817 lines
2.4 MiB
817 lines
2.4 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 : $$), 0)\n .getDownloadTime(),\n },\n {\n type: 'number',\n a: $a.chunk.modules.size(),\n b: $b.chunk.modules.size(),\n plural: { words: ['module', 'modules'] }\n }\n ].[a != b],\n })\n .[diff.size()]\n};\n",S="\n$getEntryChunksSizes: => (\n files.[not name.shouldExcludeResource()].[].(getAssetSize($$, $useCompressedSize))\n);\n\n$addedEntrypoints: $statB.compilation.entrypoints.[\n $name: name;\n not $statA.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statB.compilation.hash\n});\n$removedEntrypoints: $statA.compilation.entrypoints.[\n $name: name;\n not $statB.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statA.compilation.hash\n});\n$intersectedEntrypoints: $statA.compilation.entrypoints.({\n $entryA: $;\n $entryB: $statB.compilation.entrypoints.[name=$entryA.name].pick();\n a: {entry: $entryA, hash: $statA.compilation.hash},\n b: {entry: $entryB, hash: $statB.compilation.hash},\n}).[b.entry];\n\n$entryDiff: {\n added: $addedEntrypoints\n .({\n $chunksAll: entry.data.chunks + entry.data.chunks..children;\n $chunksInitial: $chunksAll.[initial];\n $chunksAsync: $chunksAll.[not initial];\n\n $assetsAllSize: $chunksAll.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n $assetsInitialSizes: $chunksInitial.$getEntryChunksSizes(hash);\n $assetsInitialSize: $assetsInitialSizes.reduce(=> size + $$, 0);\n $assetsAsyncSize: $chunksAsync.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n\n $downloadTime: $assetsInitialSizes\n .reduce(=> settingAssetsInjectType() = 'sync' ? 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(size + $$) : (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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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:/^( 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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 _n,this.renderer=this.options.renderer,this.renderer.options=this.options,this.textRenderer=new Pn,this.slugger=new Bn}static parse(e,t){return new Rn(t).parse(e)}static parseInline(e,t){return new Rn(t).parseInline(e)}parse(e,t=!0){let n,i,r,o,a,s,l,c,u,d,h,p,f,g,m,v,y,b,w,x="",k=e.length;for(n=0;n<k;n++)if(d=e[n],this.options.extensions&&this.options.extensions.renderers&&this.options.extensions.renderers[d.type]&&(w=this.options.extensions.renderers[d.type].call({parser:this},d),!1!==w||!["space","hr","heading","code","table","blockquote","list","html","paragraph","text"].includes(d.type)))x+=w||"";else 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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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gKEq1CKir4TXZ8fP3dZHx1lYwqJc5D6r4USI4CdVrPcYjuxkltLTxWfjg7iHEKFLJHVXRPQlgvSww4osUQ+zgk7gO6sCZvdplfyqIRrmBd21i4G814ihLSgRG0wviaaEhJZ9t6aD67kXWvIohgf1oT9LCsZjFB2VcitfeMhPRkUkJWVn1WYreoqdJGxymCnLJoVUMtGnYbfCio1PuekEpuXsXrcmKcCbdQxvPBzgcnLiCB1oPV7+jdufAt36HcVcUerERG3q4jzT8DGOKjdpXJ87YKbleVV3luzjbg27b1EUwKYi7R4Ht9lGU1MTBq0MSWkndaa1c810xSx9vz2RjfS7IeqylfwGG4YKYTtAzXEAdn2yHB4xg9aB9jS17EE7FsAHIPEgcEr1bY3PDTHlTEeIn5r3cxzYNdsmzhgYOBTVetgL1gRGLnxwxdSYvOcZVHWyX7YktD2LV0bUA6aFIgmWa3X8PX/AEPCmy3hJfjOOTjHG5gEisYN9aKxwDUNYEIrKxD8hJHgu8aBlgGA8PQsognWatF3LQIffkbn/xktX5j1YfU+Y+W6/A9R89PtdSb3uHJqWvE6tM0bjvQKYvFJQRQ5z/KddZSYA1BaAwCpJCTNX6bmw749gDlSGtz9Ncs274n/0E1/iw/PILVjK/gp88CNjtiuRHQIS3/U49fYC0iPOIf3bnvUWPCCF/CQ3aCW1KDKI0SFY1DYRmksCh1rAit+IiuSlrdjh9F3/IXQ8l0VHxpGdpKLQOYxUEY645df62ITs4xu9XMgK8mCW7tupbdKVS6fG5GZGUcn+uVNxip5Hf7nMEoj+jBaHIyNMe4QVuzxnT1IRoOHCgWLYuPXruch9ouy9lPcQreXeCjA8TdYMWoqy4wDrKXmy6TylhwBckG7SNwSgpBw+Br0M6GSoCHsk/kOj8Inz7lwLrQTWrYNzjEOhmy9TiSApPS0IXTb2Dtj+dqq45BcWLhsGV7Y7+OKoBfFy+YWDLNn1oTcgB+OmWBWmsRNRTPet8VcEzyQgpgyGcMMZKCMZ4ZBU+KvLLaCjoHelbrE9hMl+pA9WOGVHU+CkOK6Y06NxZBlMBNoOfrlbXgHa5dwHfrM3Z6qM9pYWdb6ZijEd8xavdU9NpnwzbEgHTcV5Tmvu2MxIkqcl6s7Bc/g32A96vrhhVaVP+2OJ1grTTyhEXKI0kQEblnWdPtt2jzXMUApY1d5wRAF+xOcFYAzv4ij6EoXa51AIaHDwiHBhOh0lEjoFudJbXSPiWpXvJmGK1ujlRGhIKAa85/+oHEEz1LRQhur1nfMWFur2x0IaxanDhGCa1LyaHqWdR6LLnDEB3qwgNM9ol12rF7bDYtRZdfkdcB8xVIRfz0WjNCyUiliincsK37NCkhx+2YrJhLdcIXD5qrsZwxSMDFZgxJpcYL7jXno7ZMOvmMisrahtgnoMc51YwTaD3DYM/I8xC+adazdpma/7WBMN/ZNtKnjhow8d29nIvMGsWe/bTPRxUl/Lqpm8iKWOyp8RxY256PRmyxl6fCTln/bWJauCIVziEssYFkTk0zDeeMn/YgrQjFb1igxUUCR7poe0lrIa6RVEw2i2XTLBN6YF4wB0jV57DNgXkjoQ01ooLOQhpuxvgSbA9sbOuohbK+KqIh3Rn/ErEMwdAxqhbH3xKI/isRkY5f5HNTRznQXCyPrmq/jCVaa2eBg9MVNLbcghLaMy6CtJxpRoITuDTBL1tAkWhA0puzGxJYlgVBGrmHKialxbHx+suXgxTVkR0IJErAeYqJO1U6Dh7RsdicRR6Ic5SZx6BOZwkbYgKsmQpsjsiEDsvRUc5TSE684xGHZAcGnTgA2zRV6Ug5i4F1bq7PcegMWYy8BJYloeLA785k5FivyXbvhUXMheys18+4HXaOIkU27BsQVLbpzTESEq8/OvvHNxE0TPFUmxkljgPwbrI9Mt2srjI1GedmQKCvDT3JIlHUAwP4cuBN+2TgII4NISfxIfZh1+mbnDHLYZOjc8ILlEJtpgpFk6l8gfZ0ldnHLlmlTWRwQ2+KvtH7W2HPE+nzM/Cge/4zofhGypWlFDCAEJTlsfQxp4wM2g94ShfiDATmNuXA/8qZr72sMez9gx+MYNPiHcXAsOpBGF4tlH0Fp3YPaOaLO2dw7kckRI789V4ZrNXZ4QZfmMOEYWfVHTKFxWuwj5ooRq7Inr4sJx3a7ic9ubYrl6Kw7mxj2kGMJJVisZrpXWzkFrOKyQBBUEmkG7msAIoUlFSbpGWZpEi+QOCKKxaGUkVrX7ZwsunILaiMObV4amZEoW/ynLFTUfc5grDE12Q2AwLRi8wFSUDA/gUI2zzGI2hPMP0jqR8keT1fl7qa4ONkt0JpLHJKYTTo0IWNBNvdwWCrw9U6sTjj4xGqums9iC8D6Wb8iz4XRhNULF9fpgyBrS423tlVWBOAq9E3IoZggebz9VBta8XOaq4IZiAbjaCX+apyNLrbKPfzFuiJTRG/SGDYSMzNHAzeflbhd8Nbcz7wdV29riZRgyy6yeobWsLF/zmVhD+T1iP1C4RiehaWcR/rAw9U2FfFcO0YWucDeE+8N/gZM8RE26p3XHxMYOfAVHyCW0lR87FTzmX0vjKpnoggYk4b5pi1Z2pZ0haDz3navREX2u07t0+/cb9YF1MpRKizyi3OofRRKQn5zHR/Zu2Lzu4TT85v5FpkEhqxM0CVfthGY25yEpFBG+yKfSfG/Cwv1yNe+mi9QaPgCyKxE4P5K2hIdKBOHa77B4yohg7wOH1tfNyr3iOETAYNWw0fD++x8yZ2AylZ0ZQFjiW48S+3vBUcnn4WERvKB18B8Y2tR5wFvdeBibRsr36hEkUAjcixQhvRVkjUYR+SjsE1LEcqtL6lQmDZfXTlXeNkNTPzjrVzYriFziyGL9mrV/r4tEjA174v8a1LWEC7NdiIhYEbU9sxUCUt0nEsa2zkbMFhShjZO05SDhNMrqnG5suwG1zesn/NoV/XHRmq3aX0rR47fOSlxQuFAdQ45u1hGsKYWkZJAHFqxXee3NxK3DdaWFZfv396sztiSAtnnnRG7jfNeOxYT7W8S7y39uWR7gGh5UGUafxLbgqytnGPIkA65ERNl17rROOSuad7Gi62PhbF1DBbipOPwALsQbbcctCIO+Wos3HvZ3cecwAgSS8Img5JTZmB+aJY6rGWAjo/4eIgxh41Anb+gxbZkgWO1gdocQXHhdwQM60wQMbsh06T9NY5nHC56Dclib5/y4/7CrtCYJ6xoOcemNhZb15rj70UKljBKqFmCuo2tvrzez4dqhYGH44ehd3lBf2uVSZSSERKAKrBk+lV+w22jkdFZJrh2m93rlFRuiUNsdtQapjrptVbacmR0EbwgEtCpMnzPbv8aYbZYIahNyJAipkDzO4KJL7g2ZAuLwPu4I05R1pC+4Ng4JiC5+lORlfeKqIV8cHW5w/KPPGYI8EvOCnr5NZP1rnhQh51DYaEXCimRbGz2GXUzkI2waFypx/OR8fo6J1nm2RaaLPHCZ/zXpF60RSmjD8jgnXgPuBFgQ5d7arHKPPk96Uo4v2sVQmwKjP2tV9+6gpZZyG6WRZ4nu8usJMKbnauc6J41iL6Ln/w2iamPXjttex9waze/Bj5eQHwH2yHq2YXTcJ1fW8lXdmpxygHhRmYs88NxBlZ+rL1I7DUBONcKNqUjYqXV2FNNAmTjYhDRUsCyGGhE+47ink+8q+uJi+huJKMJQzb5SEwHsvXae8gKPy69X/kf99kO83ZQz/Dx72ShGLcbnGztwEQYAW/ozznKItCLIPvJiyEYOIntR7xwe0TUxkl8STfbqhbPG+1PZm1dd457rh3bWFPUKyJNxPs5XswzcWMsfYngJeYviBaSi4QTvO/ac2mKRZ+Cb6gVqB1seBz8iKxs2lvSDZLk9uNniTMl1AdJ9d7/9fL6mhZWO05YQYOb63ORlW4/mp9IroBBcs+T+OZ7HsQfjNs+4ET8IQeiG135M87E2pHYcRA2rsErWiIjsnWchHsOQmx1Ud/EthfXQ3jdfK7Tx4zT0CRW0o6IOfgt6dIQjCASkBKeBWxLEo+G8SSVei/oBT4zmy3kBEe4HsmXLMBb9qHxov2Qa1HC01sORvaM7QWkH0vWddxtP+9mc5xqe16z4/m7G4QMcOgIXJBNoPexvF5jqLhgEyCCX4570zZ7Qd+HfWjiNMs4MIj9ZIRFKxWpIm4iNzXT5+JILHWHrhjvGM55k8TbIru1xAPVliOwTr1hwCVfRpE6FQcJC3N0zTUtuOzWtbsJHZNgvRsx/n8TaTD+XaCsEx6PuNJCtseJC4sE7agRPzFK4hN5bln+3WcbROKvHadAS0QQZtt2y+3XtBDboJHPIiGPNBVk5dAVzvqgN9rJWetK0HZSEbAdM4URcWvm5tyMpWmBRNtt1FKx5BqngrHnNq7UvxT41dp35S4c3wDkqnaCuEM/MfU/9TjgwP1BqFrDcUotM2Be494Yp6rYyTZ/Za9zVe85nvtirS7s5XQfhMlJhLlabSbUYn9QbqBtTKHGX+BYenFja5EQQ2iwTBxjCI4sOZultRME1mPN/k89Sx/NsSxCJvNwenJgNf0qNofW1FtSrfMDW+gdE3LZzjxubTIbhviulsXT4IWzwPXjZlVgiTtLoPjvjPG8i0CfiPuTkLBtbTW0lXcFIWBYEpIY53HrBtegJ7ZIn9YwdOUy4KugRpamESzatTzQQopiYyQ347GG1dm9AWn9IF/uNcZNwdmOzsMeBKA2743jSmid3NqmY/SMvONt2EdvCf9xr3fcey3toaVdiOYjP5x6F/Rqa6MSXgr0b2yge5N1jfoyiOOwd7yH7pqy7d/AVtVynAS32ADUfc+AcbyygNXCYVa3bhUxyKoM94isnBBzzYMk5yxtW3WT4b7FJt4L385pPdZEKEAGG7G8FS2xb9I3VE12wLEO761Ea1fyaieL2cKFbYuAslWLIHvKY5oT5yBAng8/krzywVKrUw8mNpZSW8ue1OdONa7jffG0TSAKEwHsXoSD5uDmoNJQM3Jj+94/126akIu1jfDYIomOU9m9fuq9/3J5Qe+qZXu6i1+273mGV5NY8LVjDTUWDpzHvRma+oEtOmeICTIZxBsE21ItAnRHEKu9eK26q+Xchpsk1Ly18PvW/r14kcbmL0e8XW3BmPnFQmDM++LucscgkYCE/MShRPtISgsnISzu1SazwyRzmEp0LgiKhHKCW6XVHnV0JS5aQBbH2ztbo7NJtm/RUXvCnBidFgOAntj2IJq9trkXp2wOrKVBCMznBdcdaZ1tNmrIqXC8H3tLBCsHy8sHhLNT759IsDf2glMPTJSJEHtDBHVIxYbvUSBeOXFtENhqGxqTLVqnGuFoJi1KjJQtc8Jb/pi96RpXKlF5oohX15MLvdk+kczBmdV0BONULJJQ7pkcw0omiEKCzSZG7j8rjqUpSAMUuSH950GHwItudRV+hi0SpRGFHbMDHhA3hggSwOfSWbKyrnYjdLuDgxy92Dq4dMpyF2QxXF5UoTFZsnHOPUbWJWNf9FUjSrCw/hOxXLQkr9oVYnDTxEVJihBr2iVsH2zqs97XljLfIgBsZSfUS8P4qcZwIzmIMOZyd6b6OENnTXZC60TLXJDHxySxqKORWmzfcS3L0YgDwn/ca7hfS4sxBtXGBF+2R2tQth1IyKa1DQcgNf6s/eMjsnNhDUOqfQhrfayRrwssWOnURnXuz/W65kF7wYH8y6mNcFhVOh+OnFACEwXVRl+uNmljNBwvj5WZXN/mHmz5FvxaaiOFV/Uis1plcufosQNC7C0qNuzhCYKF1xo7IAYdi7P7QmQT4ViIx20nSpax88P8urOpcIcyMrsbZDM0zfVOtGTjQjuEbvsoVWV1VmBb+2ZUgEnvYPjlvm0pS5KztHysj6twKvPFSCUVDAcNjKmpSdiJ5NybR5sdu6F4HN7IPIvjQcyPJixEJF+wblW0uBJo/JVUUxULCChcjBIMDViGp9N0HN/yPvd1PdoiHIAMc1hxuH+3xd1DQXIt1b4VKtclLBzz9020ILDMuOQDvcJLq9JWymizvpvr8zfKYGLJf0G5ZHcOW7xbJ38v/6E93XYM16Egsn3Ec2IfTYm5fbqYFeJ6tIerLRDXfhfBrlAECldhd3k7zBYmWKkEg2SKUtsScjr07wkt4JQVhwgE5zq4wX1x428glMHBNbHdwSGdHEKlLch1VlVF7G9Jr6v2hE/wZCHqTRIJdoFtvO2tbEVWCegmnrAt8zFRIYbO5V1VIkWaLrLHdH8vtL5H7kJry03cZZO+wqWIWLw0rBF4eYCNCmpD4skrmRfCAY0xpLU2hLRl3DbhtBDL8TtjX2AoouXNPmUSToOU4BZGhaAAfGT2C8hxJJ5I97gPJOC9lL9rUJ4d6bILtQEFUW5uRAFMZLCi1mXs3qZgrVxNECkrwB1inSKOsZ3LiGK2wt/11k/igM9wi0004by/1vkDb5+wiCZm/S/bGHmIxjULr48NojK0kMt3dcrrvd2oOIFeZWaJir74ZMLiK2IeOXsNo4wOYaIKI1629sFm7O/n25l43DYuodA9eyxe8DkbLUAVHONkdPuuQsJRA/zytq7eCuVvYY8RXBhzW8GDboQQqEGjqMl61tdqhweAYBHnAAGXPTQRkhAZurpG6wb4F2uvKnKc2iNWjsut9dzWsOsmLnTPaqRpwndXh9TmPQrjjrUvM1oNHAV+Hto3CJP4tQMha3S5ZPlyqLqILDwPEb87qiVbWIU/C9NtvYN16jqgW+r+dzCwxBT24IRpzHEKmHIz80U7vGvvsTpq0kQf8JvNvL3b8+szv4hJxgo/+9G25EAW65Js+6i7dgk3BtM6S4lqAZkaVtSW6Dh+AD7W1uUE0mqF09nStCDtXUhtcZwOiWk3HsAGcXd5XQ3k1PsSm/4BLnUPZLtoffbpcjvR5XDxVSz8m5joR9gWliVant76csC8u4Gc38SuU44PMNlKJXuS2Ij2FUHjKocPKtEP0KWstUCzSfGQubhWPFjReU+beVCyPKy4IIijyfdpW3qAbW92mV9jnNkNI9qfev9CS3+r1qfeX+Oc55llYOGe8tMIMsWBiFpBFDYRQHDDTWllSm0YsxD4AiZj46RJwFkZ6ikztfjOdzKlo3FCRjyTpCRYQKJcUtrfWUBrkkTZU0dLhhwmZDLJE7Gt5GNLuNY5SyYOwCSAkXZ2m7T8yUVpHyWZpn5pEdComNw2TjM2+ZTwdZVBHIcZvISckCTvzonZfJOUJPYjfi/22FlOzlPI7tjxCVDx6odC3vUIR80TkS/FCOar8g634OUJvMuEZ3Bz8X7VwczO2FVZEMZFqN1Ldxz1cB+utxbm4kc69fA+69bGqyXRCXUqEK+S5rACgQrUrm5szi5hqf9QZLUzw1aQdYnARQC4X+8v+0aDn6DWFu/EPTYmIx7fbNfRAG3nbaRTcACPrdlo7mSl143XtxZRQ5FsTglMCLSENmALWXDGySNlwrBzGtJV+RsTF1ocGDKKDW8bolqx+fiJpCJOwzO3nXqwNZGYg1VsVVJFpIpND9ao5ippwAfDzR1A87tYThT9/UYiIrYn5WgXsFVIcFjGE4klwHXxpSDms1CPEGIRWsrYzsl+OAY4nxf8j6wKvvE9JP0yDFooh4mvJcS9zRCFGj/F7D/Dfwh46NTN+36MvAPXgUzkJg6k8PlcpGuLJ9AhD4byBjrhnE+JWj3laEmIfiePOHf4063WB1mxO2s6gihJHRi2ReuNu0SMr3NejFhvNDUSdzmCFZOTOtZHw/8dqC26nHprtZEVx1+I9zhp7SgPzhBhQlet0JmJZOXaanSni/uYT5jbBMWY83qTZlAyCTORxUwP8CdjtzsvbMjond/9xtezhx2v3Z3i+xDy6St2ipX3mvuPPPEyusVcDgZaE9VrDEsc+SMsuQ4AqgtAnSFQQ2KSD9eCyvKd6TrEhuwrlbOifptxuYNDcdtOHSoJ4a7z1H6FoRWR3KKGWsPwm/XxCG4cS44h0+m6uqvrB3TS1W2MMQteLPx00MnycquE4rBA7BRcI2JXryfmao1KcdmuEiylcuvC1gcDyp3w8UORn6zEHksncIPI24GATh4il3kR6MumYGGO5MVdrrOg9ICXMnEj+R0MkpT4dVkeNsje6MjGcXNhTisESv0FCJBSjmm/TlCDBcYjINFWbqKY+yvXSzbPNrjBJkdGxMYUfwmd15aRylth83XhC6fckrYStizpTZVwWXkJ+zNOLEJa13fRqllcfi7Y4R9FiBK17xX7tY1dY2kQLDjhYMbGkgsdmlmy2B34lFiaTNsmMuEHBKxC9UKEV3mwLN0OcQpQBs07NKbM/qF2he5aSXkXP0GTo+WDHgE1hbdJHBLcIQdlmSD2rm3pLZDoqsJfIThNSgHyAIBRc5Be1pdsFSNCBWN69s7g/LQud6J1JspVav0fy6tyCHiRR8sBqJovzE0i9049tGRiTm4EJT8ryxMSvHCNRbRtEivLMk+9TqhfBkcE/wAqx2IeG0443wJh1ZAImHziL/OlCi6H3ZGKTDkLSaDnsjPuzJKHDYsoxzPFXKaI6W4BGWcvjE0Ww/hUqkLRLl2aeqD2/L2rYxM+GgdqnSRqAlFU3PRefBHtMaN7beSoAxlSRgpDVhtPubhHfC+vjQbtCRSLKj4LKW66hMgST0SgHOejBDzjk3H7NARS7mdhJ9gWO96CveJQ4pxt2UQL6yQ2t9Rwv0u2cdiYGsUU2fZaCmJKHb/SyfJJpUcYWG9pdaXfFUd2fMuSOEDCDZZLFB0az+47AujziYCi1/RZrzu98Zw4UXHQebaMRy18nXrpkBk+syQcaSw3Yu9bOcomKChO2fqHSbLQFtbKRV3v6n8EnIhGQkl+t/MUSvZAWUE8MjopGus9aY4RWD63M7OqNCf+/ERzTfq4X2Dj1OR2sRaGqGmafVNnY+NWbjtcZsMpuCVeUDihpAVhiWz3/S6GNmDeZndxGzq6/jwOx+FE67GeTecLvQxHfjjQw4kaD5fBeB745gGnC6LZLdJubaEQ1uMiiL0m0a3OLZQcT5m39dCYFLimTkjRgaGCFdlI2VwxpJWNsP2h0HE3cvyRI5c9U2om46/PerpQ08lwGi1mg9lQzfRsEoX+YBIsBsNoOFy2a7XbDo6oPfC81MvJYuTPhwM1XEzGw4k/GQxmo+mQvgWL2cy2eXyejYajiT+LZtFopuf043Ssl4PJdKTn4zAIZqbJo5QZafo6EoGDn7lV56AdHWvsei/GyJ5n7QjDutxnS9g9NaVejtQ2wTy6DSbNTOqAHiLAddyOKX5y1Ykg+HzA6W3nc1DmpfdasnVI4jlYXIVruwlF3yvqYLO0fq5+Mx2O+WAcDHW0GE2X8ygc6aFSy+F44qvJjLbWFsM9XBvpWS2X2p9GWg8X42i8nA9CPRz647EajQZTNZtbLxx6rZJ29zwIZ7PJcroYzaPZcjIbTAMdzAejhfKXM03Yw04wKTFXVs8qWAbBcjYdq3EwC5f+Ug3DKArmhGyh1gPtNA+qy97J+tCjs+UoXAb08DgajRWNMZqG83m0pPfrcVhXcMKDrYoyBvP2GxDZojJH62I8D9R8HM3Gk/kiXE7G48VAzwJfz0fjES3NfBZe14txvBLNi0VojCLV6Cbv1D0hGv3cBA0+R7MgCqLxjM66ng0WtNBEAZeTgT+hRR8uJ3WvJO6x+/3C2M/DwSSch5PJZEHUg1BkslxOVBQN/EEQLny97FTOxrBO9eznkVqM55OhP5hNQ39EfxZKDwd6BPo7GA3HB8pr8xIJk3ar5DwrtaAdJSKkx8EoIPycTPR8rsYDfxxM/UXoltHBGD9Rk/t56uvJeLEY66EejHQ08ZfLcBmpaDBZEK/wZ3VICLoshwH9OJ7Pp0Pf14MF0ceIBNjhbLGMZhMinnAhSDvmIJho3yfqSaCPo2EwG05ghZ7SUo4mg9CJKuH757OJH4RaEYDhaBz4hDa0cOE4GgxGo3AcHKoRzvvYqhP+HBDGL4bE4ojf0bNDXy8mg9FAaU1UPVxO63pCePanago9+/OlotnrIS2/pl2dB7MAY8/GM2Ib40i8rjTsH6s+1Klc/rwchMtRNAloI2ajKFj6A58Iy3Q+Am2YLQK3TJE5WXCwOSNC5Xr2J8vxKKS/arAcEGPzJwGRhTAiEObjuS8R6HbXHOfPc+SP/GhOyLBUE+Jow/F0EahgOJ2DkU6mC0sgW1WPHN+QtcP+UB0kt976D1RDEreOqYkUuJW2bBHGl8q0Gw8oKrW48d7Pc7VYEJEMhsvIX0wHy9lAT6bTwUyNgmgQLPR+AzTebTZPPC9VuAgJ82iNwoAkrkk0HBCVH8yXIdFtNenE7fKOvVyqiW5p5/3/cFl4W67UNaI8D5Z0DhcRMZPhJBwF83kYLpazaBkS4R6NgsCxqzgs+kAJ+eeBXoREH4ajxZS40TAYLMdEjqLZ3J/rBbGYll3gtK5N8d2a889zfxaOwgWxj2gREPdYTKKlUpGaqkk0WoyilwrS8yB8hg6Wpm8VpseX5+VCD8LJdLJYLIa03wvi5IpWhmTm+XIeRBNBN5Cm8VQNlL8YjgHzfDBdjvzxdDoaDJbz6YJooEnufbN1U3jAXW0NrOdoHNIRJq48WgbhgE4wATOPIqJTMyLmyj+SF8xvHy7A9vVyNgvnfhSOxzNiKpNBMNLBeDmeLb64zlImiEcr6T+TELIkOjxcLImWTYhTQzmgJV8u5jTYfLnXBE/IWTvkSkp2le2U3/3qVEZUbdeoeqkw5Iu1FVqVHcVW0MnNk3fjpudlMJmRbDcOl4PBYDgKdTSfjBY6Gk4nI5Ko/JqdNelSMkcRvlQ0Hi2nhNSD2WAyJp4d+sv5jLgtYSQJh01lrYYLvd3UeR0kOzU2i+c5oRfJloMx2COxo8VgTIzDD4k/Bf54ELrOg3ZXFRIFxeBhAsbdmHCZ8+EADiboX/Z88GIrqBtUlVLB04pTsJfW1k5GuxkR+dlgTMxutgw0Mb7JdLAYB3M191U4Gc2/b2qhYWoj4gGjXacMWbOWEq5rEtPPnGTCN1lF+pMjLJrrTjbTuyb9pZvSfjTWPr03T7BcIPE0EnNXl785ZO8/5V6PTVEPUzbtTSuLkGWxOovExHzuRXF2IzdlwkeC3Gxg2w8EsDUxa07IGgemHQpLezEqzQqTPxGE9rNBZybQrBWQER12zNl4Oxts1wpYs7uWywxPIVFJWF09jI2zYxrQiWlzIu7YWlE/9Eci4LpWzSNl9OoqJd0M0v2Sesbv5ybX/VhKXRMvtv/be5tQ9eFQOs3HfYtr2lDlIyX6jA53sCDNgSDTH6hR063nt5/UZAhgncnUyV663gsG58t1wLY8vtoLyd6vFugG1uwXDjwQKG6s3yZc3DQmKL32jI5Fn7cbE2B1WomsTacCkvGWejgeD6bQGYi9RDAvjJdTiC9qPtPoOtdESRp19Vhxn+NZLysT0gvSB/3o1/0AK6fuUcvBeApjoeNjrHv7mufEK9M4qPadOY0H50gNxoaTCGra3N2jtRnN+ThQw6N02bMTvy+MzyzQ82A0H4ekXZIyPhpP9UiNplPobdGQREo98Q/EpmJ2TmkjJ8nHLHe72NGhRB4Az/PgRJ1PJrvj+qWC1gcyEboFJ2Vwvu1Q9PmqE+d9oBkGSmQ8K1KKCeuCRUALs5gofzQcjRakc05HM1qVMYsrtAadYjk4k+1aTXLdODj/aLGmhlEaB7P7SDs3ul3X6Tkgtc6PRsGENJx5OJqOF6QIBsO5Hvga2rnkI4sEWA9vI46v3UqahtDa1NRuJSWbVO06ZJ0aW6wYP5MwuliMRtNoqmYLPfdJtlVjf6wG/tQfKL2o6005wlRdecoYNRxVTGpOtV52MHL1ebyg7VQzPaFtjYIlaSyzxTAMfJJgSSAOTKAEXne7H6Lq1rCqaf3PVrJiO32rmNXzcDCcBksS0McjhYNGOtlALQmxw8EyIPW2LqjH4q5FANqtH42wOBaawJTlcCmtUynK+0I1rf34AKe81qFCrd919bdx5kj7mVWrqmu7XlecHnVoi3G57Pi1f7B1GgRkJ4TkSP0vlwE4MRb7kRVNKIRDPGtrAl1rkT4nxgCT5kiCgz14WNnx/cUsinw1XfqDUC+jIdyA03GwGA7DIWnKdtuf9Xw0J0Tzg3E0jqaDyZQuLGZ0EqfT4WymIoQQcU8X42xwKI8qxfpEY8yGik7uPFhMZ3P64E+H0XI5GgTRSOt5AOypy1bwYCDAh3McngdTUudnYyJFarwYTpfTYLGc+Ut/MVn4k/EsbGoE0EAQ84zwdNlKeu5mNh9KXzYu/W7PIjel1czRCCPTeUALNNXL4WwyUJEfhlNY07UfTtVkHoQwtbN+ZN053TxJNvwnic31U2FrOnWrpAN+8na2yUvlCc0yLsPFjBR9NQv1IBiOByRDLWD0nCwnahktFg6yyBmgjawPngTZi6QipO15EEy1no0XNITS0yCczDWhSgRD03gyWw6cAHC4A63B5g/FY9fev0PRbeIE3Atwa0LZDoSgHQstOxLmxdI+aOIL8VaHIqzgRvWJrc4X43G0mM+W4UxNg4lS/iBYTmBkG833o6foqYPRDjKDOpgKrZTdiClrHTWaccyOy2OBTd8rQdgcTVeJMomGNgj4mYTwsR6MIn8JgTyaj8bLMSShCUTyiT/oZB/SaOVzNJ7MZ2C0/nCk/dl4MoxUOAr8UC2Xc1qbdrFMJkkjYsl0yzAahrPxMCKurOihsZ4s4KQYz/ZqJDJRz0ztItfYLiWR4a4wtNYhqC5fscnJB0p7u6aWQ7UYDxf9tlUbfjj83j8YOH+wIPixsPUDFYmsSnu8bLhzX6em5HMQEume66WajcbhyFeD4YSEIzVYDockj4zD5nFs2nIRwbNCpGDiRws/IgYyGYxHCx8uN5K2XqhP3hHwfqBcufPEC5XLnbtqR4cNEL7sFENxy1u65U+cKify5Vh26upAcl63CU4rtrnlNnohzNnIzN8Ldja3HQp5djHyUPSzmwWyHwjt/HowJrplOXDCo1sx3T8SOPhibXYXT1UT0Gat70cqtru2lmPF211DCe2heFxerujeitLIK0+KFIo163C1d6MM4aP5oRNX/0M14N2N7BYkPdA28XkS6sAfKhLCfMRIRaNoHEwm4SjUpNVHYdDK/2wO4H7J14NV5rvHqzYqubEXhpM75bIRQ/RiRXrOPINA3EFbZ+8aruuWrG8lphp8frGKvXtju6C9i/QHa9tn3UoeX1uZc+4S1H006yBigs4J4LWVduHrZiUCwEPAzUTdke14W5fOssZrow01xTBcGoYSve5GMJvdT3J38pmlMP9Zq/KjU6bftd46ldI6dcnqQv789bpb5KJV3sIp9WscQm7Ff7Px8sSRUsC0UAdKqh+M0L5tRVQ77QTcIkdAOlM36D+0bFAzvXbRoG7JIEuScFcTvkv8u/MCeXe7IoPTDIGliKbmzF5vhJpo7tensUab42nbz2M1WiyXgymoyDQaz6fL0XgCuTBc6GC5WLTSt5mccJvKo2nbfLH9func4JZXbidufz+ZupU5beIZhlr5/ogU0/FoMB9HfhAso2noq4BUm+Hc91uBJ+wfAStw6jnz+N2izk1qDKwD7WwTfq9F3VWTGdCJ/98cDbBmySrQw1lIivByNpvMZqRpBrMAaudsMI9o/Ud7daA4UEJqQRmPEQpLZ48XOmWx5NwpRLlfKlqF62c9jsb+ZBgsRiQBklg3GAfzSUCi33JGwvt8Ua/U0ZLShSn++DyZzMLRdOkHs5E/mZG+OJ0OlB7Qss8XIzVTde1pCcYizUmHgZqRrO9Pl9FwRnKkH/pjf0ZalAqaAtUcyXioSLVTEu1YvernKcmv4zAYI1xiMF3S1IJooNVoPvZDUk3mUtCaFbC6qPXzyB8sJhpu4+VgGOlFSFpQ4BPliqaT8Sga2EfqYlnP0yBA/E0wDemuMKKnwsVc+dEEoWTT6bIWnpW/nEPTGQ6X/nA6C8bTBd2ig9mMdoG0pk6RKXrEdWc+R9MRYQIt3ARvIC1tOQ+no9EUjweBH7VLbou4PlkMx/NFRLoWqfBjDSNLuBzMgyUBORr5Upebbm2X5uboif3y3HWdG1IDFmGAUJD5jFbFH4bhREcLxJOGmmDXhxoBc+DagTou7aLfgqbPsxkhJSFFFAyixWK0DIfKD5Y08kJN/OFgaCussBFsQNQpmoVBqOjDYhYQpEvSSIgODKe+ilr1w9nYa7iEU0G83WCY58UU4dlX4WKghj5NOQh9f6bp85j+P12Mp3Rh4UYNPH2n0PjzaDmYjQmPZsMZ7dpgNiPpLJgTTo71fOjPfFuJnI1nEpQvGdSe1eThY45tuLuESRvZzElTNOnlDftzFN0myF2o336oO7FjJ9idM1/r9pjOC9HTqLJvclIBzLgHo+bxuHlkW0NhI/ZpuENAdFqX1S1ejCdcXlpD1QHKkTS45adMwumLwy+/Uy90ppGUBI52GimougviI8O5HqrJchIFs2lIMvdsY3yEIsDbdJVK0cK0W+/IKnG+hBP8Zh6AHd9pS9pp0YNWBih17PQ6P7humO98MQ70bEF0fTzyR6PlKEIAz2ygR6NwOJr6DW7QpI2h+nkQhv6MaNIyiiah8odDoOp8MBxMpkD5mWsvaYIT9jNA7CZ0cyiUDxGysWRxIkWr2/pBWKbRcKo1iSOjcBYtRsQ2xr6eheO5P4OdW0mHdmSD1EDZ5M9mwm5D2OPz28aY0l6H91NJ17DF2UROVXViJ/h+I3lK1sI/a67B2FzmLlJOrr04hXXTHwomG5WXMNnAR122+kVJGX66y3ThPifJ6p6RDhe/pOUWykplLJU5Sleka1ZHNCRuRv5ruVrjD/KvJCzF9CswigPHi5R1oXvcx97nB4hdRaCFGoBGZltuoczwZzmkGamn1ZibjYuEZDkxr1zsUrVBRFUivlst3OZ5SoQ9XA59UlmIZatgoiaTYEQCESHudK5GbuMlHDOx4GQJXtlYCOkb+4+S7E2yXUHfQ7FygpnLZLzZIhMFhSToV/Z2uWFd7dg+a283dlb0wb6UaJ3wXNEQ3Deq+swSKFZiZbtjbxr77l5rCG45gjhDuZtzjkQsEpb4OQ1sqsaFzkvgSUHCL91D+1toxynTigpGk3agQ6LWMCSfRcihq3PLmw4N9daZGD9RsN4jFszNkP7Qyk0Xdz6AQlM0mEMTEbS4dcKzP9IQHBdRSMRlHAwUSUg6mNO+jdVkOA5ZTjNZc1XZldQ4i/hz+jnXEkvNk7Aobz2GQBMnQVghTruAfGtWFSgh6+cuXoYG6bqEuCKvoxNNSOR+Z+tCfT6b5lwYBlO2sfnp1trXTaYFTE6mpgdn75nuEmnFS99ev9JknCOnkHdJNSETnxTnN2X7PkO0R2fTJCMb8LUwTd+15WdxwMFACKPEB4C9BarXb2bTImkwiDt5r7leSqcJGbrX73BysIws4zuNSzqOym1ao/PtXZFVFaGBUAgJ9kWQhJrPJ1oHo/HYH02mQxKXpuEM0qE/khUXYloJzTdB3ijOeeWmF/IhuzyAEJlDTZ+Hgb/Uw8Firkdqvgj9QTCeLGakWBBXni8mUQMmvY+Pm+DIjY5Mrt8GUkoa7KMO6w/GayOgNkd4u/FTFSe2/AVL2udw2G/zotpK2bywMK1b2IFUkwPotcj0J2oNnVB6wHxmd+YFqbGBvo6f6FBi79BJXvb/a91LxEbAPj3rcDbXajAaBuFkEs41yZHTESlbM5Lt4atLDidDg2xKJ5in6lH7dRkSw9xIjF4uYTkkCXoEJY4UUl8PAg0NLRwNpyZ7tKlrZC1U6NBRBpxwiU4m7VI6yBgMs6bgC63TdxsuSiqslh6JN9fndWVOXoOmNeKbTk+MD3X9bGva4ArDsNu2q4FKqzzTKwszqZt3XHWrTANZjN2mCf/2zuuPB6qi8eilCXrt9r2QtlN8y34nKFnbH+0HxYOYtjtxXYeFr26a7jgmdNps8pAEVh2O1UjrCYl5w9kAPjp/PJmHJPT508wSnpOAKY/XvWAGgsqY0NGItXfzkf+ta0DJZXMfHeFCVyelIrIijt5VmPOM8hH34FmFcgvfIe0DCVdNraC7Fin9Vj6dgMoSu607