbELxSauS5ocAw7hjtmegDviZoT0hVIpwdgtxtBBU3X8LMXOg6qPsEcNPxQY+co+cQxbBv/JLkix5lYoYvLX7CiI7dR2ygoNRP4HxiVwPSbZFTSZIez21CffJov80ElTqi4MSjISh44JeUdQFkoqJGwyMnvkplhLvRkKaCirrsjgUel7cuodKp7jeeYz4lEWQGYzaAfg/BtWx0ttKvWDYEmtBCZOYhdy1DGlKnfJCO+QtUpiGhoPNFkSxYX8k8KP4TSMz4Xxg2OQQDVjtlJhxZGRwmoJi+cqTIzHhTgSOy2hqNjFRieMRUihtsgTCWSKEdGxyn/JZx7ewqVCUKuUceCpCTkavCJHSMSGRRSOUIRUFUcmhSvr6hwGxXkyOQlNR5BWm8tNDDi0cEzDGPRxGEcUXrDs1KCAkXonyrDBIctMGGWBZ8ciswW8Qb/sWkCey1JOLAxVHWCqSCXCzPJUZthSAKpA+v6BKhkMlFep1hdyIaSyI5vDIhRPdDhK6lGSkTx/6RjJqiRYp5ROsJ08vuQzANryOtjMIsG+T3HCA08YsRsstzHvINvuQAl7BhY3y2JYvzA8bStfDK8TURUiBcH8xMHbYp29JcqXtB1Uot3BJjd8WGKRa1AdID4tzqyj4DKOFEpUKUFQw3yvhxIDwYFVM9/xEkXHhqpLPidFF/1AqgVXRodIlUssBY5iIehpFWWxK1UUdfAknHIRpzgCUehGHl41HxaN0EsdL4bSTNLMI0OFEMmr0+P4KsKPhewQsga/GXhZmAWYYd9y41URQga673OkTxYiltHM7MU53rIom0JOMPVonQk47HEBV+G60fs5MLVZjkIKdawgMSHeAit2cdYiFyfaXx2t60LOhSJxIgJaENYFoitez/bRRsqLGnAGIIOUtUzJOAK94ZC60vt32GzGoMxS7tWWhnK5kEmFrWjfklD0VH07RT4oyYEHweS1VMzcZ7MnL4I12dwkdI5Kl3j5HObgCq4Yct1ix8ikCU6MV4jJsCj6k+gLnENfFkf5YQ4g45nn+mWuf2AAq8ElpBSS9wns5IeUasTe8U2uu8UKq4X1VVEVJK40kqDCySmGeeC5HZjCMEFM37TjBB6vZYmsEGec1sDvygJxyqd1hLAIhuClGebejnCKw/xUOmRnEnbKUSamCquSwCrMBBjj0sMLlrKPXXlf5R7weMcpUHHue8rfGTRuigWaakcHVieDwRNFsQnb0YWJbiaiiCA7Qf6iNA+Bz8BxnAJaHIYVuSuJIc5rKqvFZPwCqTGHC5kJLkEH3iV8ktwS7JbbKtHLhxgCquPH2BZmFsNRSF0qe3GXcRt2FZ0QOx5nInIxL6mTmEacRkayBEQy7IyyY50UC+PBqcBrxoR8NESBbXbIyGMoQhio5ZUiKjAY5st4crZa2c4paWNfqhPynkJbJr08fkFyoknAw/XDEniWAoGQY22rchk2kUIsDUwxaGhY1B4BiSgL6lGEPI+26gZml0YYnYnlR1C8XMISepTvIePBoqQon3ouycUOZmyA8wErCH3/gcCN+Jdvvw8NR+57stTIgcV6RhDZbmRQFYEDv9vzEuFCFHWgXPO0FWWEMFQZ24Ip2Ums1LboQMQB3CkjJFdaTT6Wx+skkfBFbCWmoKCxSGM3iYvv1eJQYLETY0v4IqXqX9ey4IBgkxaEcisSxqgUdQxWYUsSMs46xnNCWcTEADFi9AOJE/WoEJhwIKYh0+aWbG+At4HU7vgCZzSz4YTGfghb1YdYzQdh5oWP1AmEq5ZM6BURpmkUwY4VXmri5Sxv6SDQzFKVBHZQB/pBYL+Hwg6SBB5c5hSa181hiyvV+xQ/LZfxFqB8Wd/FKXfqHRF4eVcIyoB5MtlOVg5BsaIMg4MfEhnwnyAqMLV2Hpf0OpkXRQnOYBiRiQbRFKQrYAE6iJDtHow4jxwwYcC7D1J49pFbFACFnSSGV+pnjpPasM0tX9X5cHEUv44FhRpaBDzzzNiM/BS7NFvCDt0CCsmBZYtsAdMNimRsYBv+ip+9ElO2/RymFcr+IzIySpLJpjQ5wcSo7Jk2sEshfaxy4sAqdalJg/AooJqYxZ7F0YKvTZI6EEmMNU0znN1kNebk2irIALvW7MQejAfQwUKGhxNaFNIpHqfi7K7NWTey+WRdEcVmYeLL/h+WKgvzKNonq40JScGAC1UhJiENbBT7y7psYwW2xgZlKTshhRUFBhw3R8pSkM83QgkUdNTWdxQMg6UJ9pEVdnAOYxi/vpcmlPgLsduXuTdugENBWwe+QZgRSAba0bcT8jeiwFj2f/CMJKTaY9OMfaqjwa7MHTYMil8evxeGhH2H9WKbUQhv24miyFhOomyy4rsU9KL4elhkblbSNuw+ka2gwjAMT7FlVxGHi5IDCaDAGmFFDJKGcKspxMnbFMvQCaBh0jj14alEiQMPyUhXwJJYSNkdwqXAZkiOh+vygzgUAnFCrXT4rdyQJfEGHkvV51Hh3bYmCarNBPa45zLQgCtnqEqRHus63GfHt5V3wxCDgJobkDB3PbLsIGNSUxg08y6FDTnvQEhqCmz61AqoY8Cfht8qIguHknN65tIrh/JNPAhAAesoyOAcx0ZxPDwH/rJlZVCIqQhsSwgzsYpwLcEX/FCORCJvCA==</script><script 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Fk2pOimqUT4Nbf6wCCjuaiDckq6vLSJntjc94Vdw8ZnQj7Vmnqqhwz0fnc0+yam9Wi8JbUWnW5nGo2OM0WtReO7LKsyao3Vjf4t/zcejChmKyqVzR7b0oyqYcgH6mVD/ApAQ3nH9sy34mn8tR52VMF9OpglizqQ4p7b7/A08cbapd+PzonezrlMce/CzXndXZ8gbdRdeBoF3U4X328wlU5XS84m57uC7XN1HewGh9zaxSo0y97foHlTe448Irdbz6b8TwrM1cRAG9tN1UfDGtlvKDpQHYR863a1SazV7eokqkN5lAhVsbc0HzV/Xr+VVl14faOTli7d/jtu3Y0fHqpv/P7JLbfy1lfd4XD87VSMftT43zs1y5JrXxt3ILLpuNbjAkm5A1IFybYr0aqpn914i1tq1X09gsyv6wZLRATIp1BQDY1Wn62+mERsKtaQPI6/kU/cNDHwYmt2QUXbrk2Kjbdq27JLFaxVFp6VOveofBNF0yDv02i+9WnltlEsPsaLmVbrpK3Eh+72s49uOzv3b5Es14s55UvTJWtdY4sSYzFzRZ8ZBnxdRD9W26mV2VVvFXVHODcuaWw/0qLBCn1yyHYprfqf6DeYaNU0Q7v3Q6tuBjqdBHYqvS12CRUgyriA3Jq38yE/ZqUXmt6jrqeM486yGo5n13HpNCZ7bj3HDuD09kjyHUDD7dCrz8M+/pp4w0SJmh2hcTtfBtkSqvaS9xsqeaPF9ALAlhZXGbW9oKiWdIdUb+sW4S1i1e0iwTtGGXfsPVxrEMOQXVEN+oZsi5anZPSdLqbkT5Qaf8mmpNcxdvXX2t6QG4SHthc3ZqVqZBuEBxzZ37Ts69URvaiVTU1ib0VWN7glyb7anOrZpGxBkGmkpZ6WqlJTJutcEopDlLc260/oMiMe649RUlxSVzlrZaJfwlVq4yesXgCZo57zw17XHaV5Pckua7ILd6na+jqYLaKhXJMZB2bIFt379e7aBlWxEZ+HtG51e2yLmz53zvGvXYLRneEkyNbblRe8br9og9QgxUfO03ZXZ2zmh3SbkVMnbjq4276r79Wt02V8u0K9e5yO5/MhPH44VXH0/7P3JbqNG8uiv6Ib4AAnuCOJm7ZcBA+yLdtKLNsjyTOZeXgwuDQljimRISXbMu7Hv6rqbpLaKFK2J8vJyRlrq2r2Ul1VXV0L+X3vYyq7YN+bt9zNvd+XrJ8nvjIgbywhEo+7bSP2wZzcaabzM9hYNrv1nmF1cNr3DSUX473n2fesuovhDpETzNJ3233dD/hnzXn9qqTNZcQSvxMKA2//fYO0FBVOmnp8XsR3T1t4fFbBomkCj7ZoFcm0doykLxrWfaSwPzo0ecr8ENduMg3itUTJ+2VxicDW99Q+jjPSfI8IvLLBcSnx7bIgvdGJYC8O2lALV7BPsY7vJM19Zqj5JX638bcMWWWQP2GY15DZwEIPDfr4CvbvXo6+VGxbOXtcCRNbRom0l3FqyCuBebNcfI9SzyWianY47hetDvr+DvjH1Ok7xv+jgMGvjOBYx4hIJS6EsqMuWH7M4JHlxN607NcOw8teM2fOjzvu6id+YAGdyMA1gCINdevMVqbMVf7xsGCVK2IAXRf28q5lXef8BHszvwnZTpjX15hawKzN1pk7Hj0iH46gHqsPr+h149dHVOWrIj2MyHKS2DUk4HLh+fWuFYOagrFGXPlf+9Hkt+CXQeS9oM7mb5mps2B7ftx51qefHjel1yQyZ9+wajltrdq39MwljlTmvNI7HXRHFHkijjp3CzxnREGEQVQOLC88MwTSB7qq09/q3vPbNtBfwUT4Xgr7UUpuqk0cUJ5L6x9HyOWSwqEYYz3APQ5S1nFUdbLEJ2CI0ofitxx4oI8pTf0H0QBFSG1aF/7mBbXMmNsOS6AcdiVKa3Adbv4PrdqVVw/q71/w6w9wGNtZaOwwkZQvTZbAFi58tqOYWdGOvVEdtNzHvaKCWhn3PAmMNHAO/C0/3cQOJLRq518LSaTvW9iNw3Fx50X2ofJcVGKjSOGidX/GAkv4H1phrsjMfPfKdAU69U89u//YenbSxf1Nbm/ESEDaToKCFcTepZ6egAQZ8sAOVObCS528UkMZsAIl+hAq8IPoc2SG4cG7ro2CfgU26nvWACRxVoAccqoFFhnBP7UGt8CztQYLTGHx0oRk1AWOemDt/2QlDItMwXtUPUSwwwJlHJn2A5BuEeby2kKKBWbimAqMc0wWVUhTfrNijQVG8opqjxyV6+b5kP/Uhcx13tkDXKyIZOrNJY5KslZSARTiwDEIIT8wnWIoZVwc7X/KXP5ZylwKjDQ/YeZElDjmFkLMJhzLK8u1hSiRNum0FPJRSBRDbx+sIbZeBTSPd76uaOjBlt+3yuhBn+MdtUgPdvlPULq0EFDx+qZocMvVIY4shypcwQ4DZuqmHpz+fyqtvqLSKl/lghTJgYUQQEN9sbXZQjuE8H3KvyZGHxGyVRzziMKx3zmu9w2r1h5e5E2E4qD/VMTNQyoOjX5uorxLAeij6+cepITvWXJ3A+0gz/inVO/3L9VbhGI2UcoA/1MK+BDeP6WA36MU8BY2meBLNfFPNeF/qgn/xasJf1yCSi/tDKUwS9UhfrMUM6/B/afq8T9Vj/+pevxnq3qcp16+Ub3kg494TXnlg40fV5L5cLMFajcHT3O8GeGuHbkTtrPM8+E+vE1x6IPP+U5FpQ/2482rUB9yv9+sUn2whyXKWq8riYdbLqBTvkm57IM9eaPq2gef86cqzn2wt3/Vmt55BVveoxJ44Yn809QQL9zjty1CfiCDTZkS5oVHcKih45p4y1rouYeet6uqXryh3BR9r0iesI06mpshf38E8mfzkR2bsCGXfP5a9efzC/2+umY9ewDBuJfO36C8fTlonKIo2F82NJtyYy0B0G0UhPsi33ch0TM/m5SzYeRN5ntrFO9C/hoEMxTRE5aLysMJOakUys+5BiqudpiTG7khMOmCUlgKC3DQfUj54FxNvAAVdbG/uNQrU95yLzP0GMz6zqA8LDCg/ci5aLvy5h8IKi2RvIWDrleCLjCWXWi5CMXjZ1NAqjm6f0e/Kgsxwovjj4haLYS2nry4wET9OZIelwxKvg4OXK0JuFvMfSC3z7X56E0K0LOQ+liCyCtaU3kDB7ixzaZ53jICjyzBAcWMFeY7Wzi50Dy6Hy0TRSoL0zdpXiMk8P3OuvtxDpa73sApkaZoM+FSgQnbi3sUVonBwVSAJjyD7XvQ8+cAamGkX9nKCsyoJBZClyIPXlmD+lceQ+ZMKjMfO9ALIoo3xZzEc7Kpl5uf7RxapUZ7bBJ3jojKZmmK20AthpQkjS/zpJKZ5hF8bEaTvcEsmwjll4swTs0Fm+yPBdiJU6TI/DrGMeRwBCFceG6pvm3lwS3Tv7epBVDmiUeVEXhV1r0yvSudqw82XTcuvWMzaAURsrEY5XAwRCx4LIt1zNKWKfaQIqXZDks9q2ySxBShFH9J0fLtERtomH0LLwnNxaLYqWcPZjGc4xJpy3RqZN+Q2gefHOxE0WaSoKQtFa0M9k4toVQDvhfSCG4xMXBZ5P+QxJklMqbvQn9d3k1JYmunuTINvCpx5xZzKoNcIutnguzRbAtv2noXE/dIR+SCW2u9hRMzfg06qBWvwM54Bh+FL2a/SAtr2b/I/HPJMG1l7qxnkMLVhvGtYA7V0lla10wUxZ5RNLGrzMTW9a29oTiboDJBz0HX2T2IJVCQFPOCbzfAka/D90XkbopCJtfiwCJNXClLYy5+Icxz6CNd3RcDR1eLgpDizrgYtGDsRey3R2UAFsDivqGAkpGkDgZZjGIOS4LKKK2CmO9XBEwAd8MQNB/vuRRShlRK4eUG3u5GyUlXsxvhUGazDSyM7qUVzQ8k3cQqnt75dn8e3B2Q+Zf/6/BDYNXlSapsRTd+8cdzDZVjCyNv5vlmJJxZCu7IEXwfB0XN1vuwShNoTgNHMdNC7RVrKTdr3BZwYXFEoEKXLIZRgmjEUawY8DSwsfjKYso1FnEHXBRXHj3YAnEzV5qFVIs3SL4ukGTczCGF/o9K3i6Rt7MFlNFItrGLuGQWbONV2OS4s9ep+WAjnPb2xvMUxueK54EAicKtvbadgkw3RRyZj8wZm5MiNBHiPWd9vabWQXAMu3UOHy84MA+IxSRXRTHE8WXjTJKDtqumQQFaLlEKYS9C/jGQFzYgI9JBicFhTUxo2nVintkU3hQw/OZi5uMkl6XzeAHqVub2lH9R/OnFWsptwwqCeAHEFRS6h96DkwttU0o4LC1XP03eFn5WDvZBvLViuV0fs2rtlfF7sLg7TkmkUoMrXNF3H871/tOUwAD1GDO/WD6eVZP36MBSvKeH2jiAzdOtYeyLyB5cCqfgY5LEWafCilQQnBJHcT+OEhijHOeyDfDC07yBcRgWO0EjFleYeV5MGTQPJpQPpAwR7EM9jBTJeBKe16xMVErhVg7iUzwbJw+nOAPag5mL4xGX+uSZGDxR72c/FX7uwTZysWdmWB+YYeGnrcHnQsInfnaGo3/9JvOh8LMOtJCLu1YYKZtgrPDTD7RQHLdoWaYwgq8WmMoUXvLD0jjCnjpOBcb2lhWgCj9uGzUXKcbQifqJ6WMA+wkGlheBx8keB+EyvDkUfb2FFotnFR7WPtSiSLfmqqCXWj5qAaREBsSlxMx+5AJocSbkhqNng3Dy7GnFWyk5kiKNFWhmgZaIDGcgpjSeLmf76mTtxaY+jNMvis5KXhsl5+RwU/mNSC96njinPlr/XLwzRdrJbWEZ+Vhapn7HXws/eSdeLoYo2j3w5t7Me2FOpnp3McQgwmuB+GCp73U0/piLyHMOk8l2XfEiU7EDqyR8ySGll5zIs8nCVCtQLj1B408+j/iF1w68kDPKOmavznPrSuDwli04DMaDTwUbPgDcew69aFXk6TLXi2j+IDS95gQYbEAepoOdCPmgmJ0L+GfxttcQ8kHJWCb6choxB15AL9pnc0uwpl4Y7g+g2QTLmT9ex7LrODzb3MzaH2jIQaGTcMDiWdPy5mIbOg9OlvXA5+dNG4emi9CCPUhh86BA7Bcw3G3C5kHhTVx3Hj9JV438WUVoCXe4B1noXLjcbFocZoh/cwNZMnC5YSwcLvGVLDib6/CFIBe5Vs+Nyqxd7MGQLiD3OhxtoPDUFWlKgT03KhtYYrJRmO/h1LsRMDIQDwx9p9hzCpWa5TgzGgixgl8Cb46ROfszPW6h8Gk4CUoiiLva0khwRpuBuhGDtrYIDjChnfgiQ5XIyloSechmwWN+Xq892GdebC/zEgnuwaPr8CNQaJpoN5bsKGEXYfG7Mdf3Q1lsStnwli1wyVKuHW46OgbnoATdg1dyoJldWhLz0G3dHrS7/abhPRikDR5m67vxCmLwzZis+mGFIMZk9THIh5jfxYySz0XRZAhoinh4jLnoRRGDtHxIeexju/uaJ0kfKUpGmF//I6cVdDvI8X7LweS5cvMvZg+i3+KF3X63sIP4eU4yOciEduTMYTH4o5d7HXk3Gi8szEuo5QxPFipmpk+mhFyTYKaq8WGIInWPCVDUGeRHyIKPzw06ycDle2WuAeYWK8tA5hav2YLLdZvIQB9IfJyFzMvlkYEbB5PJ/hj7DOCnQhOEUAUXp0DOlW3oPLjUTxzHPvJe9inKm+CCBDCD3VrR9y2UHQW4890/96IldsADnjplCn9voYVcOa53fT94OmPzvOvRdQxKRXYeeXCE2kdDS0/Uc8XDNt5S74fLqyUCP8vsbXnKMYLxrZ97hYRgUZBr4wOQs8icTPK7vCu3x35o0BThFLMQAQr74XD+c4ycAIGOniMWmnQeygHLH2A2hd5+KMnMRiG6PeU8bWjuLxMsfz6weEPKepN3XbgOhCWMB2b0kEN9QxbDp9h7ZJcYoHlojch/Ge9aczrADRJ5Jk0C8vc7oye/52bfIaiDizyaBk9oUz80MoRbKw2yD+7JW9j7eQZAjM19Vz38xxz+gQBYMWR/eLuAOLAEXB7t/z1MM4zUM9lGDhTe3EAcPaAysT5XXBywRw5P7rUxUOIpqG0PGZnAwYghI9TdPF6GaMlhjqxNug4ZAkMAPkK2H8YikY3tln+7BR1jBrolOvTykEHQXh7XgkF3geGMrpd7l1DIjURNF5RT8RZ7Si1ma96Y2z8DNnmj88z1W7+f+Mu934+4fN/67RTT7Z0s48XuR56a80cz3tcwD3jdU6RmLQZOeM/vcJTOxK9GESw7zuNWYq6NINe1GgBbMFnBsvVjD0glYtuu4hsAUm/e+pk8zbsuTFc2P9UOMKqHlmTi3QEgS09xC+kumAu24GwMHkJceRfQJZDyC7qY+onc2wGzeGCrnbO+JTR3QAAjpmHfzG9CtnO4V+YKaJ8HCMm692cs3PnEq2A+uRXq+9aPtH2xhStQAzN6/g5AEWCELjtwnHTMxfa2R7iAhoBMZOfPS3/h7eYu8Ou1idU/DoRjpv78rhtTCuD8TXPr2ZQIdS7e7ITB+Vui2TyXyhAMj9Te3J5iWrsLUGZzWvSC5c6OD4GN2btJEMQ7aPC7fhkJ7reTkXFq4vfru7FpPnGhe/M9rIfnguFhbva+GeCcYsjcnT8uQA7OdnF45MbAknYEm/Dfn7y5EzwR72QuCP+7+UbJ0S2wKHiKWXRDQYw5cFhHPpZ5oiXQcuH5dZOHsG7tQ/px6k2mPr8uWqNj/mNg111o8oV9ngLx4aHB2YTxA9v0hbGrTpU7SIUg2ftTBRRZWEkB73tWfYHnIf6XQCpeXImYy4BB28ypuFEwqzieS18sKvZ0OX+IK9aqAoehmFVm1Fz8k2hw4geWCQMUQQpm6NXjdWm0AQF6wsyLEeCJYUDvkE3Yc+1bvKuj6xCv6mdGU3m/JAt7Q/hpmWgwddBJRY4EoKcVUDGQ8GIVMvTHdBgGe27MxPqPOAnzYFHx5jjOSmzOGB/6v+MfK/9mzyFxMvw5+XY5xwLOTvLFBzE32FQWDjO9/vgWE2xzx2pSePZoiwKExy4WrOj+puXfS5QfLVfVs3RBzUOwZcpjvkMhy9dVE/xzVQd8r3p/R1fwKwNcrhzfO5XVe011uGMLkX3/emJ/2mJgr6iw9cfXp/oTV5mSqabCZH4PorxTPaZXFgA6Fu+t6h/l9v74/O5yfSbTIF7sOjXtwyuciZyrdMen+S6Rdrp4Omh6KZLjuFze3kRxLZdc8egkQa/KF1EMq2RWg8T6MT8Y3//6iKI38ZYv6wBe0i25gNtuaZfWP8JNsrTb4H+iY94/rnVFsP/irnXfx2MtD+MIP65jvDbK6Aa5F8k7TFlWsMjKhR0QGCx/AGSWna48uG3z8y6o9bwWOZCCtx9obxmvy75tkLvQMbHQqrTb7Tfs8W8O9W1ZZKh4nZgq1MVvNg6bW821ezj66gyNXhHprRvGt82fX2WDRJtm5AegL4PGdkWvmc7hrzGzI7aoxubSZuIDvd8cgy9Omzy1EkyYmaH7XUPI/v6XMCHC8Q+2NHJRYSSEL25NzFHqheZ8kZvw6vuVXirDe8pzq3WMiBjiYQaX43OSe3mST53ZfZVzK7lz+0VApyzs/b4k3XInea6DvJWlv1R58103GVl5VYRBCra2xmF2jncN4s0uNsqdr3NSRVn8xqvuOdb2CHZMFPJi7/VLt9kyUc/S851TH2TBNY/V3DWf1ibQETzuZInnwN4z6OMfxAc6p+XyuhjreDvVZFo3GeXb8UI0LTxS9szcY9BOxlkGNsNkj0TLMWwcQs3JCvkaibATdxyEOanLsigDDzhZiMlLc9VRjkJw9UOpTnfCFm59COwmwco7s8ubOJl6OVjO93trbwBjdSbp7rHfMbn4XV+uFW0NJo+AsnDcu92L7L1GBgFO3rH5s8sBZTXoAnOKJ3Dy88EUwvm2KokhzG6HoGCNotXhmq8SPr20zk1TtA0O8jA3O4LAkDHEB+sESvhgcai6n4A8328dkhBL30eOPvYWh0AvPLfICpe4cc4sbE5MiwT25g/nHvP32b4FWHrYRjmxTxuVwMLd8RDIKAy8/QEGAvI6WExB+znPuQwTkDKXABb5OADJWJTneZ4BO53uNS9nodD78XNkhuGh4YhsageiRVJgZGEF5vONvQzWAfNSUwtIOHvMT3LrfUtA8uE+C/aa1CQcv3QrsjXSQPCicKf7I622YAuMifIJHCaUTyxKXO+zcX4FnvCZWbhR84GYKOdWL1bXbR9WXnRWLk5+CNs2KlZWBVl98K5bYCYZAHPjpwRwyK9sSdrdRGmB+GJYlPawBDyygFLw9JoT7rETvgCdhHzD1k+WsQfHo/gyWO61QG+g4BydeNFi6uwNWRIYaWrfjFDOzcO/hZjNLpdXHmMLUSIVqa2xF/koJLIB23modGrvRvYUzjt02ZR7Hc31MHLIzllXAhV+Sbm8MHWREj04CFfYMyxPUq5DolrPs1cVAi/g6VDOPU24nEV7s5WmoKmr+0HQd3BOI/C8NDQp1FpcA85CD9XsPLRt/7EC0MVdqQichz0Ld8By7lTcIDBieRd5eZggC+P9d0sFMMt19ywADVRm4j/KASwVcDJIpngT4q70BLNB5qcjKe+GROSVQ9j0e3oPKGMx8/w/EINnKIvJ5VsEZh5Ucwgx5KpxUqKnNALeKOdXO8liCU38nJkU+ZCTYG4/VuEuCjSc7bI42YSNxUe3ftygPHMoyaYsP/PpgSbiU4A1o1yKkughP7zEG1MmzjQi2u31DeXeqGAzj168NH2un+DGeGQHk9/vtkcfSPO3Gym/uOX3u/GhaeKGclEN5YC315pLWT5otkRKATcubpjZCF4qgMdPDGgIzOqAB0tZ7IrXfjNPtxSQagvsPVBvwx+gpjV4Plfo7GYd8ufjvne5nkmlvfSykKgyHZi9tVIZazUpc5DKeQLyK7qz4KlQpRlbGDAzVSDskjgHcw/nYx2upZVg/mGl5wsiijd/eO34MojHVnAvDv73K8ZeDOXVNdWLoX2v2uZ/nfLhBZH+SsW8i+EcVZL7yJq7f88SsGVrq5asmHpsRdN3r0v6T4nRciVGSxUO/VuWAC1dJ/MvX/zynUo5vgr7nzKM/5RhfKMyjGURitRTPKbS4ZvVCTyI90dV+itQe++7VrErXZPuMOzbVZg7iFS2zFrwVoXEipbyesv6WrlIf3CRrKJIb1GuqgDaf1B5p9xG/pr1iUrC/2Gxs0WrtpStrZIHVTgIt0Bw7VvUvfjOgZnvkcG+KGLwRinoS2P8LVLJ/+Gp4Hej/XWyuRfPzP53S7j+XnnU8+D+onnLv28W8mLpxd88d/jfNSf42+f7/n4JvA+n5v7jU2l/7zzZo8XKz41wlABHRDduBirmhzW+Sxjja8LLCsSOlYoISdNub9ws7Ucp7669w20KWSDKu4PG+iM9ro50pyns7LJxPbUPuORRrZyM/8uI2mKyrGhli2LZ9TdSpNvoqtgNvT1cJfPz+8Tc7/Wf3Zv03fcteB/v7XD6+6t6vJk+PURXyF5s/8rI/sjme2P3bXM37Hun1aCyCQf6JGHesS8/+l5oBfxctbMrmd/fe0ow7UJcx7/nMuv1ri5tgsGWh+3hxVNKEA/vh8FeubsP9q2TZpu2jYG/B5L1FMhHhGHiScWnPMDDiYuKpfP586c4ijJ3fTlgZEE9CFIkIQgJDO/QMGNy9nm79ExFl34DoVRmk/3Qy0PUufQOPXB5kCrL5ZjKZkDJgyswtGIkmea23w+wI6vVLqBDdL0sRNbLg1RNEOulovMgD5D1ci/BRrwMRSyJBI3S+6SZ/O29xQeWPZFGjZ4v2dfOHu0GfeOKBMVv2ncqzOtFaXYPYx3mvSd4QoFbC3Y3935fsv4+lWET7E2mFA9Q6NiOtT3SERc8a43mZsjf7zxxHdz2BXJp8VKp0qFuLl1rvAVNxd69kf39r5DIzVwuMMP/Ynq6PzV2AiMzTxyCG7KJF+cksnnDHEiHc9GUTMAyZNCwx7Cwz2FgmfstDiLK/L+3mL19ZCB98aD18oHRae2kCFNVAPHs7vsODJ4JYl/xsU3cHXUn1Lzela3xIM6yJ+glcahw9u7w08MOz3uCZs0FXTOVLSzw+mDbY3DeIED3u9cZ2FM1gMLqPX/xymZQZTgKf4TmWukDlie3+GVKbvxn9lqiUKCo9FQXvsGHs2a8Tdhxml2kMGri6QNzVhD1SHvs60IujwmELBTYeGTi//IxTccE6KRlF48vqbUVsbQfOVOEb925db+Fmubs4NpnnA4jKb15Bp1Cslzge+Ru+skzMQNRvZ/99C6eWeXz9Qe+ny8P3ymZfYE07+9VbfvIjN5vbMZ6QwNVEZvSYePgn8TqdHgpyhmoDtufChqD3sLGs9eYkphKNrvLGVzyc1KJNs6p8Vmsim9+OvUZmwXIc+B7vCqRk/QrW+05pG5D/RWOqhtnrohCq4QUQW+BXOFTWMInIY2+tTe90muC9G73XyKWC4Z5T9ZYjOG9Gx/Y9fgdebln5mK6h8LFT29lALSPyA56XDK3QseWQ8mMcjLbHIhV/UMStZRVV8m5KXNkL1blSvIN4No21lFjtMN58ezdDZTy+yzgGCF74HigXJFvNM4HFtveaxGerUG857XxW3LoRNHHQNwYSG6jgPOrDF1lLMdHB6ImxBKEKx5Lk09kRSMJBSGkdR7IwZfmJ+8abB9PPli6fRbsJSz66d2vcPCXfArPgMw3LCG74Ddh3rcWxV7bzB+pQIMQwDRUsMyP3v6J3YZ636k6xjC5qyrrezpffO9iUMX8H/4a3giF7ry/1wmuyK05TGrmoLdri2R+fp+9UbYILU+vGtgPcNBjbJ6zLTKn2AgUGF4qaNcY01/fdIjFU+vmRcodTM25dXi79EiEiqKg+RNE2z02XXbLfU93TU/m5/eWhZiUcikqme7sShbgnTvzYQv6Dy8LZh9RC0UexfLCHTY0TKRZKiKUL6joBpL0ueLJgjEzxF+78v07VaV/bSrlV1amL1ll/ohD9/fKiVrSlpUcnY9OR1c0s9zRtadTr3gqlZhNsVoOXxoCxaW6t7f8eOmsKcdF0PO7lNGG795+yNdXRs4r/1v03JlB+UNqsZZwaS6kgL+P1vx2ls69NVRDmHBgPkQQjEUijfQt/3aXBaA3j5dRklGvsIFgC5DnEKWud+2NbcSBnry5Ezwh7AlzYTvczTfMO3n+c2swjrDibH6/pDnETGCysBQRxOcgcvYqT2sQb+39L8jIZ3JGdnch/f2NPU8TjrwjS2/0iNE7e0svAlYK8Be65jkVQ87X6oqUTzqiwAYv7lEmJVy57JHlkkDmXRkdk2frqPRMsYzF43NTH61/Puzp8BbZSY4vt54TZHlUmfb3SyBxKO+BiI3eCgM/SiQXMj0dkI+7jToZjZAfa7GvSUaY3Zwq+fkt+fe6lPUmc9Pf24Pk1/exleTlX1grW514B4gSBiPq2B6FdhciHbQ/mx4eYEojfw2CGfoWTtgWaiYsNMKpQCrcD3Tr2VRzZM7fLIKQIiD3zX7m9/cWVJS8YDxl+8XmGsSbifPjCrO89iI0L9x7keSm3jMTawDvvS4433lpFhYJQOTNhNPHTjjx8xsqJIVqEx7nnLIj/S0sljDN/7HVvUnX74EojIJ5TgDW0w64v04WDIuqiW+f7uT3M2762bGARcJnXl8Zu2DN6lJljMtFxRwuBVywvm+J4rXvUL317YuyHpGopHR1zL9ZsUvSibCGYG5CkyMKOL55ncU/QfFEBB8B1WIGLCSVw6MrWW7xVaFceY/ZssaXAu6BeIjQT2pxXKxTKZxdbggHkW5Z5KJaNN+bZmcdb/EUnJsJ9hg/9WAp/BzJcbCB0YMXhhjznMNOy0baHnIuxKXnlzi5VoO/d225ctCHKtFlD2FCgZxMg3iRrfy2X3s8sl4cZ0Dpls+7cCqcf2rDUFmiIs9JIAt1lUP6la0onU0JrKOKZR1ZzKpUQNZ3qzL1tyoYVbb2k9xiZhj6q34Qg/oenMI5CiSNSAd87j3n7rjtk/jOwm1lGtgqe1UG+RPmehsyG/Tq9duhbeTN+9Ibi18Q5N/WHn29W7LK0zHljkqWFPoOJXLKOg9v3WXfLIGZCxent/E7/m4lRripaWaGoEcUCH98iyTp7+WmX0QEl8gPeDjL7ZDFSJzeI7tE/ncobW7Z/KrHXqK/WyjhG2WcOsajlG81Urxww93N42WIlTkYrwmxBRnT4orzEmazjLdWO5UF5vzRjE/85SsC/jI13HbwgQTs3IwXp75HxUG2f8SkSF0XVmIXEZf3DBgEZHKOvR3uCtvG/t0wEUMDP7Aee4q3DBcs3gc6WkTMnO1ydkj9D86XQD3SU1YC5ef2wV/RHz6oinLbQk9PwqIkoHBiCJdhemZa+83kBp/dIZnrgWprP+3JVbUG44sDKXeKWl844bkcxexyMfO7sSws6WyYmbn3L4Pj4+4ubjtZjLyXfXZ3PucC4I2j6g4YLN+guPkRh6p1Lb5YSdqj5PhRqXgPDmgzVHlvRKUXCxLsz3GyRHUiXH2YYBuGPaemE1v+LOTguO5BVDmNYw4+NJ8EiDmv9E4H3RFV56nADoZvVpwqYEpiQQ81zxmghy+5uV0vKbdAlfKbM6fmaCZzmhZrNFWl0zJ0nbVZ7SlwXe3m6uz+rHfevbsa3191ry/ub7unv95c9+7H/UHvftA763fvx+Or+1Hv9Ob6bHTbvcCfxle92+5odHpz1rvvn53cj8Y3w95trze8P725uhnen1zcd0/H/U+9+xtorz/+cjHsnvV712OA7N3e9k9/BdD+uDe4v+z1Ly7H97e/3fbhcf3r/uBucP+pP+qfXPXub3vDU0C67V9f986gM6MRPH50f9Uf9Me3V90vJ9DX+2F33Ls/h4d27876N9jG/dkdfNm/ub69uhnfn3SHo/vP/bPx5f3osn8+5k+86sMY6Vt8MPbubnR/Dp2+GRLU+OYWpuLsrH99cXtze3fVHd6PvgxObnAmxjDm22Fv0IeuntwAKPb4rHczOu91x3fDHkzo6HTYv8UujGDiaL5G1OvR/c3wrDf81O99vu9+6o67OGN3MMRh/1P39Mv93fDqdnhzdneKuPeXN6PxdXfQg2/P+zAfo971qE/T2h32urd3w9PL7qh3fzfqDREMr0BWwGGBkmtau8UMraM0m5qlO5qlNTsgrjHtEN2Rdh3QO1qNtqt2mM06qgv/dBWIIn6c8Et11W7qiunarqOqqmY6atNRTkl1aHecjqOrjabeZlpbt812pyEYSc1gptWxTdNps46ttZptQ3PIcq01G2pDUVt22206tuHqbrNFdyDttuE4ervZMG2XNTqGazfVK5DCIxRCnUarYTaMdqulOJreajfaRhODbuOa0m4pqm01HVe33VajaTfcVjAJambDVli7bTtGq+0aTqvptDV5ruGpMaBRxTYt2AItu6nYjZaum800ILzlMtgmptW0Gm27rcHwG2wUMtxEimnoVrPVVmxDVW3NbRsmuerUbENzO7ZhNdvwotlGQ2+JjEwtq2G2G7pqGqpl6I7imKo2NidxTbdUGEHDsO2O4raZ2rStVpK+yrY0x7asdqftdOAHvWE0O/xSS4OhWU21o6tM1x1YM1cxKS+5pZtau6M7FjPaqqq0YRmMjxEIzDmrmR1NbSkdV2s2G03DbTasFkNaABridHbVH435rrq7hi/P7oFYT3vDHm6+ewkl9t1oDDROGzi7HYa9qx6S4hlsRuQcwA2u+rBVkTTp51H/a+/+snt9BmR8egW84x4pdgRouOXGw/7pGLZ4b3DzSz9pEh54/es9cAnY6/AXOgPdGAMKcJMB/XgBT4KzFznjKWrDabKm29JdoDtXZR2Xj5IqxNUMs+E4pqJpLWa2m27TNRvCYwp2gtuBjdBqwSaB5YJpb6vKMLCCRVAFpu0wjCuuDtlk6ZtRTXH1FlBBpwEE0GFN5hgNwUtH3U8whnNgqTTo0ell7+zuCr76fNm7vr+5Rp4DjOHm6up+0P3t/gxmvXt92hPMqn89uoSZuB8Pu7TLYV2yULD3ExZ4L9atD7Mx/NS9gkn+BI/8tfdlBOt2f30z7p/3T7t81cQSjAAVcegjQl4CDzkTHJ7WewQ8DPn33YA/mbjjqA+zD60BEnHn7q3gkve3N/D4EbFYwTevsIFM9yUbHl0DVu/8HJYa2r8ed2EesEvQKZAZZ7DCI2wD/9yOkjHdAuLNMOX796ddmND7wQjmAzj66d1w2LsGlolCqA/N3gOVnPYuafbHMGn909H97d0JjAylw+fu8CyhYC5/hBjCoYrJOL2BaRwRqXbvQF4Mbk6A7cIKnN7xybsY3tzdjsQKA5mOQTyMLnownC4sLskUEAiwZUYgT0EK/IpihM8Ob+sTCL3RLzBzAPPxDsY9Gtycda+kMOU9uoQtCP3odYG/jz/f0NTcDL/c90BIDkkq9m/O0j07oNbkJoU5G6N4gQbWEUYkGmn+T0EOgUAZy4eM+P4bnoEk6113QfSeje5ub6ElmBQuVhEPucH4y21vdHsJUg/X+arL+QcoDncomkkMrsOOPvdvgS9APzjNji9hdnCVbq5g1pCwOR+B7X13P+6ecO1iNGLRhK0qA+avlg/BI3BgE81FimFZOigwhqpZhuq6IH4auMkxL9oV8v+mougg+4C3t0BMdRzXaTZRqCUFDzpKqwMSjXXamqoabaupNKgFcTXbbqltR+kYzTY03XQVXXXbC1LQKv/uPSMnOWOuufThxfaxpAu0+WMFiyZX8BxXYVwQom9FHCwjm1XQT65iLiqqZvykVHVDg7+q2taAp+tG0zAaWqOjKYpmGMB39Ibe1DvwB0ag6Q3oZAe4uoqIHUPBl0YL/2pN+tBswl9D6eBf4xp9N0p3C7vT+okaUrWfmhH3GSQtEkddvJGm9smMPDyDlZ8aHKCq/6Tx2dE6uo6jbOg0YNAhNIU+6jhQWOGfVK2BcO2fENzQEK7ZMdo4lA6fnk4LIVo0LuDs2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</script><script 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</script><script 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9E2cDKELSs6jnaJx1FsdGiYRONHMVzQul0IwwNtO0V7oGFoqP/QoxBF5+IJnB0AE/ZUwRgRRgMIJXDYEugtErnIqgVbD40CasNwRQ+9EtEICUWSYGMmPOgn6FISjHcUzQXFgKHjGDYUDq5CrLfIRvGaeJJI0Cj+N1qn8iKqhKFcCLXlbzfe+O1G8fJB2NvDHUqs42SQeNLiCQx9NJIwCuWCqkAbf2kccSoSCpHwF/dwJJ7zCPD4YuR78fWgf5j0VRFQlKIIaqPxRyMRHMAjgoCRBHs8nkMnoKFbADV0JBkKoBMQHBKvBIYbhRQSAGaSTiZpREAxtFKITnzyhHsSRxxEWUDw0CgACCIgCprD6Ah51wRERuJ+kAwarxckEREnk7gICn5FYK0ysg4EhFcmIxH/pKtSCS1gRlAMEyCgvcCEIHGXo6j3SOsrEcA3oLJoFIUYyPkE5PUW+rkTC4Eg3yHqyRKN9vyHT1AGEgZHhPCCVCQSAngkaVCsCBx5AIEijCIrRSgahVVEb5VATJMBAZFoACH0Yg2Dt45ipJFECb87I9BKDIqZhmHvv1yiomQcoWTEW42BL7pep9FckAi7oSdo6SmGQx4QawKi0KoR6s1RziOgfRy1AGifRqvSIeAEeBf9xkSL4ZGRBGJ5XkQJD15RjC8w4zChRKKODpWJoAgPEfii8ZlnoIpFQsB/I0mYZjRk/2C2SwVN4rIH/yjpJQG9JKB/mgRU2iiHuXgcv56iPG0mGfHUFTWaDBFv0zF0mF2UTOSkRCiZo2PeS3Xa0xVeIby1bqwp0PGrkRiKhYJCndXf+TSUePvTEPH1rxO2txsm940P9U//egvFo1BvEiAQyiXpV97Zoulo+EMCR5Ur7cRipJYDCBlI4YBqXo+9CYBKfN1XAa4lw9SnJYQwV0PEt2MYZY+8AHDxRI5D6Iu0KWLv2SpcEjQIL2wI1qUSngq3j7GNzB3jaGy+CofUu1Ac63A0DgQURkoM4StNQAJY6wh5ekQYYehGhQuF93Ripw6aFbWDn4ewzogKJvGAT6twQIVX8EmLaL4ohLd7IW9lIVf/ciocChGF3sxfrMLhqCUbFQ7+BypcHMPMU+FC+AFS4XBouVMqXChxXoULEWi5Hu7Gr4RCviZ3RoWDoZxR4Tzl+IurcFjnulSFC3mBUkIbFQ5U6vgfEp5GjgaHAhCi1vFX7jCOgqGRoVCExHOOYynmDuuIR+YO15VDlxG/iMa8M3VyPrflyHqI+IimKATUKF2SSpEcEFDJIyCP1b1HYE4XxYyOTv4+hVk08EGyzjAR+iM1QvAfEYz3UpnmPlWZv90iIMCtKCYguk6//umWVhkjGQLHeqL3YhSl52CWNcQvYeq/S70PjK7E+hPw83o09lMahUv7/QhRQP5ByLsFc+skXWfQ8Z4RRFS7z5ZAKMYhphA0L4kk7UkglB/4fO4QRTQKJFASATSJOBYioCiSQImct4JME154K5QFGk1irk1tSaAIuW8ROyisdGwvQnoEFPFWqeqo3TMSKELEvgYMHYOaptCTHSSBjlFwpS8ngTABHV0mgdCBqVsSCP4HEggTkC+BQkg0YAmEAz6dkkAR+rwEihA42lckkfwaSDTyIglUQi/S8IgDCZSEjn0ZCYRFxqUSCL35Pi2BKI+AkEIB9AjwCgOUk0gDga/ccRKdCAsGUIxEEojGEfLqxzkUHu9oE/thK26CH1PDC7BwQASvqC4IZ3E6HMnB6QAOZ7JfchRg0OTlz9aHtHqv5k5FaNk0tBV2hdi+Xsca8YOfbOXy388Fb+T8oC5+bCP/rRnhv8LzQ9J4IS78U139RUXvNNaDIJ5QcBSsF5vIdzILYqIEK49XgnhOB0H4l/XBr6+tF5H8M2iJg03YloODTRwVYvNqz29rMw+EH6xlHQ1qXafnhBVE6on758yuR+xH0SEC1z4ieA/qLeetI08drOPgvHYlCEATzMZBsPjlv2q8EgRlCe76y4Xr+du8VfWgH5yK6zfjBZfZhONZv+z0ApD4XfPdytZRs/xzfU+Hy/EP0A1Whf03s34sqk2rwbm7B1tgWb/9Xee9cqET28v0Mr1ML5oCR6FzqXTm2n/nvFawStu3g+S7B50us07T0sWN4VJn6j2djqNQ1xRlrV5WOS659WJ8q6fHm/fn6DjqZwRbvrBxIuje5U9fNK1bRuEIj5+dN0o8J1A8dOfwdIbN+72zQ/Se7K0zHBOXDuc53TpX8Yvn327wOb4LpzBl3euLR4XTxb0oXXj3ghTU/KIFjv0gr/BVmzpyZiVIsjTr3xyNVmrZSIn5Fv8ga0hjRcnrk9vmQ07P2rXMwNAzHX5kp2pMYck2lrqrjuxygxs1FoYzs7ip3XN5d9kRhgPXEvR2uaHPxWqq2VCsojxbmEpPsnWVdbPV1N3HhlzgZYERDJGvFfW7nDJIF52eyueVZpE1RZM3GGM8FDLa5DYvGcXHLPtwmGLMitC8tZg5fDObNYy2+rioaeyQb90wU09UV7zdZ/oy163yjaqiKcWu0CqOGKXYkoq2cXfal1r35tz0qd5yJmZWszQr82CFhly7ZZfxoB/falfuZ7mOWZx97i6H1fyca/bGuimLA11dtAZCxYPJHY3p6s27i547dVeDfHqmtqXH8sRy7ZkJgFi5Kzf9KD1f1h5yKtfuMwunMlbHUr6QF1pp1ro9mFnuXYsVsu1bqg5w5Vy7zDwtLspdfbVKuVNtODDbQmo2kef5kc4M+yJ/W2ux96wK9/lUe6zNV4xZ5PpOubVazrVada6Op51m0WqnjBqXUvmCNy3ZOcyLpqlPLDQxwwJ7jzee9pWxxneFlTyUmxw/mRsAUaFdaDedvjLVy3fNwkQ0pkux0m0PpHtinmlVq3fFGz1jWpi7uiy2stYg77pD/ZGtmJ8zc6taHXc1oy1MrKfebDw1i09Wy5TW5KZSxmprhf7KNdrOVHKVZmZe04rNYr7fZ6wnPa2v21NGYh5ad63OtD1Vl1pqsrLSupJdPZ64UjHP3JceDDRnWimMpFZhcKPSsCeW2fIQp7VcaMWJLlXa/cGgmu5YfdtdOZ/rQ5j3Ra+aqjUKmsIrfWmNUdWmMnCZ1H01050I5UXHHMg8ZzEjZskMb8P/BQxtlBksracrZ2rkF9VqJq2sap3Z4/7gkVG9O5EedDruWO0N5O40XVOfZLiU0vt3f+L7uZxO/mrYP4EjusDsp9EqA0pn3bZObab/Yhv6vaU3L63XvI8vzR47/XD9Ivui5XKUQuuHm+i5Z/LG14F+gxIlZPZGkeGNnOeTfpHIVlQMP3nTkri0t/9gCS1DRWMxvH5x1iCgty++oLWAD7Lwf68BeGkw5dKZh+sSZ4Mt+Cm+zrU1JWfcYXzf6K0SaGJKaIZiUezWix8nkcfz6ZTwvv5pkE4JLcegdNbb55TX5gu5Aq0TqvAc6VzuexE9/XBdIndJ/otI5wz60F+OdCAT4AniJsclfOPcMTjEZt6OLxvPpbwg7Le66fbpyNmh7U7XTw7RihaFGe+pXhJnQHP24XMSRVxAOpfqfPUzD9ch788H/cbpQtI5kzf0DNKhfNJBrwAI6pTUIb2lzVgsunchP0FASQQXX5gXlPyLTbdP10+f6nRs/zeRdHI+6STgL5w73l6Y9FaTAtc24nwA3oOte5cvaT4vRO6lQXhPL3C+diVYwbwoNPglF89P22M4IM7+OJtOL7A9v0R8Dbetbl20UrwdodeL93slCPfu9xCuvhjevUz/oClx4d3c5YT+Mv19Juo0z5YZJsV2RY3hBUNTdGksmDeFdLFRaVVseSGwmqFyogz2fkVS1U5Z1dqamu6auiyVVVEWRZux9IYly6xkszKnC4bEzpmp2i4aPKNZjKmrVqUyweFT5ukaw3JVa9gssrbI6BLnCjOJN2SOH1m8LM67XWbAjTh5Cbm1h80sO0sN3OlId8SsKNhQuaVpxlBnOSm/3etKQRBE23agCxYnVxiWsWWr+7HByrYmm7LEm6zFMpwtSZKmmXMYQ43j7AE86KKx9FVb63CSJYoa1NaVHUtUoZymcpYuMlk1s1xZNiNIPGNw0qjsD6bPZzXLtDnByjDvXHtnxbOcJoi6Ub2z4IR+eiwZd1aiKrNtGOaYs6qWORT8cY6NckrIZ4OBFnWpz91wrbazKjwc6KuB3LaFnjkxnvZW1z65Jvfxh6Uw58MC/NaUm3bLj3BMi27xvr+DH6UtZQJrNCX8s4k+PBkY29x9/fU3TfZfbT5Wn1ybsOqPheNpT8l4IQ3QQVh1pB+hje+HeIM++nHF3/aBfVktSzfFb/7NN9/5kXW0KUmGf72TahKX3Pekdp1Oop2N0Ho854WYSyQTRBj0qwTa8BgmQtFIOBL1fEhCMezHgbehoA3laMNCNEJGcugkPioUpXMEhYGVi2P1tUSXkDYQJmPhWAhtxFxbUOEj9H44h17nRrzDT5GTcCQUCdeJcJRCZwlGURyRGAllQtEdIofOMMohjY+K7f161tDzAIIGhs88rqMX/ShWY4kgqRKBd4BGiQh0ClTNKHp1HIoGAKkTaBMzeqMepUgqV0dZQyQCiOfxksTWQQ4BJAdDi0XRiVOx6JqRRBFAYlAeBhjFYArTyE2FQq71ALkwic5m3KdQsAMC7dWloQkP3uT+S4CcAQg6Mg9axbW+R1AUFc/FUZ9zHnaG0IhLNBWmZOI9XHWYeJWKxY5LMvEraGRRp/E5lwF4dkuEBaOnj+uJBFE68kgGnidyxF7uxCOZEOmTDNBMNBIiA5KJIutknyKQ4x72FAAEfibJYNdAj2Ri1HmSQWePX0AyZORikkH+N2AWomPA4D4JoKAEFKIjjnyuACDeZEQO8VwA+FlCxFWTxBsUFTvJYYCQK5hJPzwEyo4AwqPdLUcITKVDD0NK+JivfeQfhzAEbZXGGEKRyCUoGmAIhQCyE4VnyNUFRRYgY8/EkBz2u8FzCQA5hyEoJs0FGBKlLsYQmojCre/5r/8DJ4LgvXlwmM36PJgzGvVmy/HadCGI4MScYG/U+ts/NiY40sY/QGazpXnr9X3gGbCJVLIOCRQ4BPiOJf6BTqe3Rnud3tq1fRAc97HZTrQ9ZC9HfPOW/qUBcCaR+/56355vlCNkxIszW6A6RAI9dbpgfd/zCj4+vGCdso7uHOKKTjZ299FlFri/mOIdiBrD1aG/HNpBRRD+Yk7sTKdwr/y0f2lk54uTlzk4q3P7sNlorVYop6qFfCvfbGbvC9et1HIwz/IZZSz8B17lFpm5zTO3u81sytXmlqPwdyw+05XznWlFWFhC6nFnslrdHPcZI6N+qzkslG+sXGM+Hqzc3tT4vLicL6ed7tjRlu5g1Z+r4mC6UovNW+rEHQiVVKvdKKQbNS3T4h0l3+T1lppVjGlvNe0OOvBPamRTmY7SU4vpp+bYZW/iTg2mTAX3ijFZt5lttz9nU0qxXEtn0uaU0f/GeNAZprR21uVaXDabRb2upS3+vvzQeSTdYpRmubV8MhbLzaeFm6rQahf5jttjOgXxDlOrjAbj5TeE1ys/0g83EYuQgoJizCGWDz++j0NURXcJs2Zlqqnq4w/U48n5UHd2EK9tHbht+ktKaV1f+nHI6FzuCNgtfK7+DnAnd9h9s/Pm4APpZFMXhVeDEudfIURC0UsfhXcuf7SLPN9yRxdXCI9KxxeV+j4RX13ZOn1rnZ7JYs6+L9pKQnFCZzuL7KCtzmXHqLKCZah2vyuWFcVCYfKuffT2K/pbHwtD8S0UCO+9z+CSv8pqfGYs/cg42kAoejpyTnjd+3jg8Yy8fbHn7zPzJf18+y+Ybwe5SyOHSiyfiN1ntOvnw+GQ9i6r7/sAy89wXLLAly/IF/jNeY54L8rSX5Q7LFi9GmvO7GbWWYCh1x6xki7akiHOhmxFH61MOdvowIP91AfaNmKivkewNziBnSlPXdPIDfzU9T7234/84an862ua+CEa42c/9KQhfJ4d5tkTsoWm2FT3+M5EaFnS/+hLbVF98+pfy6x+9WrN/QmVX1OZiKYiDHoL1qzQWj+6JPciud0E9uSdosvmD+N/CHI82IrrY27uKIsY0E3pw1evfnxVffvdT655kRjflb7+ytVrr6Bwna9+/MqrV9+DH9eYq1ff/vjN4oeAr29ce/OVV9986xmZVRSXUvtLQyi+Uyh/e9rfZgxiEm34T6JQNugDhY/LId/Z0vEKdATcRyxa6ENGnMzdPvsnp2YmAjrW1yIoWhV5uAJAQl7SvGG/e20Bf4NZ7xfR7aZKyf8teUTn6EPMg0pH86v8K69/+ul3/9L//qTwyQf64Xb1SOP7WgQJK9ABGz/E0ZLgf5X7g7989UenGOG5YJ7Z1M1THDAHQvJwBdrx8QfidkFQNGPoEF8yVjq88hkaQlQd5uxf2X9ptk7xx3Ug0NfffH9x9c33Jx90ji7ixO9/MjRe1X+sHvd75fYHz7XAzxleFBgfUaRwh8hQLBKLUWFkEYTDcANM6VgYehAKhdBOyj0yTieSyVw8VwIb6wiZ08lEPU4fASnE9mh4cIisArABYuQzLLxzD2K7KCwRmAGRKGqfosKRCKjC4SjqQSwa3gFtPBKh4OZuLEknTuh6MofiFqEe1MEgS9KH0IPoXj1XTx4R9ThyWd+h/tF7EEVh/sCUCYXerydK8Xj8dSb5Ri7618A+6zvh3T4NJtgOKdK7YALQO5A5BvZfDMwNmIUodQXtWomE98iLZoHIAbDBVq2XvFmI08Es1MFsC2Zhh9wld6Mx1AO7lMglk8n3XPq7pdh/ThAkvRfendaJCGQyoAexUG5nl6RiuzD6CPQADJzY15DbP7QcuwgGxBHAgAY0oD0YJOsBDEqlEh3AYO+Hp4IneYZA6MpBaOM5jZ6Frmwp+i+W1rbH2eRHZ/onZCfE9tf66aGnkCOVeIdGnB8etQnvYR1/UDun5MH+ViWoEIHDRQTpvFeBf/xJbPMYZmvPLDYLaeWua5WbqdVT9+ly3FZGw9SdgZN+kJkWHwzMe0I205NlOZtqpfLNTCX/kG9mHkx5paU8Gi1Gg2J2qt+yyk965tP87cyj2qPVatQR0qv0atVo3R5Obg3yxXHjlvl5d9p/3OvUnFrq8f3VpGkt3HGh2krn382/+5gxfvWzaHYdxwDFh0kgSYSs31IdtEW6hLZZYSfKMBpyFEfn3AfuFD3OeZ55CWSSAAuN5uArByb+HgXaKggSsJF39qLIWo4BWyajxyW0pEPtDEv0IQptui6Awpd+L76OIPPaxr/7yuWhsbBltUORO5iv7iD5sIPkVq5cbPV6o26nZzRuLQc9Z95dDAqpdLrZvs/+aHGytZ6Kljq+tx+193/MHJ27TYn7859R1UviFJODX1LlzbMScVw6+rscPTv6BVVex0IdoOWTE2BKQJro4wgkDX0MAz5E1IBxoYRe/NeXnaFoHfzqZ9Qm6u6gVD/BvOSIQGurhzhyB4jMw+m0n/tgeXi+v/Ju52exdvN6z49JsfVuxzsqJpRDWIhVwhgK4EeGUKCf/S3Wi91mkigwjacu5gjqMIe250UTJ4lNNu8tdKS+ro7KwUwAwypBdWheoAR+jb/1G1UHkw8WCNrtF9+u4uiC6oD1o+pCPwh2fFzZ2v1xZR1pLTj290UDqMU8e3x3g0EbsQwg8WO7EKV5zeL51qLXXnHjrd99o8jylaHQkAvZ2azb+Ma73G9f/fn81k+i52KBfNn19sTZGwgidCkOZjyaHTpJxP0dq7jLFEXHAax1BHq87xUNkvB3b0YhQ5hOxHMJGgQiiBuQAkSJTtAe+EPRHIqZiWLHRkIgaGPhCIgzktqpgyECMhVUL7xvF+0bPkTLXrlE4pBOgOREOwrjOAhsmAgloEG0sIH2xKKoxShWUuCO8mXXlC+EQolGUEBb8QCf4/U1qwXEoUpJ+KzTeBsk2LgEmt1SAoELxWgioiWAAg28BqBQR2p5DrqazPlQqKNd3nte4EukaAAUKJDbBJlEK5Yoyjba9w2awxHQL0jYxFEucZw7CwUSz3mMpLH6jP18jl5CAUMBo1ssBjyQoBLENz4Ok2SUXSOjQ4igetftYxQrOhx7Ox66+vUw8Taqh4MxHCYg2wkRdcCMQ7hXBz0ncbihCMB1bztoFNScQ+gg2lIP7R/j/ftJhI0x4ui5FFFP5Ijd/5+9N+1x5LoSBYMkqhELM5MsQYOsqnabVcJgtLjblAQNtHS/9xc6u7/Ybdnqj88zsvzm42A+TFQJNiK4JKMktEEyuETJsMHgGmXBfsGd7sYbcKkl5cYMuKgkugfT4FJy0S24QSZV0txzI4IMMpmlLKlkq7vrSsWMuHHXc8+599x7zwIUAXdXAEE0QZoowuIyKAKLZJEaRaDEJ6EI1Fo0UFgjkSIBCoxEPHkZcWMICsYw5Ik8uaMIIloP7JSVMkPBi6DQdxFouSRoGbWhj5YVpYagMFniAougAMAmSAWYPQZDgWbhJB1uvXDVAIVPwQUdCgoaX8AFgAJtwgUbu8QFUOLVcEESToQLaOoXDk7pWntYYkY3qGlowunqa7pAyuJUem95lq5pey0sfhrH5LpumvGZ0NXW9ESLH01pTkulebpfY1pPrRyg6yp9R2yOLpcd3cv5nmPZEiOrrlq3cG5vsn56D6bmP1SQtD+MiWmGM2n8dqAL6xrcNmPiu+FH0I7AJ4Rm/g2xWaC7i5DswMhjOsA+MIv+HuXQV4LGjKw0YqJVacpo5h+MfMQyTjuLVzZWttgrQJoayqUUOh1PjPdlKnOPHGklp41Y5ZbcHPby3navM5zNuLKvJM6HvWk37Y8lwrPQrB4N+UpqTp2JuUJ9lG+0RsVYJ1xOj4fzQqMx73aa9VEoK0Yzg1A7EG62ppmCGKw0OoM5n6m0O41RtN5p8tH6aNTo5r3J/XB7lB+2Enw22Mynu43OaDTsRVGiudGIzqjVnalRf3vanMbEUq9QqebK/lDG5ymX0pFqqxgZduotNRubh9/zvuf1l9KtdvID1JBOtztoDOdyujLzxSMBny8aujHqpkRofaYyznXVXGHQqXcbM6Fu3ojIxL2EEPWFEThTq8DW0FZXgv0HQ1kkNHEpWDQfrVM7JA0LGU2hXQIDRhjhHSwlUDSF9ul9YsMKu16HAvyRIgETj+pA5TAWeFKw8j7ak9sZMChAkqQdFYoYXaiCwXWQqI6Dg99DHXDrK7gRDKgC9B5EWNH8/STaNTASSnlQY4Wa0AdYscIBNpSOSqDpo7Ai6eNgdQAtRAuEIjFBaBmqHtGe4gFpCgk15mACBg8nmJdUapBOwCUc7QdUs7kfk8mjpxaax7q+tzHdr11tLmd907mDvpSsT9V4Fnbot6AntH74+QKLNj4sfuoTfVbTs+vjd1pXuuuDo4tFKhy2wXsDSq2LgROrMtAQaejrwZ+JMi5WDuutgSf67uCw7slkq/np/LBz2EsHhpmYv9OYDruHsyZK1ezW77YG4Xk9Vr1RTbdR6m5ndCh6I/GKP57OVKqZai4T8FVvHAZjsUwsznfCpbQ/0+w0mlKr9S3dlukXA6kvYWCOlTNfCfrU71hLfW9FxsXU31+NXbkCsxBmoellcJi+6y+mFNZ1wf6VKj6lQcAY42soAZfvMN36CEv5eny5AuZs7MDSEiTzH0d2VDpeq8ocWP2vZTX1veEkLZ7MROZY5S4chFnPwRR2zDVb1lKsX8k6TnQoYTRIM91I4IY4VjGKXKKhBVQrrBYH2pnYseHoP/zh7u8r0CebKvSr0fWp4t5DsbjMXkEey6qaxXFThcF0kstv95oqTkTHeoOOTBXLGY/dMFVgQS7EXvRNaGUu9bPNly7iGGrQX83flinW+30SWjD2EGu0sGy2eX50Qbr+yaYKYxzXpor+iVqzCjdlFQzHThX3BM7RqeIk/gSOAY/FtOuhjk4VNbiRAhviO4tJzmUu9TPOl4Ch900N6/2u3bNuPWymBVOzzfMj9gyz83Cq+PSpok+AxO3klNmm1DIcq/S0+nVFZmjPkLU8mn/PnHyPWE2xt5b63nWvVry3tNVlCNMsEhi1adpijlMn0gZbQuM+FMlWXdKYYtdePwNwHGtyWQt/N/cMx4FnVfFsKTKr/RincEcEdB6Gh+EBmOB5GP69BAn/9tE/NRYui/VEqFAYiMlCiZO9iWTBk2rIaZHPez3Fw5Cn8MzjnoTMp/iQfCV8tfBW4cfvqDO56OHEZDI3DorhRDJflHn50CMO8uPQLXm/50lV/Vw05c17+ZBYyBeGctWTeIEP9jj0WudSoYSnjPJVgiFRLbbkUGzeTPNNOZjwhkJil68keLnAh5NBbzJcDBU8BU5McJ7QJY+aTLS8SS8XCs7V9qzojXeSc091P5+Id2963y3KM1ltJvOcGhITH3nCmYLYDY+8+VgsMBokS7FwkC+IiaKnmy/uh9V8ULzsOX/xiZAa9nieOOd0XpQvnZPP6dCYjosVOdnyBgtcMplSw5FmIRQsJtRUXE489fpbXDishoOhs8kzqaeSL531i/FCilPl5GFhPy/zqNViOJjMqbNOqhX0qAk1z3PiB/cLnEaeLxYj4WE+dy2ciHj4QjCUl6vtzw6eYS/kSaXDXk7M881copMsyhm5Ehw3gnGAUMDXGqulRNY3u+B8w/nI+fMXLz5+4VnnmddPP+4VQ1ee2n3knPOs87QzfOXSI7ueJ3edzmcuOk9fcJ5H/4HIpO5Ce/f8acM/NsQ/fR59/7PT58887Tx9epe78Mwjl59+/OLP1NCZwjPO01cR3CHl5TNPPn/xSuISyvPI7vnzp52nNSfbGwrVXXCj1/NZ76/rnHewyQ06hD/S/oy4vyh+ddcXDf1n9Wu7r860Px1tv1TT/7Re/kbx2s9fabVenv+8dL8Pc02sRSEmSn+uKBPj1QXqMNY+CwpNDAFOil0glKl5VoGKBSl1N6jLQ4K77MrSi7r2ylArXylq5SvFrHxl6NfMryTz6kpi+rhXuG60kwR4JyJJAgRZdzQ+lPF6p+auCcLE/MoK7ANHlPhu/qzz60HxjNP5T86r7+ymftzjvvLimxefv3j1SWdmt3d5F5Umn/PtOm8En//6F4NVehvOBdHznzjP+a++WPC3rzx7hntkN3X6Hc/Vr/Co8Mvh07gRu5eqO1m78A8/ZJZ+h2esi52wrtrfon8HiruvoH/Co3N8ni70CUmYS7OWzAWvXvy1HJThDxcsf5+vLT1X0fdrcOfBBP0MgaqtRmv7GseRtBaQkMcWzS2WbSy35NASubRMa8WYyloNtGbTwqjAsUjkADDgRrldpvR6ArB9ru2OwN63A1L270f15sEFSfvDrp3n6R2yrEci2rJNCNLlQOGAxR20aImsWqYNDPymcxJBN1ezMBezSGTRPN0RhO5teCWBA1thxttuixvqnGCzOp/ezQcf9N0vuYbtGxHOAgcgbmKH1RBuizyKcJuIZhPCUccjXP+eCOc2IZwLxkkgaH2wDC9MKwHsXiOgX3hH0IzM45KJjbbONgywpKE4sewnChfhp689C2sFbUQ4RRtx1AeMcH1hA8KdrD2oQccj3I6BcKBMw2IYkbpKjQPXs0A4C4wTbZh2cm1qswPjBOk6bcejbNVLPukAU47F0allMbSaCKz28mVEOMKNXSRaQPK0dgzCbRHCKZOgD7HhZEMT+dSODbSP64ZuFgk3NHQR7TDp2ppi144vFg6C1yK1w4rFZbMm0mMkvY/2aMcnyxOm5QnI3uKIZ88wJLTUzTIsk+vOhPcWvj4fhvsOyqcnecABn8V+Ce9Lmfs4Q+mjrXULbc1SXEmcFwotVQ2XCtFDTvWohYRHToqNfAq9VjKxSuX9ppyMRDJzUb0j7jd9zWY+GYp6ULJCOMyHU+VQSU231WIqXEylPEmPWPTmw9FyLFntdMLBhOjPdMKqhy+qIzHP5UpZtMOtF/PlXjFZCCZ7cgJtM7mEN5Mq+rypRqonB7gUl/Img8lC6Fo+5R915MCgl07XK/ulys1MJNkdNzqFKj9Xc4nbx7Wn6smtNSjX8cdCzURMjPrDU67QGchGq3yd7iCY5+7Ux/X6KDgOxrLxcjzbGWX3A1wxmhuN8lnPcHjYmQeTvxmEM/79Sf2nTGnJTBN4LqdhlgTBTBA6J8GOQY3QlxVK+zDBH/qaa5WNH2C23gFvGaai0K+EcXwL9DZMObBWd/+U4cVAmxF1Sch7iMZoKKI5mMZOUKE10Fi2OEc9DuwHysU7zalf7NYTXn+hPZgXnc4/dl4MdH7BlFGnf8dUG93Oj+jlbqID5dhA7YPcJkjGTUxcsItgwePGjhWMWdgpN6oGm3bAkah/39FdA6y0lNZbiEARmHflu2oWBYSLs0TySmqYDTrls3Im+Bpv9ssLOtWIIt0EC7KrfTBEgz2NECT6RNuxjoCCfYGg3WxNE+aj8GewfwFK2drnCWhj6OKshi+JtSmZXdqupqGtnvwtMZaYBZrBXidaHyTVaYJ/91V/3+Tgd4OsOGMlbVYa/Q+lMzYSNAMdAtqRYTUvweVyudF/rhpBWW1WUAcD+x0WimRsFGm1MijOYiXRJ2z+wmpFpYGlDwiklUI/KBGIyUFehrRRFGIPWG3Q7ZtbQ4PxFLjvJxgGCkWtEVj8vyLh1gguENgmoUT0HbXXwpAMtIpkGJKygOAXqpLCJljAOS6JA4olceEg7GazUgzW+9tWsFAnIPqXqjXMtvUJj0cM5kOX7MrzBTWZ8vBbxkgxbyae3DrZSIGVmcVIUagERAD3MVKTmosW/h4hJ+nlk6IcSl3akYrhAs9ziS0DNiSa6bZPBhuKMMEGdDBJgrkP2PQPXKRUJ75pMiiy4KgWYfmySWVwTdr6swfdNYrjS3Z5RBE7MDlP8BT9CT2pTopYgXDHEHI2KxtibnyNX0FpDDfgR3u20EXcWZazYzhON7LADIeRWCD4SNbzi+qL/+dw4Ium66J884d323G/L5LN7lcD0R+l/zxSDvgift981BnV2/VRZ47WvHm9M6/Xhw1fej8Sy1TSkUwFJYrGcNJSrhLPxMrxaDSTDVTj2kMuG/X7StV4ppILRPy5Si6TRVlKOfQ9EPc1R5V6xyfeTARD0xB/bW4+eeoAyBhFqcHcy5A74PwBpmyKAW0/ge27cFcYStCSUOS2ldhiFbQGMgQkUdBEPQE7Rdsk7EK0JKT9m4bPekN2/+j6xxB9bCBRc2uAlgE2FE/7c73OLBQfpj9K3ubveK5c+e3u2bPvN39KlhdN5ieS0nehlkkTWNYEXDasl81OPnq98wvav5BzDingu00QwLX8RPs1x2D81RqGkYDtd4oZ+Y5a+IfCh9H89xoHJgVzkrCTr+zQeXv7h6RvUUFHEKS+IkwO0D/lQMD/TfTeCmyNVXqzntwZds3C1zyL+IjJ7wT2Y/b7XG1ZxVFsc5meLeDUGOSUGXBQZ4GHbRpBmmYoYEdghWdZt+RwKAcSqATWjpRmlg1ygPEmRVAUNN8SSg31Qqi5lQMFlJtovKukdijatmUhdywMHBp8auOw5SeGAZUWO4UmOrsNVKtJWsImtYSJILkPHOwEtOnQUAlKX2JZbLr5ADW7LxE7qEs7JK2gDvTRsu5Q0CwKg6LAlAqp+ywYswOuDlgYUFy3WJgtGjUOLTFQHUVCu7dRs7eZPupSDSXftgBK01s2cFwGJPqpjeu7+4up0rAXZXKIZFaKcZxaU2/ZW3IqSwHpBzs9anha015YPdKO+g3a1RBtmC+CrzUjVc1UgnbcaQeOmNpJxX3leClS8l1v5sVILBvxd1vtevIw4feUcrlqPpf1x/YD2XhVrFZ9/nQMUqcD8dL7dXHeTkd6yQZixOvzw2QnEbnbDTbEUplLJPnIq57+EdqhQjuNH1Ggyen9K/0aggZ1ZlBcpukDkEJA5JzMDZTXChsoL7XT+AXlW6ciSRoJr+ZrR5IzvL0hf4TVi+nscBr6KFu5NhzQ2dHUO9cq90ajdpLcZuzZjZdB+CpoNP/eeWeo++p5Zwd+ZkKdIG6xI4L4YJ5qRfZRkc1W5Paocq2R/c3aQ/dW5/pC1wKfV4M/QHB0R2B/nbqHScK0/oAZlYUTXZcm1WMhNP+eBwtJNCx6tCDlL9+u1/XFFItPwli8N2BxFQ4WMVZHjyHNdopYCaSkKMpmrNXg4J2yEmjaQx9sLlAXBC+2iIMEm31G0yUCnwLqJ24WElwNWykLjY8GLS5wMYiCi4UjX81mhdWOZ1SIJdxuRTOvjd09aTcjoOerjZkFzbhwqCktBcjQ7sENzlItFpsN/Kai75TkwBWwDtDZAuk7SUCTs8IqaI6CvR0NqOHGjiitlMPhgPsjglTAQ6oLzByBGUFyy+QzVD9RXAi7IYhsM2AGUvPDaulr57TrHhS081pJO4Z0uw3EA4V3AYOa1EwighqojUEbToYGJel1Az+IvV0cr2IAOxwLoTlAf+yQEzG6LoKxrO5CXOAuGBS0XYQ2PhNJHxg8CCD0SGJXs/gjJiUrXO2wuI/QW0qbG4GKtgmlbxS8OLoF40cGVBwSPEMNaN9KWK19jHJaQyWTXKiL+LIF1xdTrDb82PgtWqwJbN2JJo8uaeYjbKzojDaLC6oDp9YMUJ3gXlAdwh4J1v/FJQceMSAAvUBacoCrVHCeDVSHqtWoToLzFqA6tFnb0u/G4CxDAfuntL7+kTpjT+pjRmKqA1cRi8nWRtKCewPVIcqE5mOqIxHTKwkKK/Qd+PAE6iMFuKzQqK6vSDWCEcCtKgtUh3abDGlnzWf8JO6QMU2h9m1Z4LAD7SyB6g4Mqlu9g1ylOtZMdRhiOtUpa1S3PhmS9PFUx2qwBKqj0YymWStdBNQjoDqwpaqNzwFrpjqrBRGqA3uAdxE61dlI7WriIdV9/vCQ6h5SHfw7IdXVCDOHyeKR+dwc5rbGrpAS2umbAr1w4QK8FA26rKQVIYzNBeaboaugCEtoxo/BcjiKcrhdronBHoF9A6zJREBShsE3lQbOOlywI52gAdbYHARlF9hrtiDsZ8E3thXxadQEH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</script><script 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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|