DD77BEMw9xeT2YQkXtI9w5lS4Xi2GJCOO5/7rEtxvY0TE73olBSn3yQEUH4pZJ+RR9p6ooalwDE1y6rq8lsWvQWspn3QtrxrhSODsG3RB+rMJ8llW0mQpG0KxXZj21aqWw7YJNh86PBgGjXPOSmgkYF8jRAmyJ4vdJnaSH0i4irPw+V0quiYB8E0jAaLYaT82Qha/WAQRbOB2ivXxZ55qc8l/aZKhLlZYY737Xk4HcwH89lyosaRVn40nc5nExWQyuwvpuMgsKFFp6ZRFdtKxYJoomxQNZQU6OfBPFwMB+FgrhazKWldCyJS06lWi+XcnxKrOdacldUaD9KOCQWo61r527VNtuL+rTAVSWE87uSKoldmQ3W3uNSRFlrPI6LDQ6KSms7TNJxPpoPl1FeLYOyHYUCKojYpKZ1iVHwAar1TJv6ddlzSdoumYA15b2WOrpgHuzdBfM4yKseRP203LHFzBjgsGBHxy0hNQlhKiGWo+WCkSDFc+KPloNvIC24MU6PmeE8vEGGeDkj1HQvN/DFe3yXiACBUD7yIKMnv+ivRW7ZOhkdbgdnepT/R+stkbbOZyfDK5+WQ5BE990ehT1okpz6qWRAuiG0OBwNfO+3CcPswCkajyF/QFkYgJeNwNNP+cIlU1cV4oTYZzGuIy3NaLraCx2FLXK9vM1ox+mxktiIDOSmk5xihUSc8RdRojewE8TCZcp0NJZEZGvIkUpJRv4gGCSloupS9fdJBu1MZMx4bsAn7Jac1gBevXJImKszD2kTAJDCN5WiMdouuZs9huBhMR3o6mM6RGRhG80HoL/wFLfF8sCCxqg6hRKw0PSH1DhBWhM4oBBcBGEcEwUOdVeHFpUHguvhZK8SP5BTxLBshqNSzycm3si5uEa9P0JWOsJ6EgfWlfGSlT24JxGt3wpUTSlsegytrBN9QHuQf/7HYwkRQ/evw307xscQHktvon78/9VLamLpER47e7QdHsTU2OP2R8BC6epH5SKulB0Z/aMDWnaV66b2dOg22MqdTrKFdduFwdYVuTQUZ5khRBfOr1FbollaQHzsFEY6VQThSAKFd9aDTXQ7crttmzaklUJcKaJUJOFAgwDx6pE6A+bUh952mVU4NAE7HcL33ZuAX8/5Nbds6u/9INr8Zq5Oz7+TrmxsOZOXbNHxzh5tsb4X37yTZmydtKn2nrUI7h/1YVnpdrh9RfysnfVzG7uSPu+nhbmq4U2q5Tv120r4PJHCbu19My/5uQrZdgMN52d1UbLNZdRySaRbbTqGu06clkxheHwySH8z/tX+dQr2Sjc9dKA5k8NbJu0dyc9202xdSbrvJs3VwVhxIQPf30mi7CbTmRHwng9ZNl5UctFajyPNj/QKP5bEeS1P92G5qxCM5CakOnu1npHYSQE004YvpnU1Op5umWZmuAJ4JODjQIMMeJyHW7bLUnU4B5UWrB8DhOv7mTfvl9p3sxSO5i92UwDr3zkmzs6QqTjsZdt0cOBcnmry3FxLdfji77cfy2v6zM9ogMR/OUft+dppZlheS1I4lkNkz9kPZYwfzxswQL6aPteLQDyeD1djrpH85je/Nz/v9mj7VjYyO5IOZ+7rZX0fzvuxEfiD9C2B128Tu53UZq/SBPK6WLNFmE3vJM3KzzeCyuVuSlOUkZLUSsY6mYNk2AjaJqkmdcpOmGoLS5E7VWVOt9Cc38amd8tTOuEFmiHxm9D6cpWJ4fNNKuJ1UYum6mzriNjGt00CI2sRuf8CX80Dkno916kdtQWtlelhyhV5knb5Q3ZSOJp3jxfwN8/ThNA6ZhtvlppUXItkYZsG7hfaPxfK3WgVZ12KnMVC5F0lfR9EfEJGaYHq6YT+e3jzyg2H1bkD94RB6JyL+YBh8K/b9eIB7J6odl14IRf+B2PMXAs4PRpkzMP/pgeT/CZWy/1BR7BdCvV+M7zZB3UcjuY+Gb/9UzPYPRmu7cdpc79A7EF3dCp5uB0B/P76ZH/oDUc0vxzP/8VDl5se9aOS7ViNrNyS5Mv/USLj6TjhxHR0sKqvbF3MvVFgUmJdjhA+H8dblb4+HxNb6UqP02fjWA62IYH7+gZBUG3nqBp3WlTb2okgPBH3aYM0X4jObToYmaVzCL220ZRNMaXarDpf8XqikeYCTIDn4sQl8PNQAVBTNA50vXVXquh07yHGDR1vjHQoArCUTNw7QVJ4zv8m0WoF8+8F7mdMuqHYUfyckz77bBN7BdZpkDzrZnRA3KiqvZDVbjIkdUxurvAd0VMEhRh/BDuOzQnXY02/IW/xSJCVp6gEq85QhHBJsxvPFYSMKzEOS5VzHNxQbRyR1f3W5sffRuWG7pgd/YR3/AwfTnbW60+tQQRg30FDWmF56wwB9d2xrHZYrmGyFqmmEw31v6g413J6Ge9OgMY3pSsN9aLaVaScTV9xI5vGeW8ige0wcpJFtCROQDii9W7hXS6JV02Rlo+6d7iq/lXmOJiYIn0u4GUUZootckt/FcRRxg5G0aS1im4ZwsjyagnALkE3h17050IAjip/o8DIpxojobLFls7s0qUjKZJMl3MsBjRzQxQENHGz3Bm7d8ESCVFXtwJSLzTzmAuiln6DguUzcljovs7Qucn7PFc25mDnJnmEcafoYl7lblFyeTh42ZbJV6DYDsKSGd13AO1E+ynTrhAtvx1zy+ndVNKWuYcWz24jS1HVdahSfjjdPtuY0vTxjfzMhbBAQjDlRUNrcpx38PuyiKMYk8kbr8rfkLj8hqpAD8+AQx3BZuntEiBwtiJQ1JvKB+RIeEX2B66rK/G1E6KirghavjINdRcI1v/y3DQRZWp8NoWPmZ9g5ZLPSwiVbHyetxtGKIATYcCSQMO2X/MqNSki4Usl98luUoAuO0vlouEu2xIu3aVw9EltWaBzNC5EHyR0JtlX+GK/hAODFecBaEkOQbyd31SbBWcrWd2ESbx5VWej0aTGj9U02xGiK3Y4W6XdCi7igW08e0achuD/JiUnT0ReCYYqCG3O8OCcwcBz6J7Qv9Eqx2lu3hdZ6Pp0k2SOfUowhh55//+W//TL6xZASZh98yovG55HGJ/AaaBj5gsrOhF/gTqXlQDjsZvjT+/Gn9+NP78ef3o8/vR9/ej/+9H786f340/vxp/fjT+/Hn96PP70ff3o//vR+/On9+NP78af340/vx5/eD05smdAeiPltw59PFbczNj+TDh6cbExWJJtFJadCsrt2Cv28z+pu3vjNtXPeqjURRrRGvNdprh9G3tn124eRDEE3Dts35mzjtPfKkCWNX0aSS1U/Nz70HPLV3n+5vDC60rniHE3NS/ag5c5s46M5XP3YO9gWzlmrjIP6KnS3cq+9O8YvNN4+t68P9xuaowm8rEIDHCCi67gxOr/bpvet1arv0/4m8d7Sn0vOk+CG8hzhHrWbhOO5OBw/DL3LC/or0x4h/Ygtx3TR7BHqU+GW0ciANjk6tUi2OykC0wJVhmh3Rd2Y/qJ1o9GLKmyBcnBf8gkpJNmGX3V1Pak3cXT4Zh5w7b1FPmCIttAbUqnQzfNj1n0LcTmS/N6TkIrSySZJ4Vv5L3T4b6GftJt8nrM1WZIOM65TzqPN7Gjlw9x7E1eSd0jDXOXB6mGOuyT50KRvzBce/7IQQFq/Lei0ep/X69ai1C8gHlx6n3PuXyoPo2fSk7fCX7lAHCsrlHfL/8ilh6zw49L7lf+5YP8Sj2xWrQAC3tAfRiycfvkBiPOoHrw3j/ILdPfDe8WLRD9fu41QjyEKYDgpOI/DWu1DmZMkm5xuYvkV/a9xqTyxfs1oZ12cubrP5Fl8+nfT/LS6c29ldNT6/qQwKUhMfCyOy6rLVtlMO97Z0v0FmaH89c0u841Z1RAuHv634gRTPwE9RF0FvKFzjV5XZffj1stvbdvWN5ySgnfJa+CQ5Z6ukpjS9Gt1UonKuOQ+s423jr4G0lXeRR7ONWonGv1InUTx+qGpsaCa4JB4Afm9+cgWwP6BkorHNKwfrdKqD2lUmtND82LMfYbbfVCI761UpIq4Mb9rnsDdm10FLFw9rJuCH9yyGB2j4dSkf1ptXxsfJ5xrh63QEA+sB5S7CaOnsPWDoh3yIfueaQbJP7ERb89kd8BaZ8x0kOqvSdyrgAQ/UKDyB814ku76nWJh1q2LNZOe03aF4RIh0it+XjAduHqBQ/D28jKwwxf71Up9bTzAjFq/0d+NfCy4mXdHuRd11BaGCU1GJ7uNsRpSvWTjKNokNJYwR8CQ82N1OetE3xhdsY0rGpCwNxoAcMNvH/vsuKXxQ8UTR6YdkL3kU5mggbbNt9uoW161WFpuc5fyYxWH69RnAyziAXBeJXncGMjb7ZX+QBnRVjEbm1PMdn8t+BvTASBieh+n8LADZjjZ8S/vd5v3/BaZH9ptpbkvl49mfHX+4Clnte83m36h07QUZjreb7o6dMBf7j19rM+0y7ZeainNDmNuJQ1T49/YTfrHGklLnRZ7nJMsC9FKhlfzb2gwDYAbmbTdTZpVNTE+ix+fNuskNs6O0zxdd/36pyYS4l+bABi0os7+7e//t/9fgw8aN+LHbJ2dlg80U7Rzg97t+clWr+GbIeQnAvcQZ6To7DQoX+KmDptiY03u+EblJ6RjYTiUzwhIT0b++73eWV+O1Oxg0dns01lYGjexqkrW8kDHUPTCNhjjQlU0y6b/IyixJXslzlgormu2fKu1dWcx2YaZ1zgeifyp8v63LR1qMJUTf40tqkzlDVqmdXZCtDvRISBAdzcYY8OLLfoprOuGZ7Y3ASiirbi1xk1cogQBFH8piMgRBnHMxDnBWqh3SZyjLNI7Ht+00aapK5oyN+hgxnJL9AM2GkJqc4/klSfQTzDMWpzuYrynE7K7Zh1dbGulsaoZa0e54aUvPS5NxbRLV9tcvPfMui7D5JqEwFvT1LW0Xe06bc86FVZLwPrW6TFnnH1nySfimyCZ8O7VxrGaP7EG/xCXCqsLAfbfC1btT7/la7ctOyESnbmJPXG2CTt8iYcarG9M6Mp/0un6T4zEcVvD93T+/zEd7XsKfF0OkWbtuBulU6S1v1pv6+EAqqaweD+XoBsAJkXoe3sinci1ns0cDWSbwLY+rj23eUq3PZ26G+HYUxAkMLOvsz8cUNpXaIyAGDZQXdZV1aViT01zf4UPDPUBbTH15hfgpFT/7ATWNmyn16v0GnZ6P7q570wU1ZwOB2i/FvDageb9xj/XnoOQYu4dUGQbYwB1IuhfD5wGNq7xFsZZfyGqnXzi+O4nHP2XW9u4hQ4scRFIjV8nxeT1wFgny/QbpFaqj+mu00tAjqcp9XRnTARiH2d/JCOsZ1CAM9YB6P3GJZdwtcLaewpPnUv4CgTpTjpkT6HYdx33elNMl0DO9MoCzm9pclJ7CpOk0vZ2+nFvkWkvdbm3kLjqVp1/3VNY2EJowpk7KeQ9haiT+d5TKFxZpZO832/AuNFbP6ferpjQUyBcxDpQ9KGnUJkGgAhg7JSt6ClA7ja5lTd6Co6NCUHugIQd9RSQ79U66SlYrfQYU67l9UCEai+vBxqnhM7rASpO93VnWM3bRYJeD7xwo12ZprdPx2ofvQITgth0oF3UhZx6vIk9m67gXJ2AJhV7erjsCI5oVyvg5BR2dfJBWamI05Kd8mD9Pzp1abMeHxg0defCbD0HwiXdbo25noJjSuP1dPZXfffS/voaYmiatHJbULHfIDnlIPsNyKE4LpPXY+p15n0393SKdPYUClQhOUts6VfXlYtcfBNTaKy+nB3zYjHSVyDxSD3Vnk7elIHt6exb1Wv7CkS76m5PgThSLLiv4HAUpCmVdaTgcV9BcxltXdbPVsPiXsZS4Ov1QNmpRd1vwOpK2v0GwyYDmR734RnXHyDsC7npN/Q81NmSXCHjROZqBRdI2uY6GblGdeAkQ8PzsK7KC2ca/gMiI/j/remtTghRF0EoUa8CBr4Qb3w0fc5t/lGr/LcUCW/F4MEeVRIuATB6fOVWnP3sm+4eUqDACrK23nm/98xdhbwp3eM5ZXy4ACdDzHagI4V1ego/COS1NlA5xel7Ck4rWMMN9e0/ONIpoMfwHGhy0DMIkJ9g2zL0eCMEsWrOcaTBRO8BrE+O2yqj31C90Oij34C1hBGnMp/kOrDX6UAfk37D/ApAcBrJ9BSCTv+bnkKx37anz06Zbsuh/ptTD7dL6ikwTZenPgJwtXWTm+roJrdhVS/hQt0Q7uwk1R5r41er71ZPAcPO9HTqrntWYjn7CUe3UVtf4RC+gvIGtDPLOpCTexVx0YOaIjit6PoNcrHtuVGnaQPYbzjcyvjHGhr2G0LbjrGn0zf1H/s5+VUc1k3ISiHVbm8xruPXf0na7ULUUxD2O5H2G547djLZ8tv0Iq6fbpPT4fECY32LGhynHYkI9EIOnWkrXSVM7G/rvj/0xGc03riIo0jC26T7n2m/2enh2vfSratK58ORqbHPXSBMfy30ochzpzdtT3HFgGP+6SkQTkPgnkKAUu5mD5qWxn02GQkwOB8r26aTqUWc3hs4OcWn3bW5p5tnwwwQm4gmCTl3abjNrossL02la44eQJEHUz2eY8m+2AaSp1xRhPO5TANJkhmOta7u6SrZWM52y5EewoKOm3ll4mOQx7XXQLynO9TX89du195TIHpuxnHcn2iEh9BGOuwZadK3ttNIvwFEA1Ep+uQ09eCujY6Hvp+gcXxbT+fOyoptHwFLh2u7Kd3aCrrgOL800NIbhzmwDsGD66410r1WkkH7i61OabJTTqkqYz9O4mr39gmcyzRg/ss2Du6bNtASRfdVJUmu0H+0v9W0Ium0U/c2M513egoN+17jpAL94VZ/6B1k+7ZbyZMlTJZATDCo6YWcq253Q3PhlI99q4HR2xSlYdDIrai4lVj9ELdG6t69UXGCpAjz1H2c5/iEk4YRxPWV55e2z1c/V78iveSOdP1OjrXIrm/A3IjvOZ5LqdUoGGeKn/B1/mhE3uwRLbBCKV1VFGqv37zc1vTQ3v/tPSkSVz0uBvkh5obgtrawAAVVZxWgpdorMIuy0b2vGg6Md6KSX7Wd8j2EBcEejkRg+nDpYhMzvbQt4MERbakEB2hSLYiIledoBGdqGnXTCvNOh1aizWmqE7e6cc/RGRZjY4Ho18Rh26/zAXgr2m1s+x9ef9X/kHpQyldxTFZbXyZJB6Wvx2W/kfSr2BrO4t1riP0qUvVMV+/Xsk3lebZBq+l+b0oumPWdtun9hpGbvvcbhFfQj/AhLrcqkYwT7kkcQWln6T1O+x4ot0pVLqC9EoDcrJqv6kG/ErDgyUXhJvrlqvncW/WXIDLRLD3dDw7JSXsbC5FlVX+D/pCS3le8WWl9/5HIUb+pESItuJhqP6fPQsl1ona9PQMgP0WW9PUUOE4VMDJ4NWw54jsavw6ktKU8LLireJ2qhG/lyB/eyK8qhi4tv/01yzYwD651HIaJ5pIVte+ybWnt9QkU2/H7QmvA3m9qwiENlyg35+Y7w7jTY/HmHV3G1oiYI6G+Pdfl3PwNop6BvnsFmUISim2E0VYpFZ1uG+Wh5/4ZExnI2V49hMAgnVu/vV8ANBqD8ct+UCmxp2KlE1K9b7Ms8VWvtTnmtiZDur/0oGfTNblb/Zo04rBV2ne75qfMBlv3FIDrOE3r6p6f1EO8fgW5mOIKuNG/beNCh46MwkF4GedAX/W9fjsDh+DY28yGkLyGXturgDS85CJ7TF9Dm/rAtA73zmx8W//rRlZ64yYycnZtPyHhNmqvwZ3L4TX9mjItP52G82yzIRG4ydDu4eITJP+sd36mirDHZwFTF4oLW5nZl57CAkWqivO+n2rY94R9vI4q7E3ikiDa69kmJJ32nYZdFFl+VmjVZxhaZeJVsda9NHNZW3ivK7Kdq0qvs2LX6xLhLQrVTxDex1Gvt+AyTeJUIwGo/3tBLILrwvQfEhZDuB1Uq7cnae5XryGPBfz8rOw7R3c7WfTb5ECvOs8e+g7FKzj3u42fJX0/FyJXubKiCYTDHumn6h13qan6HVeZXWSvwsz9VfvX3IlGMkj6CUTdHinPk91lVp7RbM9VHlcqMd0T38WoIOdv4yQUUzFsky6KBolW6Ydqk3ChOatIk4aDglbluyLboBqI7Y3FlRBxN/D5o07X1Z20VbKWKqOBm85Kda+k+tVXpliSYwwy5CuJcx7hWpWVbmZifr1AljUy6ON07VyupTiSGJwCJqWdTuN5astITi8iNynU5HWYm37N4kDf6CArQnprzK8ypa+8s4JutRW/AOobVdpv/cQlEuhNQa8eA2E2sK7npZIA9Q70FQcQCDkWXCZazJW9imybG0yIIXfWRBoZQEBY3cikb5Jt4cYMcuzOBx2v76p8J7EWtS2tFO85fNGnTYRM3fiLrrVcpOKe+oDRAcIOBfE2pnGWRA+9Ci8cCINLfRJ/u+kpKKZrits1psdNO0C+uJtlv/HLxS2wFzrAvbZ2sf+931tCJ/5ArCNt1KKWkglGruLQb0BR0qWnUzeFL/q9/kYWNKHQ/YThASJnT+du8iZeQUY+islB17iNN3X998w0E+gnREb7QW2c3np6z/KcVE3WZ59MyfIex0W8thaDV7pSPQXj+i5LNbrx9Hs3xKZBNNj2Qus1NKh9SRpxT2dvqgf1c/I3WoUt1rdNQym00U94pHT7e1h6Xkm5hngTJ6owdep6nupgmws4LH1fV3TYTG/ll9pz2u/9yoqdtaU7NKLHMGUhe7R6NmtbZ8D4sfq48CJB1lEeX9L4t63mngz9RSaCqe4nbsqIQpIBVGJjuS7i3zWK9OGSgCx9b3TId1rXBbvsTFLneUJvQ+sRUn1ql8YZbOcf1S6jxch3InCgUYkYpK2y9GYtfgnkvZfWtxHCDB+naxqnqKXGuKzvvEGBg8u05PZnTG83uOMCNfNRcrXka7bCDoHMe7TWKDNKX7Og9B7j6k7GM8UV2B0orhO4UQotb7292278Gx3Rzy6Zv9AVHnWqK9AN75JtHDa1+lFTW5zrWbCtGUNVXqbwykgCrL1sWxigsOO2an4WSfk6k85YfKDgQ71WNM2mM7ytsf4aMofcItS9BoQLQOqw37shR6S3vRtc8i10xx6VU1PYsv9Jn301Jbu5dCv1QERfrQ0B6/yaI19aeuP1umoROvqF7HDvNcL9qou62nn/oQEPv9F5VlQMSz+BMLEcbsBGv3fFjX+6Q0JL/xHNtPiUSB+3/WJ/oTKhWP2aNOTxUCWld4V/alOO8klROQuJz5gPV68hQdppMEP6UqWSxMnIlwsOnH5GL/Te4O9rgT4g8n6ZPpAkzrXw5ONrAQ4NmjzbqeksIYUw3El/oNcC4Sf9mCWs9fuoZth8Ri2s1wIktw24RRVIpj1X/e+44ZpKmp16NSCFfMZMVTbvwv129YqKbGrEi0q3YHSkLUvvbffKazmCkVvc0XvnfnstIK7jqPJg1D03xRX6fR577tQxbTtOK+mI8yqQjNQBlSBTAA322L6G72IG77kTWEDB6YFDkUToIva3lV69BoepdfbYygXsbOw1RI2nzpSI7DU0MQlQTLhfjcxb2I6jDNbB/qO9F55ALwx4+HhdxIG2nPdVbCJgZEmQoRSh8NVgKOwmJqWUwbP5pQ5w23xd0HP88xf5/FpAh3M8LNQjw/bVfHktwHG3apGDX8+OxWzX+jVWiKD3Lt1vrwXExGQ4GFX0Y+vrawFyo3LvSuWvBZws1RKEF8bK++x8eS0A5ioObRiBd+18eS0AQjngjlM9F6ILjZ6f1qeIrpnu99eyWyRfVgQb/rmIVZL1vDNOwX75s9C7MR9eyz4xHAaq1wJTeae4/2zrnK0OXHQARi9o741KVBroN8Tg70FubrN8m0u8aP9NEa7boDSQXr0iH8G12nWqiQccUBNt09A7rz86v7Mduu4C/lqw34ZFs9ZYhxiWTsN2gdlt4d5zE7alY69g95xd8+qAcw797vf+MMrdNsD9iXH/s8BhcyrEbuat2t9fDZRFcrat7rwv8q8DFoFylpOuG6fxJv5dh1/5+1X/4wSyQhMg5a3ybY/kXoMj+/K+iMM/acf/FHA4iNWvid/ZynTXkO85O4YkJMGvd4XakI7AoqR3roqQy9n1cXtYFAzus23Pz70UnTTSfU9hePuUx8UOqHRNNz1mRWhqaTJQPW7g7RCyfgJwowNNs3Tg4Awgg27nhQ6Rwa2S8i7OczR47ieYPUaxAkVDvbMwhA5/pTc+Qnj6CQqhk6r0bZbHgeCaCZFmoBgFuZZW8/v7OHLyM/oJ9JVKkVbMQPWXEaGxwllaPqKDJdc17tn8JXKMJ95jal1kUdxP/LkBFTNtmfs18172NjbhkG5yW397oVRycmu15Qzg3HCpJkgkVSkk9loXm7jkqhPXclBgwtG/xvoR3p3LUOxvsSl2rzf8FCs6/5TFKZr16n52pa+5zJvMlBKpzsJNnNIthaqygtYjflDBDlU3bvQmIwHvS0lixEVcBlteMS55xc/wQS2FJTcrituFeyOiBdJU6ayZdbXjLtZSekxiP+nHzrLIivHHLzZkEPF2Meqvl5Kkt6q/95jHN8XnHXB4K7NUV6ZNxGuBtAtir4Ex23a99ZM4eJcVj6oIUdux/wV2Xa9tC7wegwWdu24XAbZ8nfXauc4FXflIZcWO/7R2ii+2D1uJmzz27b2CVgKrSquEfSr6VbhNdueKveKinRtLHUNmulT1Gj5TdzxbF3QA+w3KTez7fS+a5BL4pugQTQBl53q+P4jWvM3W66TvZwY61Csgba+imp2NbwrrGotoTnVHQ59xoyG6UjBdsOoyBw2v4t81c10ifzJulpdcqxEdt4UVc+/t/q6NLWYuRGVSVzSzAR1uwbmvpMreoXMX68XeWZJkjxc65YzL8yQr9bsi1mnYc/qzjb2zB1WpAmZ1VLXoKRxvVNj3Mloum+tzmynuvuRnTz2dPltxRKCVsHwig8LY+gmPW5zxolDrNZ/yV3NSsjzMHtMe9255R5chyJ65VYH7CcrlBiUA6bzkfZdm6fincWUaaebbijvUxmnPm8q18hsqjhHsJyB0sb+BJj2mVa1SYf1FnxVSnOD1ej3H+ZUIKMiBsClmqufb8ymr6tLLPQXB3Rok+XH0v3Rv6jpesqLiXuyFWE1XOeob97X49w3xl74GA7L+kq61SQTvJxCoY3KlivueW1fcE6JLNKeKH/SH7EEXjR07zvNEmwaO/YQS/VNQLKLn9FoiofqczJDoQIx5/d4I99S8OkHtLnu8ygrdaz3fBsn1msc/xlVw19vZ3yq/pzPnMhH9nLp+quAAY17HPtvXQ5bqsNeewpInKtB3WYKfrpvP0kYgyl7PRq3uEXLT231Koxjh2Osk81Xi2Z54KknymL5xDW90JUxMFJjcJ5IZLLKxSpqYbKc5S2mCQUj2kSiyrIg1atY8Zu+UjRQhsIoveahQ4dhzXlKVd7DAy+hxGZjc1tIMutv4WeIOhHHwuHlkW8/cz2TyNNyhicOBjjAJXTgzz2mtUOVQXlm3CZQ31eA4ofqArJQpEP+qOzzi1Xe0MBWXff+cJrtzTOldVpgowjgNdavHGs8HdU+4zs9qu9moYkcrSCuQOqaL0iyH1oWdHcLqbRiwPPah2iQlLxRPjd/FQHN8PS34g0oIuHAbmMkeXCaZ4LCZYb3VNE15X6uxo9udpyrbK+lM1ywmqhuFMh8bashYwturfGRfNY0dO9tdmtZ6gjdHJj6z80qQL42YiwYAM/vWxtcTrXfbwV0zq22Mt/PUvbKB4PQxKwgjzmkvMC/Je1A2uINjOppMBniWHvQ/6x2Qr7lMB0Fx8IeBbRWvU5XQF853oB/QwUPlJTp4fIxTGOd2if7s04QQN4y5467P2wq9Pc8TwlFGKVz8kpbbHCkVpjNnnuG4rDmjnABGRGcMoxFfrfGCfn3HZLu8kUsmx/QWu0HorbG6ct9lKkhF+B1oOdRgy9kW7UEThj/LEe5RsgsHirbku5QGsqyQWucXu1Rt4oCvQDTRKbcBbTnjS1SJkO6oOC+cWlJmCUZv+tzRN3i/aJw3yXaFmrOk0yP75Bzn9M2Whi5SotL0K+GPaVBt2p7KNprQ+a3tXG36imZFWF6mXJwrPFc0BBqeptXnAmGKAFo2Dg0Tm36mF9qnfwI8kSQ+Xb7SG1rzB8IfvhtIZJzBYnv4nAYwumDMC52XQIkiS+Ewpq0stDRkZNpSJwBkxY62peKdT9QajVPPIhq2DjLCVkrWSVHv0naD7mCJ5Oa811W7T+wHrR529fMxhyMBKJr672j+lIhHrrrXu9YWsefxI3Mc2qGu9+4dpvY5/ZzjINJp4/dZRKZz4WeqCLH5n9RDvOZXo1PsqioQ62MWELsvS+WuU5au6WMJW5W8js4p4Yv7ncsT1aeOHio0UVYdYhhM+dqYTNPttWkdKxSZS28SrcI5ZSgFPiLqvMrtpSpNi91tUsW8IYYlQfj5pHD+z7N8J4tdF3crP0dRyR0AGK+AmkUSAnQ+pELcgoq2/zK9lg8Aewusrt/MtcDT4O6vWbZ5r0vcFGfbsoEzps2rdjgkWEaODjHHu4x/tz2B7W5s0xpzb++KrKpox+Xcdy3OsrhCDSuhz1jRt9ji1EIo54uPzuWBvc8cctjuGGwnT0PzeZGdv9ERHxxNJIMEgzTYRwj2FJs2wwJAcwa3Gz9VcSIV7y/FkH6eaJVu86LaqgSYHtKkiKFkj9zcuD7PV8TYdJQVRFkhWNFNBAFxeaLLF/ohDvR1/ESnCjvybkuSDe/qVx4IcX1J7HsB3nSRBSWYdUQHF9tNYpkuwmzj4QJ/IogTJnXn6FtclnQIAvkFdIkETr4Vn08eVbk5JdmO/xWO1CGd60JtvpXeB5FS6Edb3OFLFdMkE64rP4oUCa13iOMAbESXNS3ILq8yD4WI6ICe3968U+BRyDDKisv3b29WZ0GW0hZiU/lejEqwFGDS5xnaNN1cn79RpX7L1/gvzjhz66fKBEZ6nCn4l63e6jdxSpLMDedyfiWU/VBVOZEA2uuPpOzVEs817ck12mGDQAAZMpIZuSbSKiMGQ/iCF6S6woIwABBVA8z76pbOegV+EacrEEA8bxLkgpoHeOf1x9vz6zOfpMW1Dj/70baERIbRt0xKS2yPAOEjjS+oadVKfmCav+MnqgQRjLcfP/vfaOhS5THtfLMttwlJHdp7/9fLa8BXU4i64x6tpaRY3n505ck12CWTATMWXwWr3qjbJMkedLI7Ibm0qLyzJ13yO7G+H/kXdIusuKqUymllvjU8UBu2cZuRRFnFeX1KzXUQm4BpVg6C8xbSSIYWeSCWhXq8oH9IqiojblK+TQhB6TVRjHhOrm95ncUkv8SbPImj3T193kFx4dn3UrNicwRoD33b4myxKPaVz6QByz2g89pvbDnAiSyn173QPJZv0x3ka3pDkRBhi7V385H/rbOHK/uLeYrIbaGrk1IRtfd8UsvvSzrcRNzRj34V5jyxfEQbQmJoKHfzzQxCBfndI8JzorG/dy2G9618OgEvJPmH7zuh+1zKk0oreQgsN3pN4H8rH0BvT3JJ7vCuricXerN9YtiYFJu0j0IO5DXhZuuJGqYC9NYsrYKWyBKeJV8Ck+HpxHe35Z3rCWYhvu/YRsebD3OWYqNAfrJkizxq8Qxf6AjaV8jFo8yJLauGpLDOsmLtgCmvKC76Q0fKo9XKcw7sbaRsn1QlXUCRERboiSL2Nn2ISVwVq4CfVgko/Ts+/BuIRNCkisTFD2GyznOn0N1pH8/yWIioIS1lQAzIagas9bjDJHHO0iM9DQ2i5ARoJOsZaFnqiFSgWy3poHlFdMh+h+iCTpDvLOGuIFsRXfdA4AUAoDhRtg2dP9IqgYQfMpqYv12fQ3UglUyi2nV+EUcRotSucZ6IXxVrYvzpPVK0PkJQJ9RT4OVGZatFb4O5VvWjo3WbQUjA4fECR/KXrWx5NXGdgIjip09MukmtLMK3fKJrS4RARVtDlIHQPiShgvSOuLy7MntzQ1AgG79MSUyz2fgQ2m1U+luemqNPsK2E1Gtan3PWhwKO6r/VmxwMidaHvm43rNaVrm5uOJa2QhjKmqkHiFYbCesvKxIhi91lSTqfqCyfNIR4woJ3xOuZ1djNDUvaIitUE/WF8MDThbBxx+obf4zXd4lUt6ADEpit/0qCAb8xjKG9EHslQQ1bjEavUhecZ6pLaDveRt5J00iMePn/sfdd220s17a/ovt2PIYJdg58uiAJSjxmMkFpe98Xjg7VJCyQgBEU/PV3zlXVASTQaEDSDrbG8dkigKruCivMlapOsa+yf4DLj5e1vIdE4jXMXydZMjYl2YdaEUq8WaSOULFXp5tD3NJfwYdoM6O5yU8T5n1wQbFdxrBYcRHxudBAdxMsJfGjtiFmE8rPmdDCuwltNtBUf26oWhZs0XTZHBJrYvuwrfgIQPWBgALwHUYGkY3Q04moedn+xeIrF7RE21cJ7P9S6upJGFGurQDjH4DEmX3FEmkZgy/IcEmhBl9URhlTuRnEQmAnDbIWxCKAIsx7+zASr8hyOmwqA22GfyJbihdCzT5jOovs8Y7ysrmgRM9n5Y7wRw3ozjNe0v6g7kawGjB/LMSoQOtPo5SEgHeOxjClDkdzzQ+LmlkI+r+aYU0wolsFQEeM+tkQt0qpoyuD4JNe2pUcpQWvH36mep/r849fH4FtHDJrj41ePSu6/TTl5hm+K+feJnj9qHlqwi7HDbxqNINQdGwqKrqbKkPm63hJ7bX1vGcKXLTrevqrcXgRaYSHl9Ns+CnUkjjSn6LPWBf8qv2kvUNINj57pt+JH6b4/2xMkwwr8agms+TwTv7Rj+HO6CeMDwHgm5Bvijmz98ajkdcdLqw9ndCED1yhs+SwdJTfNb3mX6dEfFyvcpi9w+XosDacjXu7dMFTgmnzpDTmNp4rO1d92qAkoQrX8QCSLs6rymulzuh7qvxLq24RkTpzUX7Vo7Ak16WEArBb8VVoIbzGGTFseAG01VasN/9f2vwAPiNu6eEr5FICE7VOG3JRnxritvZ+alHRkA5z2ZJP4FX8kYIvuF2yVwePELhi4Y94vcQ/5485P46e2KIWJk3ZsSwnSSP6ueCeVjbg8DmZmhlDqPQOxewHsR/yoxa4BLH8KEakHBrcPCs4qUSQODeaTgzKJBrwxNTGFJ5QrcvcvkSBfhVHLzP6F4W4/PY1kS96h/9W08cRecS2LOsodA6iIOjFbhJHeeAlYZgoV1m5X8RsDYPzyDqwA9s7cF3/wI7DA8eODxzXObBt+8D13AM3DA/c2PMOAif0DuI4OrAdfLYtW/fEfzz2dKzowIl0XwffupaNz75zEMbBgYMPUYCxOOxuW47TCyw/CF0nj7PU82IABtf2yyHJQ+0D2w8di8PyYo9vsOU9ri8P5Ehdm+Pku9Dai/Di2D/wLIzAC/3gILBksE4Y83GW2yuU78WRlzl2kYRWllip7Zl3hkcYahAc6XdYns/nB5GLR7hOuSKBnpbrYLmwTJ7H5+uHexg0mgQuxuAd6KF6HKRXdsbo8LwDDz/xia6PgeIZrl5Q2/L1tNEs5Gz9epLyBPNq7kgQ4Cnhgee4+AKz9tzAPojdejCYBlff4rPcAzusd9Z1yxWT3cFiBXiEbYV4O/bZ1mPwOCSsf8QZ6QVh93IpXM7Udt0DH1/7AVbBd+qXR+6RgwFa8qi4fL1jcddcvsOMwOZMOAsvPAj9+MDHjzbegQkfxGbLYr+nrNAG3fupiuI4Va5V5FZFJ1jpsEGGGHLguJ4QS+QacuHIy0mTQrhvtsVeVsjWITbZ8YIw8izM2gNVRrFf/xnUf4bmzyiy8E8Y2XqvZHMCi9PBMw782D4IsQKgHswlxov9XhrjObEPEsFaB1am3MYk9K67TrlLrsfhcpikah+M6B7hL99vzLRcVvBcY0vMvvou/uAjQ0yO/Ib/HTlk5foJ5C4+AJviNVcI7ObH2NEwJP3JLmCnj7Ckbt1ZE3o5Aq+iK5Cjb3Y0Ql8HbwZf4NugJCQ35IijerCuS47R1AOas5uT5PL6+LacpFAdlsQRIrEDDwydpnYQ5F6SOIVdhH4Slgwd9YJY2XnuJl6WWoUHugwytSL0StEVCjfrKeDfACQTYNnDo0aLeoW4wGyNRfZds82YaOQdQb6tLjB3FdMLsHqREKMTaa52Ldk0s9V8qs8nQjpE2NrA7FrMtXMss01WUwwELjv4nqwOF4Mvxj5bEHYuiTSMO5EzyTiOLLumZxkn30cJKBtFwvY4E0uLHR9zC8AwZhvSKEoT5aRgZtdScVpYHMYRaChwIIiweZSN0CHV0/1yOQNO2m7KUQjOnmengcr9RPlu5tpemqpKSnNBjETSfF2ShYW3uFb9GEdvhBHm5eqBvB3SKCWwp4nbcV+oMb8hc7GF+sGkENkTkDZVhOtzJJ6QNduHsi8uxR6Fj+349hGYILBXecYD7ZrddKJydbGqPslID4eiW8sxPXanXCuOmy+I60mGFIDgKbuWHKsS3sXM7ajuYMjTWdUKlYJxIDldNIsbS2JGIT8GEPa2XlnHDWKhmS5k5vJfobEgjEOMFgwkUw8paywSvXcQcgHAEVZzyYT/yW1oqxfB8X0IJx8ty3a14BT44WGHPbuaMzQWSdH3jhpbLLSgeUmrUxfbAU0MBWRpsnBdTzOfBgRoYctSxaarSAq282wRcHbUi8M0jPKsyPIgTNLQ9kLlrsp4r+IAK3AqWQ1BC1kjvOQ2MIAeabWXLgjDESpxQXKOw711DmIzitAx6ntF/LhGeDixsC7e4/M1nGVgu5F1RG3lhb0giHLP9VMgtSB2gsJ2s1I7RUfAPKG3yiOUxyVJUsuITIswGKq7I4we1G9rwKAbknrINNBpgbBFfBBEYK0wrPdJFDL0MFWxa4hlI3VRcAUgLaOPbX5tV+RCkROa94ZUx07saNAG/Us20oIssAzbYRPxnp7tpk6cKIwOOkNBd8aRXW2gobFAWIW4icstAtsmCTR2VmhQi02LOBFDigWRinQHUghDH0sWaajjOUeN/YIgkSlojQciDKk/Qg44FvbwGuLKNeqxQorxgdYntjzBQ2vvqKGvSQyOG5sWgpZdSKQYq1c91K9ho6t5vzYJhF24dJwMRZ1MRsSiF1iU9G7g96Io8S3lhBCJlsqiLAEKb0pvPyzRg0cNyXf4FEb1JBpgF3LBjQxOJt9rNvFC+4hqI4bKRcsVpQvB1DBhAhoCoDOR/rYXBUeYYGjVq6IlodApnoQ/fEtPKK62JaxRsB8b1R2Uy2wLa1gWyTZqJ1uRiRSZocUvoHahq2ORhoZXRB+Ejja5sFPkUyExDxwF6ggDEizXwAJQgnUHEABFrBVSdCQYRqRWXElERwMVL5Duwmm+HfS83ItSFbjKL6wCCtxxklJWxUdYOV9PP/IMWZdKSKCSmHO+plu/XJtA6EaEVciFga4A4AKOkpX3DdlqpRaRkRxpAUFAtRgJitHDA81qfS3GhlhV3EeaoB4EvK9NA1/LGBfDwD+2kHPY0K9WDdnIP0RLniXU4wd6LDQeRDyKSA8qAEzsDFoLzGqFACSWgtayoNaxM0GWJnFSm6q0k3ytVyDMRV1DzPoUgxAwkZjfQKjQDrBdIGn8LMt85QUrqgFDqRQ9hkqz2YeYOIhKbY9hG4qsVhyDp+22wjNYehAjQTQIElIfhNYiRas/Q024EWZrVsURGeQZUic9RqQ9bDxXBTsKe+cIgCDwaqBVobr4IHQF/Qd2qXUd6oMaxBNRghG1CMRTe37heEkEeQFChvzNwyyLV6RGA7DEtSQC6QC2Bm65iq5xRRi96UDOuC7NVtfTqwpV5x3EFjoK/VK/G+FoV/a2hooacDhioHs0rr2oslIC/wVoFBpyBJ0A6JJJYJXUbSr8D8guUIoLQOM9BjvLOIwwCt1KZ0YWSAfGRWPXQcjU4YERF4QqJdrDi7megbYHRKVixUC/UOi91LVhF0EqWHlQREEGsRqtGELlc0TPYNMxtkAbFIChrt2kog1EFIWagiKKNK1HXE1GfC6tB2Ep2kwxJBpWzeecRAXjJQ7dQ1oTh5bVy2PIPRU7WZQHTpIFTu6nKxYAdXkp5ILKPKwgFVk+EOMZAgNLKZwMpVEDZUw0xLb4ruxnSNhNQ03TWslh2i7UJMtV1bIsdJskX7ozHEJtiCLoUoIBp958vfNR06MGYqK3ww8JhjD+EPL5IIhtemHE92N22I2lFSmzAkqhoasaIx642qcREgVSFfg9WwW5FafAPlkK5K2iPFUrC1hbpEZ+hJX8w9/QeVYvylUMkJ97RZhaoA87tpIm1WhPASdgh3EtUl09KJe6xwvFExCUaFn7H8CVlrNBLEWanrTVENWgzvEFg5cIJ7DFzaahOyW2WBBuhedgn4CBasgfHJQ2XA1IOdGQ9k4kEL5ksVI+2ZFTg3EybaDXP6KwoaSJzfcUELTMHK1eIq9EDo5lUI5e6UBLwNJTg3421bpDoyoywJ8dtD3j+g03rC9N6QPSzBkZY6B0XGjiisKwVwCP5kUc+VhQMLrlFXa+wuol2ZiVCPVUSwjlk8pXbXTjNgsIY8XnCIrEKovXkogd3HVEOSnO2NIWw9+aJTySd1xTb2SsR6hkpxIpevNBBhrXQx8BJQF+W6vGEEAF1sQ30Csmvo6MHEUD0BqWkpjUN6pKKAGEEBshr7FeuR/EF4azacYRB8d2ae0ZZ0vD44OFD8ECTb+CkKRl1CSNwoguu1AwD6YK9duzrRwQ3lJR6tlUb7nl+A0+1DJMoJPILYfuvtjrubHlWbly7CLkZlpx4dfsa9B5RP8rJ05fKWfpr/oajGzACsdB07PsydZDGkd+pc/iUJuPogfIE8YpAcqMI0rG0odrPO2+aPc4Jgr3CZ0C8CvQua3lAIhHI17P4IoGe4Mf4xCqFBaaAOgShBmXALFjSM6mboM25Hgr54iG2qAUm4oCIN2h77aC3N2ct9rfVf4Zc4QYqV2kRBPKCiwV+5BUDv0D1ks1r/ldbCDwl/EESZvKvR5x+bAsFp1gpcJxaGlbgj8gFaqv3dLwQGMDpGhwiEgvZ43lCXu2nQMT2ZkVR8qPk0CBLlbgkV5CUpLngZh9WjJ4VSD+CwcUgG0l9xkbwTd8RKr2yKEg0vCF74Fy0KHr1jJMaxkEGtb6FrhF1shGM8/V3kRvVajrPQ+dGBDBIjmSB6Nq27VNFZaMbYkVRJcCLXTBboGst7iJbOMqA9ShgR+Xbh6yObizB2aLvTzOgyTFJLKwiFPxHF6cnwyuhgNG9rFisCmOHBoTQOom3qORnk+DSeJARh5q2xBf2m7Pc7wMtIZtCG3lFp6nsmBFsmpW9rRnh3OgaHW0A7xkx9CYjuRfB2ZCL4gtmINp5gd+6qaOR4v4BadTZHlWJVfp9vYyyOO8yGFvw7zOYxdavuolVOgTYaCfGX7YoJLS6+VQQ3JtGxBeHEJkZ4fO5wotAbEFFPsa5WrtL5tcavCa6bRjOCxDI5Zb7rI40IJSrIbaSnUJ+ChxXFHiHiMPfmAwoVYx4uLiBjuOVWPh0r3jYXLaUeca5SM8gxf2ogg6OsYYYztNwySDuZ28MLokwIX1gaRWqZMVnhWkoZXZeQCAklZOZ93Iq8BhyN4U/G7pBsD7DPfoMcEsEiY+WhHHjBRE2kySYBFGzJgoZqY9uVFg0AHmrl9mDOHKaGJkAqsZU1yDfkUbWRHFoF0CKr0bYOrAC60obHimnMpykGnHxDSRdo4xWgYc42m/ligiqhewoe8yIOEz/Ku1KuU8DFMQFq132RmrJiCDxb0aFEMsuHYJV4SW8J7ggK47RwJ4duk6EKswptwCOfRiCGInzIqscNOwAO/5nttjjih2ZDVypnG16CWHbtvSphcBZx8EGmNFRCsYrK/HQqwG4dQME3DYbqgdKCX6YYyT4e5eVCgfeF3lrpUVNpCV3fABGDzhSjAButVFSwCpMCJXENYA0WIzsFENRWzMbM1hfiSIUrY/ZITZ0eBWKxuiP24JhSBwjy9bERzEVdRVfHVgCs+okSPbaZIN1bXjlcIOpm9p0WCRPFcWJJT4IPYbDWEdMvAdMq7hh0XGUdrFa2lXolN5kucbQ51OGGy83ytSv/ACFWSx5xWYuuOpqBG5pZdLS0PdPzxqUpC25hwvqmGrYRq6iGNITrfIXCvwfb9IEsB/Vai8oRK1D4yyDFCjlFixRxEV+xRVMR5DA6OhiRiOqjwAkIOlE6HkEYZdgTsjKiVP3GqM0oYSLcfClUziGSexpZnaRL8bgRkGUxkhMlEBYzD5lTDBHhwx4ULcm9pZgN+PjBvdOFp8rwlFfe1wxxyMQ4Pk7uqQK5ZMiASEeYQ50ecK7ePHFdjFYLT3PXAFWBlxjuUB2XKHLVkkwReELBFjZ5WrOYwd4Wka/DTHwgNZG+YkeKQl8B5WRqzAgEwJsRX0rAyqDUDQz7zESxMXGqxkJ0f7kr3asI41pUNaGllP2gjoQuy5aR5kaZirNCiCKIyzoAoAl4ktDIB5tHM9vfCBqzUrhbQ8jYIY5plvE2YVjl84URSmGLTjK7v2OwSSrgDhzCwRYiBYdFYvjuOgSIsQgygS5bqpXazKhXrTHS3f6dLhqEoRA6VoHQUcguhuyBCQWUTmN1Z1ZR84FFcQJZ4LmWJxb7zSS69DBvSPajoKDN0KmIo02cJG9X3BUR6JgKpex/khmb0D0U4GTIVaopMGYzqOoaJtvwfhBRPJT1IryrPAxpIH+QsRyGQbJ+5FaWBZfmRjd0Lf8nKoYvUikmIsRIJTiXjrvloWBX5t5vkQlWYhhQ9C/0ikWRgcGSselk8lRMKwQtF++RAI4Dq8QazplO4KeSp7eL7vgth9EJBrC9Y1Ejo0ywvGkv0yljZ/9TXEY2zNIwF5BsJQUFs6qFmaonpRIwsoA9jdB6rNXC/JMsfNgLvNwtg9h3ZxGnlJriJHgTlgqDSoz5M1oiMT3GAfSZiTUN8WUYGdPqoipDSa6DwWrqfDoo5aCu9HlbGhs75kB5zID3p5FAZZZEcJLFVmSzlpFQMLYZa6CUC4HeR+isaBX8RV1KAXweYr8iR2kjCg3er5XsU7jo5Igfmi0nsVc4fAaNXeEqWYYTtRXOZh6RC2ayLX4EiHEUQ7Cku3eWVFHJS5FEL3Ybk7PhOuXGNOaFsf5o7kk9EXWfogS7gJQRXp7Yo1D5RCiJDFdWLGTuI4ipTKc89KYTXCyEwqkSNUTEYuIZ+IfeJwJ/ZWFaeWkJCpwl+w3kHK0FE01sWbQk3CoVpOHJZ2l2vipaD/WCPEWAsG2LH0NWQqDhgcBpcz3v5SEtnMjRMdKmFx2louVgCQHYQfvFpRPUp2YaAwEAF/QNwrgVzPkHvIEJQQuZhjYASNSl3QK9mG0ecQINAGfrNawmNrjPXKVpfviF9BXK5TBD6zTYoQjJdmoFOI/lDFGaSSBQiT2vQKWJroXEuHokl+ABDaJNfOLR/QkBIZa8eJuqVdDn7uwbKy8jAugBjtEOolBwk1wYWlG2p3Ld4W1GLHpSFdOWB09BZ8DEbKMDgx9ICvLdvL7AYY4tNiHfjScBoDIrmHQPJelWj2YmuwQibrDFsTSOCBytJYzCB9P6zFjwvJZhSfIy4KW68Q1TX1IgSygQ4wdu04TRIPlG7DoPZhtNhF0VSrem0ZYZb1tEji+OSbFbRpIkCq2JF+B4PFGEaEX2KoOsxN5ythbjBVwoqbKcqxzXRnO5UWYxRLkx5YQueX0S8REXLFgloI5zXpuWIjAj3rYQk0dkp9T6wGZgx6qVf4bqhSK/QSK4FmTBP12k1QiyCLAMnWcXnX0Y6RQD8U+iCOqfR6BezxInCyPGMCiIpC1Yhg1Q4VE8+h2PVtOq0jV5tzfIswDoid4V2xT6jTG9tehaigcSQaEWmUpJeDVgsTMV0JGgtTRquKHSpqNTEDu34kcg8z7DleERWQH9D7EGyJU8R+tel0DEBxlSzimiAt1McR8SWeHLg9P4UWTWGwZbaX+rGXQLg1nBkgLdpHwC2O2XFbO6A1ThX/bjnD6KCMyGr4zbgJs9J8+cWLjPDRetYX138phqLGfD3L73mQz3ZmO0kaW5FKFPgwX/EDaJDt6RTJwPU0DpOINB4hWhXmpZEnMHO0oghqL5pb2i6yJOCanvIAkYEtwgxbFBahX6TZKjEIJPQPaBpq1YZtiqokBsZbdB5w5FYelKbxLpxBG1FDkIiOJz8y7nDBIJI+4Gg9xxhUoF3jpb6r18gXlvFL65CGiNdL4xTIP/V9lVkAKlCH+WruZO1WkKRRV+gqNr4nUG7TPAktaFXX1zxk7N2glyR+nOZRXHhxqEKVWGlSkpsHXE9vYgChmeQZucn34xUBLFRH5INnhQ0G8yMTnIo1pWv/rBVhdQTurEhSP6bcNDzl6Px1t8z0ZqBSZuSXSS+ujt35kUQOJYOBCXJMOGLolWLRYoq7Ry5m4FG7rtygFLzE/6B18DwsGfTEqgQ6omA+uJoGzSfP6oG4c9j/WQKDoMBkijyu9sG0MqLJDYw/2mVIWRJUjRsT9j/BRRhod4dD/rEZm3IkwzZasYAl8Z2z1oLFkFlYGb7Q4oI3Awki0noQwEQvECfshmLLAMjCYHC5wE5mJ3niqMhLPRjsZvDMWNOkE7oQPDCfrCTPE8sLrSyN0tStUDEGkqswy3wrZq524cK2WKEEbWMbTgQu7yWQxGkceVEORGKpmORVYdhM4VWW5yR2DpBtw4pxKs0uCRdQ0prloZaAqYJCwdyKrThVQDHAWG41g0aapMmsDqPKv7Miui3NvLSvY6NBtFQzeCrQCXqeZB9RhQvnYmuYHWOYFdoNVj10cxFD3KahmwVZACaFXV64K7JFrEwwiCEmCIcjRwPfsAdwX/hpGiqbZjgkUJakTb6WZKrAiqJSEsWumY5xAujpeCueRCgsSe9lbFx60LErwUnPKUUSfYssC9BqCcDTxJ+sAyYcQNLGVtCLPBjSQeYGOSyvFLycWeXOMbPQkVye2DWoyyBql2l6VuynSkGihHacBb5SWeFVPeOjmIa7Lwa1bwV4f+UAjv2maKXfpxIARG62MAI9HjpNXU/G1WEpT6cwMJQm3C8mjqvjjjqf0WJRAqEwyBTcEAaMttDO84jrQqBatwpbdS4/WI1g6b/4JEbjiAwC7DxkFWt/MAKP+RReTpMpzGCjJXlspVmV7hX1ijD1YLC5YLvc8lXOXI7KcHOr7YPt37OcvHDCwlOOk6dekKeYUQMhYHYgvF6hHJXDRvOtEAaWXSR5WjnembiBVi5T1zxQGU0xyzOqVNy4PuUr1Db2K6NdAyqHxWplUWSVO+pZkqihnWFgIJk4nhr3mD+QgYhCCPzE9bLAqwMjpuZGM2rACiaxqWyaYeIw8/i5TOQq9UKskZY2LqsME5qXLj1/pWnpaQ4T8E1NwdRIt3SaW5IPRRBOlWs7eLXTiyNYz7GvrEDZYW55mWrINdqRnk7qD5i33SsiEF3qxAoaGUIkj4ooeAkomL5th3QK9DI7i3NgihDSF1OL0WtFfXsE7jojHgzh2cGRZFIxQ6OK+ki00oME7UHPAvxB8zC6kAUSzi63wharhd5u+kA4Yp/RI7sMGdPAlRwTUa0StjE1UsyMpY4z0R9qWMbDYRGw1kUzFAN9fiM7EFjN63mpKixbhUFegLniJA8roYwVPgpgqcfURz3ft/yI7sEsymDMeZlTZbBAFpG4mZMdE8EGgc+YhNiuHhCCSJhSLcrwdaiIJjMdFSxkojgIJYUWOJ65L4FTC2tRiVAYZmFhMPQcgBk7V3aQQJ5g78PIL4Eo2JURBldBRgOEw1YJwGF5KZqDngLLqgJGLjbTssIoT4u6bx06hnY2hkmpkjwQdi/JMvA1q93CpAioaL1Vf5zkGkM86mxTLbs8SCFbUrXKdJDYNUKyquHyRUO4JvFSIhaWZ5cazWW6Ziyw0xdbW9tprNDScWkfmgwAXflp5AVEmcxQCwLYDeXcGIuw7AxKPEkCkHPhYKMcr8KCfCueouWB+OrQA/A1DCLobQj2wIY5gqkou3pkLL6zQOKekaBC2W3PrbI6XlQXivNfBweIgWh2Cpom+gmMnQU95seNiIznQ1NnICu/UFkEgWRBRRVRPXDG48FWVi8JcxUA1Thh5gVF4TkAw+VYgWIl/14ytCOvNJq05VQFFxgxNWZTA79KDMkNtO0sW+N6opNjUyLpe8YPHAq3gazDuCJemMl27sCIhaiEuZbHjNTm1SIC0kIiYqkDk3PmBTqtACglNDl64ialt1veChAqAblAhxqqOkPuhYYYTjP1LaoycikYQGS63IYyBpJVxktZ6tVOa8zOEtuM6eFlWiOsL5dBD5bCBX4vi+zYVlaWZIBzsCWxeyWPAVv6UJROpOhHYoa1E2eR51R2m8hkA/ocAQHksChYERUVlGhkSOhUgCiUYkv6Vwyci4yXHVirl2Irbb/wCjcqsjD1bbdIXkQ7QV4QJJHTyyio3dwG7lOsZbWKqlxDh8sszzjzHDpZjb/dwmuZO+1UdrWospDxAtjTmkrEk208SL4lyfcQa1HcsBg9vgCYzdILEtthL8dEC9cpMmAUCPvMAb9W4kWTHEyZNGblsZNBYefARUkB+7gcdiw8iTXh8oZhmXHDEUIPMbfb14kQTZHcSM+KaxuFljCDqcYfL0UXdJJzsEYI+QexRDyqVFlWxHgmk19y9GOJ3rKagzCTiSJ4aPd86m1QzTNp46wUFvgB+4JJo76neYRpGX7oCaYKvCPgyhg/MU8Hn3RKuA910rPx9iPmBEDAuU4PY4OpHIQqz5SvwiR2U8esMDYz6MVBHikaWR7DER5ARFajIwJkyzeVLBawSGantor82PJyqIyoKFTuNDGENnUkWx1oHc2tGHoZojAJvYLV5nZSvZy76tdV3XX2qd9UKNp40LmOgh+Y5GcCVLbOhbfCWMSHDxHXyxg1TiNVBEEaQWdCw5fcDAaSEhFoKGiQkG65ACYCGCwEEi8cL6saGt+tZMUxQ0oWALquB6Dr2ImCRRoDyDpF4SThitb07RVqxXRM5qDYomFsvJeMQkTikHGF53Qsn+YD95eihDG2iLCFIeSg9Nn6wNJuCiSQ5hlATgRR4uV5lLx2Vfom31iyBiRTmW7OPC5UAcEMnZhBC8FACsrx+7D9em4SZXno52Bix4qYX5aXsC6GpPSwk0Aj9GZGiQc0SuHP0m4msmkU7VRl146AOkbYTLzbNYJcEvkcTV0QhiYUSYe1x9JPsoAdSW54eFBJcyyIG/QAiZWdAESkIQjaKsD/pYOIfjjIzABU6UCgp6wMh1h36zpRDizgToK/eilUX+blcZRAdQR54GZVZM1UpoQrRbuSC66TdqXYhcnDVIvEOo6p0RGHpOfoqAjLSYl9mDRDOvUCnSwTlV4gz5eCeKEagNgeJF2cJpEfqkChM1RAFFVr78Iaw36DAMLQU0zHqScO1u1ZfgDGB8G7QaFUpOi/rcw54MoASwEGT7AufpEC9lWdtaWFIcSwlYqAie9pFLmOHUDrKUtVDY9k/SKrrDb39HLoYjDZ01qNSNVFeSiB8ZZ5Qs0OswvpIdLeeaAdjXt8ZrkVWZo5QLxBmnqKDJwHtY+UOMb3jedeKt/rHQqND8/Uehi85hqtS6hhAqGRozUvQ+9kQMi90rLQmAFQsmepIIjSAojJzoo8TdOiWq+IdlSqEsiYxIFszQovr9Jg/MDrJW4BnBkQHmVx4YZFUuXp+gA+eIkvGRn12tUFBVVisStGhcTXmLbHPINYkiKpan0m19paaRH/HkSSXOyHtMYL5YFpFXgtgXUQeUW9gVDrPahZaP9MpQXLnlkCVgWb/dAXfzYryrAvDKbLioe0/7DMwErNcxVck07jNKv0dHC9KuMvMx4lAiEFjxbxndvwX/kG8bDEp+enWeDntp9bWNugiFxY+w23AxYuMi52PwqPJEJtfLuROQjEcuq6XNs1Isa1KlelDMKVZELjpPTjXgrElGYxpuq4FKoppGu5KLHl9yxY2VGQBgqSBVINS5jXVCmRv1g0MRNoQD0MszI46rBK3bE4H7d6HEarTWEmNIgkWXGb6YMEvDr8LMDbNzCEvkSH4QgvYgpT5OpE5V2hB/to4BH5ouRZDovdd7nxsSRTuEzW6CU5EAMkTegmRR4nTGepzE9L5xYElheCqoq8ALKIU0tBJzlKxdYKLOCWwTyKegn0joWfXZemrONk0E11OIjinkIEJKgjpiBGhkDJxYGmk5cFAFaZKieJLo5o04qV7AOdui61NbZ2NoorlKVFoMyotm2gERJsRexkIQ+qy0B8QVIxNmj+KJBja8yRF+C/sBeDj5K0iCCznYzu7cDKKjHBVADbS60cdr0NZY1dr9ZEO3tjE+ThySBEDZFrpuZqfSmZKaUL0q0RulhsriRtgeYsLUehWAT1WSHTFWAO270gTqAkUpa4wuiMMrB6KQsCqLJenOe2h5F5Dv3ZSZDYnloha1a+9GBTYA+8PAHiKCwf9muSVU+BIR4mOVijiLIUekeFdGdXP5PYS/c3oUFZDm1L2kqko2dUFo5of+PwZj63zvCvjilwZGNBPnmSpFYc2kUEhWZj/JVwxYu9XhFneWSlYQjAaSdQpoBa1e8SXXAChj2ooVihCx2ZJRA5UP/MLLWDIvODKi8Jm8izRGJYXzEs8gTICbCyep5HhgEsZkqvkKomDZ7uYmBLWCYHV8LSVOqRpexGUiwpUpxdYaxP1mDyLa2tqMqxdSE3hMA9F+sQRkUOwOZDxufgIi9NSuIKAMt6rBEHnvfTIE2y3AG+r2xWaDdg8yKKmNEGig9Sx66cu4HH0EuQ+l7hJRFrxBLALSuotpQgIIxLrcuaO+0uZ4G15+hESXBb4+QZz/JNqF7MPmHDCusGkm9mynIAYI6kqjvwxa8POvC1g0BqK6MqUZZr5JYmbOndcITdxaURSiqKHPikY508jij0S2kamPBYHASlY4znD4BF/F6G3mmYJgCweD1wYlKZS0EvtCOIejuFOlAZE2Qir8ymMZWdkd57RtSias+tl5ZpJB50Vm1JeZJOgoQ+gtnQjMwHISjeoulpWZ4iNeVWFqjKEQaGgr0DQJ+nHu1+ADbwaF7VcWJve0EOQJUByMepn9k5uNyvhkxtDq0dVgwKfRofCfEZr1eJTtyqtt2RrBKJ7kRBtaARfddOpDJbJV4CGe/YuV9n9kJXhT3fzWxqUIgPX8WRm9TeShjUPVhGDsCej5VnIpNdhJUXhg78Xg7rLc1AtUkMVR3ZPCOjAseFHRGteko5QP/gaFUlGZh4Z1TSrEnT8U0lvF0WHEX6wA9f4jgsnA2qA1hA/QlWKVW5l2YFZCLkZBKUZkVgksICqe1ac/JN1Y6nahSWBYbK41iFXhravnJq8yQm0IMR78JM9nJQNdjbj4vCyiTfThCGLYFkJ4h12i49aNiJuCq7D1cL2uqkdV1m41v6eC8vlJQZVjHTql4J/mtnnIvngbUDqSPYNRylcUZdTUU+k8IPBk10KFVS3cQHB6VLg1vcG8wDArcw5MnvyB7AyuLrCOj1hHUDdEJ2iZjeCcaAIef5uRfmKfffyUMXXFlaRqGldazkrlYkYPtlHkXsl7hLUwC9uJ5T1xZ5TNbUgpcHTJiQfQhZA1s4TqI0tlSG/1OwzaAGy7eaDCi/rH0T32Pc8AlYRlKStaxIIkhiInn6YAf6oXVCv1952ELH83rgH7cAMslT5hRD6vuV+wUbH/TsAvwD6y+CXPcAbwG00up3CcrAanWaDOFIyF5yrBiclaNkKlNEDm2QbGF9uIkJaFmSIRmT0CwDoEJzzExIpYgfaWuEPddLwbIwkELoILdIi7guWXSkfgiqU06fcavc0zpNzhcHJf21XCCBqDrfh25dEC7JRA6PiRmp0d4SOyjPi5M1Y8wwhsnrwWLGauWeBxCrHKfS7zYAbhyGqcpSl5qfkfNywWDHAyLZqUPTBKseRrmPnbaq37XIx0KHkMIAtDb2BEgL+qvgwXRVu5iek9ByipRRy9jG8xzW5Za/17rNnLRii7PBnFvglkoVMLCuvdVJPhKTcuUoFB43wWxlDQi5JX6Z18iKUM/qJazDKpSTOAmthzQwAd/XGW7s48sO8QwWG2QVh8D2rNnLoRsKxc01oweD9AgvsNVB4frKZi4wOKQKAQeCYBweuuP1MgxZJX6Qhoq5FE5qVW7qUHQ8fXikeK2O6vMnw8qUNwUs5gAPInrbHG3HYI2ukYxCyJZeHkEwQGgxRAQejUK3QnbcsdBVKnViIHhAIAcs1TySBiYk9KOclBnCQlEBkCXMmsyCGnWSALZLfaZcmtgZ7FaATTAnsBQkl3rxKPK/W1V+rBxrQ9eRxgU+91Xzmhy6wHO6MPNQKqVMKb/F8xJDDNW3U2pzF1hN5QCmQVHtCbAJYIuVKGaNZ0UKCx5TSCEgkoRWow2q96KUWtesBkRmz0lgJ8AaSJICjGP7CQ9afEUeJpne4Bxbp8W/8AMExn8rjmA5s5D+lwNfUs+hTkxajD6oB2TgM7ULijN1rDSBnHNDGiTlboSQZj3lp6njJX7mZkGUWjC/VHVIp1bwYVgpeCPTqvhLXB6JEslonJKLXMmmMT5YOcAIoxRfCpN77F7oQ5PHNJJ9O8qDWHlhxdSxfQT5BOKI3bgHIJH4QIU2EJPr09HuVaaeVE1Dw9FWIMKlbARBQsnbkK8A2SxTcV1yTVFTVG4lNlOWsBtgnCBMKsPSBJsCLb59z1Q4avFd5vQbnBnKeZqRhMl8UzKpz8a0efqEHKtVZpvscNQld0QcZaLa49AknZtzL8OjMj1e51o74g6U35iSJfkyodb29AeFPMaSebiQUlrRh+J/iCzPZQFmFCWxBd2ax2GhgAKqRYJ12iucFIolUSqB3QYQEIZV4pa4lUxOjz4CtMw+qE5IqKUpzU8YReVJSrYEgWC4Wr2Qx9s4jrJii6d6BcpT5U54PWWHyk79wg5Sj3VGVhgWqwE6bCuMUpi7IbMU8gQi3PMSVYUkIlvnkuLRIAk/dQsrD3PlejyEyQJ0r9r5FkwBHqGVW2GeQ50oC2A6rn4HSLXdIg9VBnMhSC3oOy+Jk+p37byVjP7yOA6WEoYSRi13jG5bOdRB6NQzJ3nxLAPYs1gIKFMvUzB+siBMLbuw0rqeIGJBdGgVLuSZrzx6nKOcIcxqubLcZ8xYAdyGSUaDpS6nNYnTsMf9OCXmBbMBxrNeKKpOq4icQJx+rFYJe56Te7HtwNAAgQDoQAmtCYNETuVxi7RS4clFJl3aNVXeUqBmSY28JObI9ou/IVVhDib1fMXjCbywUQFcpbyyprhnZUWc5I6Vo1WaQYYlYeULcv0eVF1i2XmUxRnkg11g9SsacGO3B40YFTxySiXgLBp1VRmNCMxQ+4Z8fXBcfSyR5JlAQoUSz5TTR01ujCNO4cgzuThS3mOe4urDjyAPy6NOrZVDUDTwI9NSOEjinpyF6GoTmq/TWWARdXYpiprgrRnw1sVnfCdP9iWeDk3uDo8+heVopxbxNgzAKGO4N/PdiqgCx+5h/ZMgBxPFiR1FQcG60er3isv9hs0aGqxQnSkry0ZYr3MbxDkDnQAjLgiw9FgNp3Cgc/zYjeqCVLqqwddWL4LNmkJi2+C8InQsiOOKs8Km+ikLzqvDRWvW0idQx5JaxYBeDIsAlBgHkv7FBZFstjAPIysOGa2BYAlTHmpWviqiSAQJFrGXp2B1LHwcZJWvWk5sqQbSMAItuzxhtvYmmiiNWPuB3TDmKaJAzanlQ5p4BQCEJNsVlSiKwYSMQdPG62WAfQnWJC38KMXUYmj4qmEjq6N56rTjlo5Np+EU8SXrS9w2rkR6oRZkUJKqLSOjv4JuEdeooW4aS7u99Wm2cahrpJgWJBSChzbSlkDvgXg4TIhIcs+sRjafKwd8a6UO807ST8whjjwULDBmSSTnIvhOJDUSfLTvscTGB1P5AcWML2WApFbmisrhl2jN88lj6sCI3ubIW1dgHlMRWIlTFJkNwJEXDPxU2DW2mAynpPAkziK6lz0LRk1Y/e5adArxOFKWpoRFBLjiVrZrDPuwFxHOuLllgfEKHrybVCJYnB1xLOxcOoqap4hH5sxblkZi5LGcpiWZOOtq90EtsC7S2E1yTCRSCU/R870qNTuGiOpZmDmoyw8zMqdLHOtXv5tE/io5xJMobEiEVKdCVRaU8zLQJmeVBlKcIOlfcjwYK0ea7i0QLPA2OqSFsl3mCEmUtCo+wBuwJ4XlZRBouVfEAWYSYKrV7xHrJBMf1kGSJUXo5R7t92rPmLmRQMCFXgqNF0LQFCx4qn83ldiV/0LWujpt2y0tZWI/zxS+8pRbqUPnOZcSLWTWqpyTyA69DAqCpw+pgIC9cPOkchWwVEXBnqXB4HqgM6i1uGT/GAZKz0kJJIHwYDhbDEzV6cFx4zBSu4Qajt9ceEdb8V4o9Sk8KYumTiwxGTqAjJaxKH+ZtanBATPce2gQOkkKi91zwhwqOq4pHxqot64WsPo97PkRSFoBpGOZsInQuVE1aa9W6KIaA10shuGWRxr4+mQ222SnM2Lei8Ki8GEvqJAl0mDJqPIXx7Ch6ZJgkl/zcNEShEoyYXnMt1CeTvTQZ4Z5kiEQA7fCDnGjGG/haRx+7mdZVOU0xFA8wI1xkaRZyHMPskBZMMcr0gtWzysvD6LRLuhIh0IhhayeY2WAHQEUW+J4mLOn4ornoVJ6sNLsAngOrF5ETPxTUWXj21JjiGH2WH+VhEDtKoT9Ymcqr5JqmHYJfOjjlxCdUzKSZ+VxxUXl0epy4q02ajxz8HYkaaMVBTEdiDUSxuNDjyhVfSyIB1rpiOo+jigI6flWsWeTUgErg6p6Le7lFn5RkV0oxWNJw9y36poJyrM4AqiGuMZMwNAWwCuY0kqqYEgc1cf0NvVbI/egkeCsEyACS5/uZ7YXrM38A0CboAeI6QP25ZB0sCVToGTJ9dVnhmM6Oms4plxIixwmZ+6lPHYyxwZGUZVNL7mhcbzChVZ1QoQ5GEVs9ciofZ7fI6PRpYZcdzcITFrbLvltWtey+IoVvlLeJ9lsrPBsGoX0H64ahfVZfHINBrOO9akG5XnS9CzKeaPih7QZFRaWoVuTLj/Wc4iVt87d938zuQX1YZZMH78eJmr+fxeTj+p59G+5/7EYJwvVPzkZ3Nz1jy8G9++Hg9ur/uXgfnB7e307vH5/dXf/9/eD21+HF9d3d3cX99c3d+fXV8P+xcX92fXF6eD2/vy0f3V+2b8b3N/cXt8M8ev96fvbPpsNrk7vTwcX/V8vBh8GF/cn74d315eng7P++4u7y/4/BqfnV7/0PwzuL8+v7s+v7ga3H/oX/avrq18vr98PZSx8+s3gk3OXPFwm06ma9W/O70/e9e/u7369GQzfDq4Gt/0LtLq/OL88v7t7d4thYh63g+Hg7v79zSnGNdT/3Jc/9m9u7k+uTwf3nOjV2flbtD4b3J28q8bAH/q3J+/OPwxO62lymHjJ/8N37wbnb9/d9W8H978Mjvmsk+E9XnNzfXs3OO0P+e6T/sk7/Yr++7vr0+tfri6u+3ja+cVgiGfcXx7rIQ+xDkO85IorgnFdvL+8uv/l/JSj/aV8UTqZLeTCuPLWV7lHR66Ny8o7XvWVtPqa2rtyi/ujopArxZ91/3odx+kSjTO5zrI/Hcn1R/rqMblXa8Bb+b7y0qV5f14+Qq6bevGc6prc/mLyZK7llSbHoJFrEMP12RnW47g/BFFdXv/v+f3fBr/+cn2LHetfvQVB3P5qZimTfn97cTy463OPr94OLq7fHp/f3r077f96f/X+8nhwi3XGwy6uT/424J4P7/QqHl/f3Z/1795ho0oS/jC4PT87PxFCvL8ZsKtumpSX2MowzTW7x8nzs8pPl9nHHo+PKpw8gJpUiRPB0naC3uJh3rwH+Hi0OB5Pso/v6uU+nk2SPEvmiz5vpRyUNwmfPC6fPx7Lne/VrhwveQMgF2u9h964UXhV1Hz9QUumBd4yS9YrftPiMhk9r3d/mgZyAdj62F05DGzF1UCYjLt4Z7br/uYfev1J1kM6Hi7B0P3h3Tn25pbbhB6g54vByd05Zcvwrn/3fnhyfXlzTc7WxCC8cCNdTsADA8ibK+xlxUzC5uCHu3cQL4MP54NfTiiUbs/Lb23n3f3dOSTW2fUtpNDJ3a0WM/dgc8if83/c9+/Q/Pj93eD4bYMrX1yJfJI8qVlyNh5Ne3YSF8rzssKyiyx1mOSec/9PkllOhjhJ5FJ1JdecfVKaFU7yZ15pdpfwnkmVC2mdPCa8qpFXsS2EhesLAJu3ms2FRDQlBd7J5CkdgRQrDnuaPP/v8E2ajHgn4ZG5KbCnvvBSufmb0fzNcq7yN/loBmYef32TLN6YbMXqCXjtw0xuO9aXMqZUcEwTzoJCQYLEuetygpsvl1Y52f9UVbfg6eui5Ubmk8lynF9NFrx1cvaEocs6YF6yBqf9279B8oI27rn81xfXtzfYELAoZHL//vgW1HMCorkvqYx7g50+O/8HmP70BDQ0PB0cv397378Y3N7dXw7fvr3tX/7vUFTK8PqtSFR2ury+Hdz0f70kCQ0v+2j7FmKifzFT88mY19w/TeVSel4HaXQQX3r7Vkjn/nIwHPbfQqWcn91Rk/GxfDaGWio90DS1wj2FTSlltAyH6D6/fH+57nnlH/cY5VsshP5wN/jHnaH9f5j10IsDZXncP/nbPRQo5BeeDR00vKUsHEDpDu45vOGLcWnGuj8HA2G57q7BTvqD4cUPVCoDKOIBGAqvueQaDe9rvq60E+Qy2g9Pb25Pb/tYB6w8uO1kwGuzKd9LCoACkOv49HW+p2rKS8ufs69v/ucxIcF+fcN7ZN8ouRTujfqUjJdCe39583m0eGz+OCfB0pJlVpBJ6FsHtMpz2R3eQhHU49A3IOqr7s9m2NpeyFwmpawiCSzA8SCxk6Q3//RwOppnS+H1t7PJcjqnrJ/3YpUAdeeAyAx3WkqFYUJeOJ1Npn0oVCHx03kuPAr5pmHS+dXNe1DPkCRB+XZ9e356eX0KJLL6nVZv61oPzs7wlxaC/N5slfx+i617dw2egDL85fwKu3OP7Xh7D4oHbUOoYcMhG0V+kovOLwlh3g7+oVXtkHQFuuN4tGTV9AFtfKNVoIA7yFlBUngzQBEGgJmdD9+1suQgfRqfy+2zk9ngCSLpPW/cLEazJyPyBs/5dXGieI/n+FRE0oQqk3eOivbTIEU3/QLRNOKtocm457k5z1MNXKYe+4llJUpEkqjRXOUGgKyXQBfYdi0+eVugvOEG26dmvFa40e6s/3cu6Vn/A3YAgHD46+Xx9YXRVGeDwalwHltgtUWO3LwDiBWwqLn3DLjy3T0AHbQR2PP69AzAS0iDV1RzVc5GagyGyCa8Y1XmSXGoR3c5ohjWcvHlAM/GpN3cThxmnYVRlnpMx/SVUOPZeDLJTT/1NFo+/ZKMFne8jJx34J5NeAHyvD8e99wiLmIFGyaHqWox6yCRB1ypz4xfWHJmbhalKrQKP83tIW8d77mwXYo4hMUa+ugSwtDNgAXTUQ6ulteWVypzqmCzB7kYO7XTwk2sMMgsSxU+bBvL5suelObKEp2/hNdGQp1ClgFTQzNQyb+FoOv/Apx3fE3Sx/JS4V+ev78kLu6fgvUg68hhmiqHJQygJB5C1ANvlgKaSKJ/cmcAn2CTO1oAWvtXyF7siBpDatggbHV6PiSfnwKqasIXW6TR9C0k+51+hAymkrtmBPLOt7fX72Fq0FYqFY4WxTdg3/OT85v+VTlG/f39Jdqc31ycD27fvqdS4IW5x+Olup0AMfIEUDfgtrq+leVF6li5R8n2dqbUs25SBEFhJVnu526eJ3YWpklxq3L9YxLR65NaaRwrKyyCOAktwr+eHyeucmFJF3mapLab2pH9bkAVejvAOmLd312/v32XPPPa1rHCa3gwHARmYBV2njlRxEwI7Pz1csFLO3tFHLn0Yqc8jbcAcIU1q3mgwsWa7PV/RTS8Ky/DflNMZm/sLEmfiywDOhtPHgS3COfnyfODGuu/p7yWfTo2MmGW4fn5cvQ8eUrmT/NsNMon2RRP/+dyMXmUC19Hi08z/Pb54xcAsyRN5o+j7LmYASIXUAZZMp4+T2eTxUR9HU+exyp5nvxzOVMHM7zkKfmoJtBY5mX/mk+ns6f541deyj0HE02n8xyWlBpPH0ewuf6JYfISdlhpM7nAfC5y8mExX84XCjMbj75Aas5S3tktL/iSqXEx+oLvget4hy4f+pA8oYNchf2oZh9Hz+P5+GnMu8sTGBDTx39BLnz6+pg8jWlQpOC6+Uc1Hn9R8+liMf2KecGiC0ezaRFb83T8z+RTosefTubzg2w8mk+el+NRIiP4OOHmjZP5fLJQX/JRoZIC+nI+/URxpvTVt7r7+NPTHCqdi8LZzT7mk8/Pi0dFUItlTNIvwLdqPMuWs6+j6Rxr/u9kNvnnZDzKeK/uM/ai3NBn+19y8XXOu68fRs/o+QVvkxHh5RMhEMDsLMMsgTMAR/MvX3lbu9wfPnPVbFw8zP81fpweLNTTlA6NMXaUjwMQ+YwhP2JJZhOSEmQyxwuKMsJ3MUmXxRIgGVoD9DDKvi4gUeXl/3oaQ5NggZ7Go3SSTriBS+g+rNx4mX7FoMv71ucLzJDT5o3dI8x+Lq98SsajMcjj4/hfxZhXkye8dJp3TC9T3iDNW58XSX3R8zQbP/Ie5+nn0QPNAvmS1/fy7t7Gxb361t7HfDx64k27M/Ws78EFZcj1t7z5Vl96+w6tf1EpL9+9GS+xuPfWQe/wGct7by4cP+QDDz7rNgdTaXSI+R6O5dre3j/n/6d3OJ9lh/p2eLZ+B8o60Tfx8r7oU/eTXVkajuNp0X/+FjbiFRD5/fsriMhTyFLjUjq/okSh06dPrHl+PayE4+UacDw8uR0Mru4Hp2/FgQP1e30B6QxL9JSa+h6iFKIZ4n1w8g54pg+wenGhbf7KhoTeudDCW9uIl9p7cAI5e3VHids/EaOy7nF1fT4cyEe8kS6tGyADDA2TMABNj2v4jj6gqtu98UtoPQPlcUdcl7ufnKYP5jzXovAcyrW+Zf384RlqtoFWzsG8WFjjYUgezvGE2XMy1gusn/QM8hjl9C6cPCrA2eXT6clooXqebzkqc5PEc7w4D1QQOgKn/nZ2PT55/tdgGTtnM/vyafA+LvrHmde/vAnG6fFNj3kJaWwlhfJV6iVSKNn7DMHnHJfN/t5zHS+VC1WA1FSYBUnqOV8aD4HojmInUTHfD/vZBcY+ab4FCirwgEIK1wmZiOOlUXHb+D0IVJEAwgdOXvgMdKg8e2z8nruZY9tJ4bsJrIPcAejJmwOwoHiAfdLMVp5KFUuSnhrTXnq/fPnb3+7e23/79PzvXgL9hAHFeWhhpf00cqIn8/NDj0VisSSeexmUnZfYfuE/NXoHqT4OgJUmbqCijAmxTqOBF8dJ4VhRkVhekkSWD8X4tvG7ZcVuGBc+VEuWu6oIojhpDi9wkiKPkpDnDbOQxk+SojkAYAFY8BHPLOaxJoGb5Ak9aw1XB4l3CMNycHsxeNs/+RVMMxyKB7RucyEunVVDXczn+7u3Q3La8G/3hhe1u7fp54VVfnGNVwq3iDfm+v0dHcbng9IGrYEe0frgmRpl9gGiD6TPa9iHgDAsYC0Kl9XFvNEiylhESrK9UAtow4evF6P5wrDFB5iU6mICqVvja4ER+rb3k0f688Y3i/nHHo+GDhNLxycT3/OUL8xwMaHsvfg6G2Vzw5+0ai/7J1tk0mWf/urT43uadwNKJQgjGIDEqVq23ZwDFWqAORxc3tz9ek8/N6XP/c01xBGk4N2964jDTLuExWfQvzh+f/n+6vzv7wcV8hreVH5jwkYZg+6nN6+Eqnz7MQWOuO/7H2AX3g5vbq/figT7MHjRnK24UTD7Lm/uh8YLL06MclcvB9rh2nTwXcl2v7/ilN/f3932r4bnK6RQrhe9b/1bimMdASideycXoD2huNIWNn6J81NM+e/vz29LTSECW15Lrx8FrIHzDYR9eY5WAzz7FAgcg+j/KpPo39yjkfaia2flxTnsOPkMtfP2/OofhorxMlrQtJo3uG8YLbi7FhZ4f0cvztndipeevKTd2WIhGh6Rn+RBdM7ALmj0u8WALq+P6V8yrcGvp8OT/g2V4j+a3vBLrNq74eWNd6qell9U7Xa/vLshUB3SOJ5dNnUYn8BgDe35e+FgUim3BProXlszjW8ukwUQzcekfnL+mNPVc0nlNHnuRbaV+1YYsYwaskkx/Y7cY3zoEoiYXaoFxM4iOaFzkzb/uTb3L0bpLJl9bWi1S8EdYDd6FZ9F89W+zRMw7WTxJpNftavoBVzJVbp8EECSziaf54JQjt7oh9IXyu7J85vByWV/KIjJ+EuflsB2B09mmIJw6mBG8xkv3retX/nO0fMbwN83c8i2NxmN5P+Z/+XN/6gvtD9Uzp+rb5fPz2iVV1/81QyRj2pr95cZ3W3qGVb6m2I2eXoDhC5fLHST+Zv0KwcxV+aBmNT22SR4yCGjRLJfmNFfu3Sao8+80NvasU8+53gPT+UfjWE692S33fqo9Gl82PRWdexXjJPs8Az/2eltI0K8Q3E/7tTvaeodktd2WfunqXo4vMR/dnvTcq4I8Q8vzR8n4gsvybjLI6AtD68fdnst+0ymy/nhNf6zQ59PdD7NDz/IPzu98XPy6fCX5JMST1X3PrI26EdxVr0vmzw9TZ4Pj2kXVl/uICnW9v8tJcbZZDk7Odlr0Lrr+8VovFd3dvwx8moP0WP6mMn88cSA7kdL2tlRfEAUlB7y2gn+YwUJe92q6Tj5+jYZPTMwpLMGdun/j9HzAwDHrrJr/ik81AEEYziEuz8hWn1C9IOF33yq1JfDIf+7gwA7/lzsKL9E5lWjW0dQO/Dwuu4/UGz9pVR/+w2x7P1bCtb5YraYfHSNxJuplsGvafoj11KSuw4W9B/qhRK/3ebhbWr/nwNsd+LZ3wwO766TvgVAN3ruMjGDvHeRRX8O4L2vxuUylhzy4wC+dwiL/8+BBPbU5KUVsp8NQxxwPFrc7jTHPzGI2MeCqvr8BpCFvSCfJ7Pk8E7+2dfS27ef5FvsNMn9DcwZZcAt02p3RGh7grpvAoLfYv3u0bcUc/TPJdPR4QME8z/nRmIumhhkQ4sfiYz2QhkcZ1ZmDmIJRnk+VodP2vd5+Hb0SSWfk68Y+Ze/rmk9yZPx/PCzSvvT6eEv8s8lv7tLUhNw2NBzxjwIQMdkMZovRtn80Hhbh9U3XTvu02My+7q+28N4kibjw0Qiv3PZwCTLJks8B81aWqWTbS0yyXVOmE2+peFjsu1Z+quhSmbZY3vLp+QZq/qkN6KtnV7+Le/V1NHlvdPkK1+65XlQMfpTe7O5ZHBva1JvZ2u7yWy0bZrzr0/pZLy10baNXHyenCVDtVgAQmx5GDTvlhnqqN9s3o2OliW9tbV4vRaPk8nHOQdzo9Ts1TZTHn4a5WpyMJ2pTyP1+fADP93oD42GS2D+w+ls8jBjRsondaFTLRZzbYW1SMvVBj9QWD4lo+fvIjCNO7Av+e4qP88mz2d41hCk+FHmvE4klZ1YR9HeRJK659se9KjGU9LGTEfLNC8zK7+xKWt6Vbv9OFlM5thH5sS0dsGmMr3o8AQySpdmtI6rbP5+zoKS2eIx36hKxqpYHHJX5NlbG51NZsunm+RZjduazg3zHZZcOMhHixs9qE0qjU8/nXx+5lpcivTctPhPrCj6ANJXs3otpcyIua/z9QtpFOwZHs8R9YUdj5eLhZaCa9+ju2iLp18JzK1NL9XzkloYM9o8B93BkAzTDzo3bFfwZXv552QyXj49d2lpzLrOLUkCWxYjMywEO3WRZI/HkwWZtGMfMpF2/y62DavqAxx0w8BxJRe7dCpZOGNWJtPaWsmn7lbS3eksKTaw+8Y+5AbQ4I69TNz8bjIZL0bT1s4ljNREa2infUHKLkJdXxY70HDZc6fXSN6wqLFu7dvl+ovGpa4dLh8eJANUBG23vhU9TKZfr6cvQdL2fg9qMVRjncLYn5cknG9WCi+fU273+TNWnpnR41WIsrlrheoOb81fNx0WbUpONpLrZsRaxS0bqW2PhxHkPLPIt2jKZvPlFFZZrqTbe/23WC3tXQF6psmsGtbhzernDk9gxrN60e1wuObLtmdpc6Zdiek2t/xvq0DV7Wob4VArPIjI3TqYZLTdOkmR0oYuhKZftaHW2qKiUmlqEIxMt3OXVU29n2m33WL73vZVV8tpm5FSmxVb51A13T6X5dY1WY6a8GlLuw6v27By1Wb3P6kZCZWVBet+F9j2y2jxSFvlxpgu+9s+dDFRiW+WvBttpHbbgtzwwm7a3uFH21ENpdh5bKbPp4TlOZ06sunJEkz8NHia/HPUqdOL9j/S+3a2HI9ZeXs3Wmi5vHVwKz2EAIfTCYtNOvVudjCL+cHAza19G+3vJtNR1pmyVlpzCb6jCT2VMc3F/rue0WRshQ3GwCPDH17gb837t2q+HC9kmO1w42pyWcuVzVrrBIJ2odqep9sRSletSgyWGFrvz2GI8j1b13djzx9JuSKIT1moOjcapfM4X3f9E/lsSGjiR2B6fjvYfC1OWmmzZPDNCM20EAzEcTDpv72pUNfJ42gTZDLN1FOq8lzlhwPzR6eJverVBr1Mnwp537GYD5vQbvC+dDqViqAUzh26GLGll/46NfV6rX13FCqmV23B3CSjvLRiKjXSpWPZ6eU0291afR1soNV7vlBPm2RT3WHwNF18FSL+zmJyvf/M7MBGjwuHNNUF3IemkJvns7TaRs0+BlzNy85nkL7LWelKGVYO623uuMsVbLlD6y1OrfWdziaTFu9Q00tYGuePk/miXx6RssGo/gbv4lbltt41RuNMtoq017Gn0PUJKPxhs8BY26eLT6DqscL5Hfs0PBjT5aIhutvXrnK8JOOMB8oo7W7Ue6xFHSB9N09IyfwvYGj3jjt02cntZRo3nGzd+v1Qd9kOzy2lbFkFt4dfrdxeOSfsIvk6WXZ0jG2EPjs41a5ZZ72TU63uCp03Tr7eTHg400bhsc0jpyMO3ZZsP3/ett4Xo6cRKHzfh2jn5mSmWav89luftu9zhsknOdCqy7J+i6MTejsZK4Iu8iyk9myUgpS2sFnjASw5y2fJZwFuv5gPXVyXpQubeRPLhktbf+7wBJMkUtGxzhbRJxqtpeFvMMDaPYofNoNU4yLcQU2v9sB2pCXm29JF5AcPYNJIQo5iKhd1CxkuR4fnTxTfAALTjduOVleTuvy+2aqBJ7S/mSMoSxzRcKqIhLSrrLMt2Oz0461ABrqNS22722I1Pl52+y6mJLMsDh9oxhljDl/wxMlRNgKjbwKSutuUZxsdyglH7NZuWvRTaKhLfLfgOUwMp7XwXNmnQ4LB7kZwe6DFtDqFRJUq9UWHcerGHYIfZfvJClt+kwn+ym/3Xax1cN4jDKYzOZaotSVUQPeJ38xGn5Lsa2mOkb+zzv30dmwfu4ktdW7Yhr6yFYcjxt1hsB09HXdfp1gDrX/aW0LVXIyeP7Y3+u0cJ+v7gAk/J7MtxLJfos9+TpDfItenP8seR582rXHdbqunQlpVao1DZorK4HmxcTO+0TEi/W5Vhu8kPyFbtDprXnlStpuE+2Ywre9nJEd1Esl39PqsdpKsx6rrHT8NnpN0vBHqb+0+/DiaTvkExtI2gUzu//FkcTfDum51N52OkvHkodWLdaU+m33d+rRhUijKl85erjKrunOHVW9Ym3dmc69dX7aT365SCPJRTDti2EdI0bZHNFxc+qCPFp1jrCdhbXMsWeuzX+WrGd/q9ld09Z7xYO3RTFIa7iYlsXTxwlQuKhAs7bguVmPVhwsACPaUbAQWL3uYMYkbrGOXVT3zN/U1nUA36XGW8HkXF5zIuS4ZY1XX0TPPWdTieM4TBszf7W/uWrew2vr8+dMEOKpb49/Ez1bZZYtNWveVow0QojzRplMPk6XY3lj7KsSMuBknX797DpfuZrTpZSOHo32ztUchoUXUz+faNMIfHbwQSZUD+syDLceNpFD9RYdnpJPJfAHenWzRNLo1E2HGED/CuPyjz1MX8y0lNa96aRNpSyd9ONEopZys/6bE6zBQ+odYZWay6TrlxI2eP40W6sMoof4jH9WfumTUNYJrK5G2Lg4p1oSw+GcGsLac6hTJtvzll93mx8k4eW63nl53utF1LZ07idNNeorTrmu3+TKtzoHW3YeNb9oAQPMpcsqqWV55yF39xfZnLGdjXuBw+F7/293Ft0sdmKkTOpTTHScb9ZP28ZVuAphNs++TIvntqY/1oeu79WvLfnxdHNdw+2ytd+uaO1mmTLbE7F84TdvWfDk6lMMLN5NViz9ytRWIhj/SOz3gJS0m5LuHl+/lI35kFs0oYyCgcybVavM9BibJxPlB/eRWh+nLaXwP32dC6UDRQGWxYTvX+kd3advVl7q5W1tYcSc/7Lq2rdC92eM2WaiqVxfX7Q9y9yZjcEfSKj6zXfy8J7SpIEfEQ9DlqbulUO3qGe6QcjUq2jdtZ18v0Y7citDezEzierl4mHR0XN4k8/nnySxvcXyULZWaHSf5Nnclm233rBozvpEG/QdxSXfxNI/B7rPTyUZ3XNlO+7S6kELtvO7a7vs5uf8UXun9MgE1NGbgnF3b29JSqOpu6r9BQxvN9vaemky2dN3PbW56EQnt0p6suYtb/ng5H8Hanr+bLDd6ZrNNWYkCIrOt3mfjns9PTDHHxob1cflarJkklbYudLDisa0MuHugoFPxsLy3RVg2WmqvXotd+SoVc7yZrnYtX5amjE3QF9tayPXjIyXPervKbRsu1NTesb3T1t74gCRg3CriXrY2LsIOrU+hbkyKRYfWL2NCwymvO5ltC2PsGxcq4zO8UCXX3oxO/Uq925c7RMxdf3v0hNE+H210MH3fWNR2Ut4Uvjoey/q8n3eNRr3o/2E0H6Wj8WixJSq4rffgS6a2eZxWH1XoK6yqR5orrST9YjRedJ3PhsdwJ76lv1yiuU9/qV4tfZQbnvBtsa+yA28uaOWL/4qI2ZZHzGm08cKzDd2/R4r8lhMoGp10iWRr3GB9a3ON6Pc7EGOfMGCJFCU1lLGrNOl0MEWXwy66hxgTpqVy3B2CnXsHJIcZL23lqSc7hSJ17GR7VOtFh60O9O9WnLBXfNX80c3getmbt2reJbOHjbbit9dC7BHOvZlsCWy9LLdQz3l/vsPG7lOfMZRTtnZ5SdVhpw2tu7XX6XyHk1/uJqeTjrxa9fmm02L2i8+XIWBG1ds8A6+OZHkiE+5SOqBvD1XZpty7V4F4Bv07nYb0InZvCqM6rOG3xPG7x+NLB8UWn/KLXjvUsZClu7dsB07fWOMD4DFOZqYUp+O2VdbUTttwN8kn28+o2qOe6HGSzaU2Qmt7gz+69d1cTfKt/X+P2pa9Mj60Hc772unT6NLje+SIbOqwf3bIjpkd35RuYdD7HRMbTbCnU4qGOFp1HVC74djsw3tSpeMOuSASgF7OpZv26u3Sed9Co2/LKBlPdHC5L/fqHl6sfPzBGSkrfZlu0epj/m6HSs2E7/r54a35o3MfaWi6dc5MMVkz4ojp0v63zNDZM9mmmSajQwTAEnePy6d0194vk2y658xcjp6hRv+t8kbyTKeO39C+c3JOh6Snsik9n6Npa1Od3dLPc+3rZTLPDziDZWOr/4CT07hw/fwJJDNfyBUU7eu3tr9xadKrtnvnW/U0+dTuht077Wl9F5mubMs+L+xCZet73qjZ02g+b/EwtfWWmOG+T9C6b58+O76oVFo7dnu/OTfkVY8r9blOlNsp9U3A2O5nvO+UMddypjwDmS02ZUtPHQNqx7Zbu98QiW42OnV+nj4JrEO+n0rGksfZqlF3Sh9s9ag02jVOQd/Sclue4YumW14+1VLu8GQ8mauz2Ug955vGsBzpI+ZmVCME5Zvbnc6Sh4f2Jt3qs7dnTG5JueyWUFkm8gyntLdaxqPtqjbPIhs9TrBDM9XqB6rTOImJdsyKbHb5oQefbTqDeaU2b/Ogu/X/0bXw2w8m2TqD7Y/4Xmf9dXADgXRq0to89JVme6zx8ZKnr0hh61/NB4HvrWv9Mun25UYBTxej2ZOuL9w6/letfyCpvEoX/ktZEt06xLLRj2TDWgZuGUrd8DddqDJE0Tq6stGPXKhOy1SeHfeDB6MPfqWzIjGezq2jWmn9I9dpjb5rHdya9r8pgXUd528zvu93zGYjMf9ylAEMMRrSJeP2xGjU9lYdM7k75A7vm8O4e5LbN2ZQfe/0n07pO3udlPhNsds9Io57nqr1Y71ifwJXV5203lpy+7v7u/b2V/0+Hqff3W/Ukt+0od//TjBf9a+lmu864/8ABxK0621iqqfEgV8ertiukVeb/milPB0nmXoUEX44/MjKqA5D3NTpN0U4sHMe1hmi5vsfvHB//U43cnPMjTs98efxcqQVajKdnpSz+Wt706fGmRAr1zK2t59vb8kT+Do0e329YaOh/qdqW17Ft6Zl5SwAX65vwWjs+DRd/+OTWjxO8vnL61XWtHh5k+G6Ji9uG1nXZDzauNxlm7W3Za5rRxi0rUnbrpWt1lyTuabVuste1jSb107Wtlbrbspc2+7l7ZDrGrWR0pzZzOCd989Py4Va32Ypl8o07pcZPI1Mwl1L66fFVLc2R+i2t9b/1nf5rWn6eTIDCKJAei4zdza30v80mqTiPdLZ2b21p9sAXG5QPFUR9d9nLWXU0sqU2rJZm4v2B5VRtyRqfnsFtu5bSpRC0i6rJ31gQvWGQ2KzxuUw2yqVv3vp846lzJNs+bTZrMh2Po5y9fi/Ngu4exmxaXk5ef6othSM7lv4e6tAFZTFXRZt99rbk63lqrvX6Z6qIoFt1HJvZNl6lmQfsRpd1o/wl6iklZe/pQq4yhbbdp1Etnp+hma/cnitfLfTYegv+qwextvS/luu/9i/bvibin93LebteMbm6+TO71jCKwcBE/W1cYU0vVxuP9l3v9Jd48/q1LZTUe4ehbadG3asyJVCUmjA7pe6aP9jx8rovQ89lRzf7tWzx5MFUEz39rvV5vLcju6tGZXq3lqclp2ar9bibinRWu/RPQUQYXbC1gLml/0mVxN9fgIvpdip675luAPY1TPK7EU7F7/q+FY9q1kyPoauI3DbeBDl+t6da02r6ls1E5X0vFFmt1bt7tPn+LvVGe9eKfwLIO80wdbcfWNU4L+htnj1CVPAVznCsNoO88XJ5Bk23IIXvrT4KTs+jGkC3caz5jDjbiMRyd6ycN/zOOEfWuZcZWNjAbafEfW9KqQ/jebLZDwoChjzoKfnZKr/3nqT+OvOvySf1NZuv+3NYzvdIvatpyZ3btgpHti9Qlq3bIVYf7py5IbDoD4LuUtH6bJT0etvcy0bGPtHly7vVVlcOwMmn3bttdvO7FmT/KcoLk4ZBKipvVXAvOqcjVXyzCuwd+y2kjq5Q8fvdVL5yXg0lUdA2y82OD82d17H4Ls84HSWFF0XujpbHfgM2nXXXvsPsuFIMRmM2xXQ66e8YrcOnVcPhTdP6HIu/Pe41LG65wrMpKrMfpFlx+PlrLVvda+jLgvbpeZ5pUv32v7GkfNb4cv3KsLv1nin2Vf1eO3ZWPvX0et7J3SsYbd1WhGTBv2cjGEjXG30mr6qOje8cDZejvLanNZGW8dRVM+YQHbWa7u5544V3rsXXn+HI/ZzOfbVHNVjDoEt70beoUx657a6rnqYzTZfkdPstzDnXa4cftnxpbsetf99Dsvfuaa2/ST6P1adqtFGJjFvQ+Pftaa01fLZrfZ0p8S9WnfrkdKSZNn3eb5B5/2ITLxvOir/G9Phduz0x8uF+w4lkeY8sz2qIVnB912vHehcN8gjFDq88W7y8DDu8sDvW174e10U2w6GXhSBrG+xqXLwYTxJk3F1wTazX15kaK1poTO0kvnX52xLwxd5Wmua6K8qoNHScvQMwycZtzdak4e1rtUqumlpuSZja02rdRlba5qtydha14pad1uTl8la6xq9StZa22jbHi7nastwdG7W7HVaXkvTTvtUt17NOXzRctll29lo21PKEMCWRpsoIqO3+vXXleGwlq8qU3X92tUZF1qaL5+eEpG47e3anrR2FZq3Ord03kAMhjWpNNYswEzly6xljtXvmwdfNWnhtLk5+Grje+oGYzk8ta3F5qHUbTZTQqPN+vWsG2zkUp1Vbf6RlT1Zk66okV5SKhbZIWqylUz11cZzc72neLB4gfdr+7PCj8DkF8lXfVHT6x9XbMpXP+ubC8Ut0X+1Zy98aCux5VdtmgX4r34ccCVnk2c2Wvf7u5HoVb5h3c8MkwwXs1WPWv3r5PnhxlyK8erHS8DwUbJyvuyrNjejTE4kfjZ/rGszNImza3eADgsD5frZ2v0U5xr44ml1DmUqd/XI8Sg9XJB9DvPJ04E4tZrTqn+W/x6g0eZfN/+ygi6Wi9HYEKfSh842Ouofp9PyaP6V79PZ5DNdgMvZqy7lT58xw8nnAfA+dv+Fx1oaZqVv9+UPvPaekiTXGz9/9btSU+ac3EARr9B29etY10mvfK/MzVOHo/zVE3Ws+3VOsvmRLtWT5YwVCl9frd+DqpyP+fxsMtMH/Kn8xT3QZVtYJDl5ZTCbTWbr2jxKErX8/PInyvGX342T5TPDbMCiv0gm9KvJSd6/OXzFTObVJFbavKwykBaCey8mxhBe/UlqMtb/9twAtvNXr8Wyk8FhBn8arek85QYzatGfl+GZtcu6Bhjo7xXzVLDxv6j0A1ZmlT2lCYTaC3e9fD1PCjX4orJ1399orL/6vZq/TLU03y+W0yEPrcnULy8T1XWLTw/mfMvx6x8Xj+rp1ax0Aj2mhLmNCn19wkqDzyo1uHF7Kvx/Y3r6f1zq+c+M8g1tu2SU/7fliP/M3y6b/8zf/pm//bLxz/ztba1/5m//zN/esc/xz/ztn/nbP/O3f+Zv/8zf7trwZ/721p4/87d/5m//zN9u7fYzDftnGvbmJ3yPNOxvSKX+mRPdrenPnOifOdE/c6I3d/qZE/0zJ1r9zInu3PNnTvTPnOjfPyf6PyDj+Y+dzPwzTfnPmaa8Wy7tq1TZP1j6Z2uG5u+Xfbk983GXtL7tOXibMtk2ZJm/OJl5Q6tvugVoi+QrcwDbR1K2+pHXh3yXuy/MuaR6w3OeHHmGZxmAukFJlZ2W5iDyzU10rsVs+XSRzLfcMZf9yLwyMUK3pZKsNO5wsW32g5LWOt4Xov0emFPLEfpZeQKrPge6pcnN6Ln7lI2ft8tj90yVk356y7ZPzxhGnRu2uZiy3yRVr0v63dfpiBn+TNFpbwlzu7z+anOj/dLuXvVqsxGyRqreMPmkcnpI2tuuuuNXD49o6VWpSW7kHNQ4niR5a5c/ZJpd2Zw3OiTjGwnSPG/NdnnRmXM5Hs0Wj/lGoyJ7mdXXEJ86/ty1Y9N31ZYS+Kpj2alUNHt13quTGL/Z1vxFnUJo3JSdM+h2yTnc3og+7KxbvuHgabr4Kpp1a9MdUhPbvGXfkgm42k3eshFhv+y75u4qu+1du991tU+Wor4oqU2C/lY5ivoCXkM7XTpUjg+10AGUzTGP1SyjYyarUdxszcf9bqmDf4A0ud8j20z45Zh5msstcXjD4J+TWd4NskiPt9jxrY8lA2mq2tq0dvCePKrsYzr50pbSsy6nzNy3tWPq1s4ZaWWHGgD8kbLSvkd6Vy1Qt3XSzN8CmtfmgqkFv6FTo0T/XXt2ySJr9quqVfklhMe0Pd5uaPXtTCmT39ASGNUxmi1r1Wy6Qyx+n6S2/koxbrc+v1sinOEExlhGM5Xf1Bd3tfcTRDaZ7ZpbVIegN19r8Tul6GlX4dNT8pzvls51Yv7oZoy97H0KZmAooWPz/dLUanfpq6XZpfc3JUjtl6uEbSdff0Oq0HEyV13yhDZ0bxSCtPevZCNdOZevfeyve3zLAY3jdKO18KIp599m6a/JV0o2GpHfLbnprcapXVoaNd+t9U4ZUKaxUUod0h3LjheT1yG9za132tk6u65c2W79dki1uqVDoq0A+bulZg3x/Xwy6ygTq16tDutXjUHaRkp067HDzE0qbLfGpbOCQLHFW7ap1/IB8mIBFdx9I79D5tvL5EgRLK9OW+nwgMn06/W0xf7flC7HY2yFQMCDd4/Lp/RWFbs94Zz3k5tL+bq9/LVjaZcLol/37pJovq231KqoTX7CrQ8Zmljpvv23AOcdcxV1c+0pYXoTPVZdeuxwlXazWzMrGRb5g9r+vp2zKVMm++iUnw7Jc5nEOpjwdHhS/dmhn6JrU8cJYEZgSrrAovlNh6cUs8m/1XOZtXnW/PQjsjZHsHSkA02erp2W04dZYjIv3+u/O3QdyUJ+GCUMkhyeNz916D02atss7cXKxw798elu9KTxwuF140OXtNGZmia1JqTh1fzcJQ+UzqYX3Q6Ha778sYmo0qnDPfQrnSRBt5EzW4v7XXvL6+/qL7oMoVStmo1qVas/d3jCcjbmdamH7/W/PyZ7drVnpd70I85mG1V6lXVLd91kY5FU2azD1unMw36ea8847NqNrlrdtAyzs+X2B4PlWyXu75fL++3puY2E1dY3vUo8PZ7s2MF4WXfutOjnT6Pn0RxMxdyq3fvvnXes8cDT5FO79/9HZC3v0UWWSQhnx4G+1Q6A7Vyzvqe4s+ska50gv9tztF5scUD+TNFu71b3KA//WabjUWaCM7s/Rcf12hHt1u5tTpyWztKty/h1lrNo5o7Z49tbdM0vb/e+NBPR69OLt7XsmLL+Ydt790gur5My9dzGL08N3NplY4RkYy56hWpKtmpOar988+1p5DVzbmn3x04i75Qh/kdN/l5u28tlWTrQnhXeDFK2tds7e3zH85NfDFlzyHQyHoP/BaMpNRvqrbvR375qzYjHJzUTf+p4zZHFnTPES8tKjD21SHh4K9q9PPezPY/4ZesfmE/MyPVfymOf20fFVu150PLr90hQTmhD0YA60YUD62Ru1aY8xHFbu1v1AEW3OZtPDtPk1n5SPDmz1QpYe2rnLm2//UzRllDzH+A40qrv3WTa4mRrdrkcZdBmj5OylL21i7RjLONZbV163fYWYrJq3yEVt0xaPKE37I+cFc/xAQlszTQp2++WRd9oDkjV6gPJfou8e2nfTOn+XZL1u2fh0+N4NlLjLYm9tcVCub0l95sK7eRxY95B2Wq35P4/Usr+Ton4OnLQxzA6nWE8VOr5uDV5rGyoo4tdqjJ+51qAHQ7i/QAdXkKLS/y0MKecdxjPPmUB6/u0m5fZfof/Vu1vpVK3Q+MfW65ges1Bm8IdmzyDZfsKh75Ilt/c5T/s/OFvqW34TUoUftiRxzzEt9U5vdvByCYJvuMRv79z+QMHaq7U2N7yu5/gvEf1RUvK44+u1PiTHiKtGxuAutn02LUi5f1zpo+PgVZRbf7+712N0vaaP2bhyj7Ha+9W6GJa/0FO8CY9twUO1zfWL9i2wxu6VRlse/TdSu8/+GTynUuK9q8NMmnkWiS0nG669sz0CykI0tlju/Tb66z1nRozM2S6aEWTmzrS39RBfrX33HW07PqLSuejHU+DX+m520sbjoSd+v0XnXm/T589z8l/1bv0e3d/xHZw8apLeUr0Tp12PtL/atMlW1t7/gkvA6A3cbj58MPWvjrY2+F8hI51lt/We/cqzfJRf18CW66LZm7taRwy33SFwbf0/XmLQnXxwbf1HjyzOrGbDFxzccK+/fa5+mHNYwawTsYtsa7tD/i26Q8/jqZTPqHlyjRt+5dleTvUHXcuada+fU2Sp6NkPHlobS0tWu+4OJ18fmZGRX2T5eamPFR7h0n9oPJrc/1reSVfW1OC4fZzb7tc87FDvXcXtbpnYfgwKdTW1Gw21Dmu85PxZL5yrvjOteA/S89fdM32vxClfMRU52bNX1wBY1K2tqjanZ5UpuFsfNDqNSukFIq7PW5o+XNc79K9/n+vO2F2OjRAMgS61P7seG3MTqX+YmaeM27fdO9vrfw7g7bgw/uNWq8tBU8rRTOdq+L/e44i+P/s/Wtz47jxBwp/lTnv/qnK2NZdylNP1ZFtecaJb7HkmSRvXLxAMteUyJCUx97Khz/dDYCkJBIEKMmXXac2Y1vqBkFcGt2N7l9n9OJsEwl4Wmw8WQ1zuu3yw3B/mAd5SvTQV8zU60AkiObRyzAJ5NlthCSQYSvoVxd6JWwF6NQJh1YweBQwyZouBlxvBONQu0wTZ+QQr9ovaQgasf8iTaJWSZCYvfwGuoMek3lBKBjeYWwwwB+mgpQxg1nJqVcrH/UOAEr+HBWcCnaqGTvsutxIqRPuN/nr4Lm8XfWpbG0E4YvExtbCdlmPHK8oPb7OtZ4Cr8HCAb6/459KhtdBnUnDbCuvh0oYDViMEW7mKF9MIB/+GKA4fwicmzQTI6nQftYYqmLK1+F06tU7C3TbB+PA5fABPDZHk+v1kHu8uedbkfCnaZafS4Ml6m+B10IMMiA1AheaBG5QbaK/FhSROQyRFCw3kff76+AeCa67hfffpekT62AmBU58+MtLHvhxjssTzk1dXqnpsQR5c54urSN3C8iidX1CRkBUqT8b/NfL5BMtac9oSZuMFJM+sWY6I1cLawlDAV1dmCUgzicM6LL9ofCcyLysPJxEJU07WMLwwqSIXzQAYHZRffN1MKcccc9/KC/8hz4sXLf0iCzh4te8hkx1undVrr0KDtDCYHt7Nl0vpL9rolM5Ik3H0mfZrkrqu8L8OhHmsiY5qq7CP27AgWe+JrkxXplh5VjKLCIWdbxOnofTyxwm2NeRZ8OpWqGE5hqQOs8JGLoz0DBVCuO2OGuRDGUQr6oV2LDCjy+bGyfKQ5LLRLcXMUfewlZEjLDBK2xT3bcmzhyxopboRtYv4v0p/tBkNq0q/LbAdnMrPLy0dKoCB9tA4G1ROXl7+LyI55O6MrFUHQCR5yFCwfYmOH0Cou8YY0p16F8P188hlXC6XLhCO8RftblTYRhrinqdUtgqb4p+K9qdUWET6nbl4+IbXnoLsMR+Z65pWfHLIGIY8mWIisgf8y3y3OqxfYWC56uce4Ns1KqnnuE7ctwUwVRJXbnhJSlmEsHmUJEaA0fqln83A5jUKxavCUMJBsRwEf9ikTrnKqPWonvLQvWV72xU0v4T/FKb+RP8soozB3xZg3sNOnP7FuqDb9bh+dMCdm5wKI65DY4r9ivbHUbrnW/HdN6rz5XtgUVlAKQ5Y5CBumyDZ2rO8SdCQC1oA4FEqwbPEDiVWT6p2ErTzAhlVUBzcYVPs9WdI7Mq8Xk26JQXIXvFe50Es1l5oLIJMGxKpTnkyhSA2sixBVCw6piFegiyOg38hNPyoeINQ65AHVKuz1nksYVbNmlLj9/SoEksXSCljmMgzmcy5akKsFot7hmvwHzVgMglkFKrGhxWA0uXf6SDfvsHQd21KuByc5K4ik4LwBdDYLdG+aU0y5xUUpCaAAJrrqM1htcHG16hLkT5LaLUWjgpdawzuhm1xrymxPqzl7JUzOIyFSZKmh0gNFfM41JXguwe7FlHfpSiQucIwixnXEVUtZaWWjJoWSmClnoSiMhWXSsqygpRtSyVGxJ6cM5DH0u+XYEzHC/ncyt6+Z7M85H0XMmgNYDPulvEyxDvNkQVtg1KM8ztFOUbyAUOwS3/aIMU4/1Xwlw2vtZD5+ZBxiuQKRs0I3jLiGUGSAmB1Lg3vr5lsff7ejR3ESFP5SGyodSiJNEy8WCmeYTzdxjF3zH+xOeR2yVkJV+uDJuXeKQlkduhDMN7hQjxwneB6F0TbE4XoaVcRKSrTA1dvkG21Yvvq4rCp+b3Z9f8PhU5Q0WuWiur1rh2qU/tUk/6wGqQpnKTWHZ5YYpUZguqNxDZO7Tq9STx68vXP4bc/BNbzO/J8HyF4kHvXvS9uQWYyk2c8rSMklo/3qTbY1Giv+zC4vho9Xz2UllHs0xOjYo3FfHfkupDF5sxKPPyWZIlT2xaY+WtCqfsojzJvsqN6BYO+azlIRmNa3no1d0wK2ahW6Li/VST+KMWiXilUgwfvrbCW1RL0K14IIWhQ/F1l1ZIfulJoKh7u4MSBe+9aEBdKP26uPZvDjX/Orjxb4D+vg16e03c9V1Ann8gvPF9oG1rw2XvFqP67TGnPwaa9EdBa05NsP1BLn8CJb8zoOQ/EvTxJ4ixFtsniHER9W5AjGvgC9eBCha/vDLirym2bh282z8YfO3r49BuhbBqApFaA/Lzj4fgefJ+ITmNgDaN5kIfLPKtYBwNMRjfDaziJ1bi22Mlvkvcv4oN8Im8996Q994IAe8Tte3PAMP2JnhqHxEJ7WOBmQUfFqJs98hhn0hgW7fyiQSm5vhEAkPOT/StlPoTfauI7hN96xN9S5flE33rE33rE31rnfdPhb71IXCntLGhPlGcaqA4FaApfSIZfeaz7ywv8zNJ/RPf57XxfV41cXPrPMvy/q7kWiq+Lpn19Puil31z0B06gbDexQUcW2ArzyJYJjnCPaHYkPfTVcPYZPmqq9S7wrNxtLIgXyfZZle5EmmawDO04+GC1syYWIv0N+KpFdqvjrivDFWuG57niNmuGXymH5+lGSZi6LQs9WkZ64E65xgKeSV8R7ZF5YG2CwCPXKsoUqXgruqCpNtDFzZHKSPwMUyBy9MYA7+XvpDNFMD7RFO51vUK6j2m5eO++gtekvFCFBr9yoj32K3jJcbi4iXEXzd4/oKHWBheWC+KPq/R7HsEdwduYIJXYIYEgOetmoTnukbLOaYwqeWUUwsL4Kzc8S4o8Jr4zGN+Raa2vGlRJOusUV4Gi0dWka8sxKgqSMrZZ457ZDmPcBQqu2qavswjJRXhcx84fVk3GfkdZunuQMuqHqT3kTBXlWBWM13pA6QO5ZiUiPtm6UY5YsKXUUcrFlOLaM6dZ/i8fa7Lmj6PJXedqkDjLW0AeAbYjHNrYZJ/QmemrAFqwrP39BHN/Iz1ouQSFled8bBF+sKxFTODOHOjtmXYa5YqoMdnEE9dN7DeIHBaBTe1TZT8G4ZzG0ZlG8cjbxPz9wqRRbphJkY3d7rFWjav4+o4FbaA/dPwlMqUq7PAWcbXi+uQIo7x/gPUsMB/KvQUZCbiOuGuXImrJzp7BLOmYq9l14bkLf2Of+bEkUhOVb1MMfUeLd8Nw/yURd4Tc8febFHu5YCertPt2zov9ipvdAfJuBp6zeFCyhhWiHaKpq5tRuxEOTJVdE6jIJxgYoimq9MgB6dAGmMILImgFaGX7RNaPbdsCt/ifQXGI5yyULVD+LytEe978Z351kzRJ/z6bbxH5bCVCv1nCwhK1MPl2JfHZUjHkkAu0XCbVNzXCKpTOCAUsU2CStbAeLcOJQnCd7yM4UiJ4+/BsjTaz9ket88Yfk/fM7UnX8+egOdqQ6Vt4IMhdu2YKcMkVaygPcaKwMOPDtfFLwGPEeFNHa2r5Of1HjV23+68XKm7wQDKSQdKKrK0E83q4UldwFCrU/UMUaDWkZdEwLgh+JIx0NMqWtJ7AmxSYrO9sh/T2AdYE3qoLjiQwc29GTpNgV9QkTpUyGPg3aunX/PbNF5DSvtRukr5bnyCOigdKdsEzFGUm1ai8H2XIanw6l/kVq0HxVKI0WPSwFYwMD4seVhk9dgFPEY95g1UHh2nA/K8nFoJ25v7tj4My6t4cgUfNxGNWC55QYbdeotvUUsz8Oe+NkrMntzS2wGWiMV8vQRxk3OB1XFUjEU4T0U15NJ2CBh+Ys105OWrwXwYe8fNEDhq4Sps44DfT8o82ILL8JrSv1WoQ6+dab9VXvLuM42102g10mPfMCn1M6lUg/sNU0Prp3S+WmpmZY5l3VxCo0s9/Sy7XaW7Lb1DlI8KMwoo+CmzYWtkdy+RNZuhf+Wg4GaPl92Fb4LIYTxn50DhSV+h+jgRn/ur52TiLM58oemAorOTS2+uxdwmPsXyESyJJ7SiMufIu4j6Mo1KknqchB1Sbuv1W2RUwFfTc3Yjqv64OcwgH9BFgBHlBXd8xeHwq7t8Q2Qc+8vCtKZTZsOOcVAjnAdFBDzuNUPsLyCQYax8qotoQOfFWtubGU/a6VUZIizeUC5xQeU9bgUiUiZ6wU59esnTlsnJDcKtbrCLR5hmK2akyOfqpZd1qYR83zIc7zQUvRJf1+gFz0/7mi319W7FCYp623Ielc9fIdtHP97bzbPC4Nr60nr7Mo3pzKSNEGeaZVJ9bBvdgetkbAjvXxUVKAvRS/UNjFMrq+OdVXjUu+k/W/r+FeyFiZdU5aR886ZKN44k068sqZnlohGNwAFAwsArx8NwatWppPWpEw7xzipaogNtCC1rhY6Y1rTUWQbmqUEnlYUp87DBeVVOo+c/mY2rTU1UXDOzDo9Znc2qVOg8vW6pzVQrXwtZ0WBZqZxQEc8uTawMMzmPnwyru7TgmJpzM+KtgHWr8qAEALyPcqKSnn4q3AI1rNM1FsOKpbcWiDE48PEaclFZ8W6N+d2WOy1lrgzSGkbOA0a8nogc7VJCg2KqErhau5KodvXVY8tVhx0Z12mlUk06GZE1Uhe1CfdWorUylo2o7hYORykFwc1UnuiiOqoq0lcrofq+q6Gm6T5q3rQ+KUUOCVDwctH50aqangagEJK/0C9Hc9wxYsmrRirW4XnFAqEltTpJWCqx9l+hZOdJsJhFsN796nqRBgU1q/zO25eefKV4RsmAV5P8NtqEq365SxG9qIqO20HYZZ3amilEPCwhw3fbLkRzp0U1/yh1Meskt+d4lFifJulz7zR3/o9RDnSlKI123ciPXkT0jat7fqxyne8yknqNy6CDtcAccrHK5hxm5TNPxC9b1y01iuSuXe+0dkg7giAbkBtFwJu/vznyxivUhi0IMtdh2wgu12MyThpAuFKTPYuLZBgbLJNahW5Nq8/WTH3I2NTK0Q4yJl6/Pu6mTDbh3jovg3LiDHmwLk1pcM47zAAxqyO8yS8rYl9ZT95sPXpEp4GtUlDylSS5l7FOF34EnsNumRNErvbUeTTswjV4OMQrfp8pS+moWwCZvAU32Ts6/CsgHqQFf2cYU6V86XxEj8B/0HyKfrnpIlgSTYb9pxQZFLQ2BI86ebc1qc/gGeS50iM3K2F9vnjCPUfLVuts0AyY/FgJXVWhuOtZXSTsYMSun1jk6w61QWKTfq3w9541Ju9EjCeziNO0x+He8df2Xdp8X/hub1UmPKftLAwz9rJkP77pbgJlRHpVup+JoN81Gp5MNdyWn2uLdRMWNauk7yLT8bPG+r5qrJcyqHVQnmBo2cESRhrmR/yikZT4SiXa4QDE4HCbHOXp75oZpo5A17b0WVwKOZWV2U/zf2lw/7mqwyMH3sxpkpv0nWhfoZj8m9SCj6iTuf5SzKCcLt1efMSK8qQuuJH1i3h/ij80mT9WOfq5FR5eWjrgsMFbFa6vhlwsYNq62n0YwUeURQ4/OA6WmiHikd2uDPHWKS/PeYhQsL0ZqMC+0QE4k0NqzBSMQKHR4K/a3DzMWgZZaLPFSzt2Ii/M6taPc59UF2jXaUW7MyTScqs5nmQf6HZF1YZOR6QVxQVyZlXxv/WhHi69BVjZvzPXFGH6Esxc+BlXAkQUQUt8izy3eqReAft6lTPzXSI8B+G0ldh6xWz8yWeRNS9xeBqAZbxdIflceig9XJbAq2bIkrbPvOcyl+ybw3FsUyP+tTE1XrXU+mep7WrujANRbBaJyt+vYOZ1mwlBVJ3N9FErdytvpFcqfKfp6RWUvKKA0gO014Lgb1Hnu6Bod3rSVzjhTKp+b7CFPBD88MQHO/EsApvTVeAryCBnlcgAsvM5CuAoCEMV3MsGvEEJXTUsjGoa5Neoegmt+bjUvQDEmHIq/X3lVJgDFlSMAtjheEngPbHvIDLV2Z7l2DarRKDmKL5kz8l6oBM/sdkTpyE0uxh2wQmIo8eDdQQIWkNIdbeIlyFaOMyVSburlGVFHNepcGaJIgjRtR5vTLVuIeHichQbZEoAoN1gblwEi9lNGc7GZUBt4BAXfX1lIej2SRC+cDd7av0VNnY9ncbkqDqxFk9WXAZGQjWd10tqb6IelXyzVm+piHAsJrtw3vhAZeWTVwl+eQs3+EVQKmwKdsQdJV4AmVxWZWgV8vsPAby0icpwBm2pL/skUzUqgx4CgSasgFYOvn62vm5Bgo30bq16oHUSyWtkbL9mHnB205ULx1JGFWww7j2rt5SJlFFHr2rDCvIyHuEjBA1RsZmmbq5n+LleojaiV/l+Wr4fWqChTMo5dpz1o9eS8l4+l0SyKisVNdy3y/Ook/ngiHuHWmUTc1AWwZN23OpqqBwGaL1GpF3NgLBv3G+kQSliqPSIa8VNmYQ07Tl+5ZWgnbfFZza+si9zB6exXpOH5bxMsZeeRLK9glLj4E2dbdUuJIVjRT14W/llDJ0j5KVQxSlywlxQKvdrhIXq+xCEF4Ua8uI4m7aCBHzHazmWWK5FyO+Za/WUwUHhWLyqpVJRLuHZt/JcgDyo7GYB/Y7r3Zmc7dvmuRafv9RDfEklROHlKtm+J+radyvQCTOK9w0MyMtWYTit8n5jlyiCNdleAUEw5Z0EoSLyK89y6YG9ThjBamvRBEs4R3sLkiel18ATo+AwQwwyDZOZQ7ap4B/N6wISIlC0nCPehpb1eiJ0yyqqPxWaItHn/QY6TFoOkNMgqbJoBOWZ9cgU9oikKj86JMWbgj5my1BRMkYSayJEpgj0KL4r0NOuguQBDtuzap+HrHGpKHonKRmLTh5K00gllSH2JJrYFbdPKfF7gp/Ud6/9QYEqM1qNvhJQWfXimbyEMLU8eEZNebcAyiEcY8JFr9EHuXVUtzjONkiae3ObviL+5h8Eb3KFXmNtvB5ApQbGpBlwY4aGqHpPThosFix1Fi9jdRYbsVwuq9UNIhRwgZpVew3AHnmupRaG42geJi9nKviUDdqoNPj9ExqymMX87mCVjR8F/MY4s+fLeNfQKMcJCxuqZxXQN1X04l6DzBZ9lMn9I14KarNH6FOj/lwHVNMMJxOOUP2H5Nz6OuTcvyikgx604TGWmq4KjNshWOcFVbZWAvrtDuRzpdp4fc4t6pTX5zR7aM5qNuLbBqDU8Ppya2DTjSruRtzVh8pukFQ1bMedI6oeb1kvfhtE1pq15rfDdS3lHj0jUq+6dGVxUxXX4a+CKyuawZ21Db82mO/2uLYhrHZKScsvf/xgO249bFzNxkYLjK/TkxaljWA0Zm2o37p8dYahoJkRKJv+ie6kFDVgMIIF7ONHLwyxBW2ZWNSIYgI4Ar+M3NDMRUUexKeKlhXJ24TATG5gvr/U6XpETRRqSGcE8TLoqXBsGHBgyEble3336IZYXiuoSFFzU6chIxXaGAJMs+rZ5lDUPIkpptDvPLBW5aP+nBjWpmxGaNTSCshlKeq/4hZQ1s6Kl5wS4TAI5oGpEz0rmohPgBYOPx32qrC6IPK0kJ0/ALK1AUp1PejptweTfiWwZlMMZuSpmLL3hNl8FVQY6B8D25nnBmC5BSO003eMBA2dkliYJoDO4pdtUJYNQY/Jd3FiJWxWGZS6ymOEf/uJ47t/QF4TcN1PfEozfEoC1dWpXFArHLs+/qUVJ+i14Kgt/DpGk/PdImcqglTeEjdTHwwTjm3z+XgrYMv3hEppBB753uAQ3x+AoQm44HsG+7NSLW8RJ7DNc2of/0CjjVcCDBQu3EPpyx36MN9uqYgp4eJOL0OmOt27Kj9nBMdWCIi7ASQ0hvB7C1i9T3i4Td6t4OH+ZDhtE0SXuq66QXsjeLdPgLadALQtI3+4TB4O7/jP9w7Ith90tTRJ0YpclTdAM5kxJeO3EmJlVxCPnkMvetF5ugwqEM1XUtNPha/RAOxNkpKaKOhPQLqgQm2VGggp14MXhuU+2HUyRZd5WuXQdXkkWDX2GHTSSpgq5I/TyYwQbLEaHYys3Mo2QT4plVeBoAeazHAR/2KROsQro9ai08Xl08DbS+PZK98li3xXqt8b6bh/D7wFumtZ6WHzoUH5kF8EqeAloDkzh69Thva8EzxAGiZaWHUwAV8VTTDHTZesdVvg+nIdnkpBV8Jn2MHc7jLkrHInlLDdlacPfiIz1uKQzsV6gIzyV/QxKty5+4Y8uEF/R7k/9RPKcpNYC/zhxFKFXOQIRY4sVx81H6+Pk1mNQJGDydSl2z2c5iSYzXydN3oLPE2Jazn0/eDXKVu8KOzvWkiYfO6VPgwgy+MRlpAU1dEup94aDJOQK1VfL0Cgq0D7kQjDxdFnpKDRgrMco2vFKnfPI8lD8AsN3qqBARNVMcUl6JibFBtvZYqMWQ7sskGXx1WkXR8sYy3Ml0LiD4GUWBeJgrNcLxO8sXUzVlUaf44xHbkUMYOCpi6sl1XY0jz7KqgjwTRUgi0YwEngJ/sEhzBCe9BPpzeCCNDOdDdK9NZJsq6VWZlBvMJH3JznS/M28amZDGapeM0UNHUdUYjzdKrgeBUow21THWrEbZsHWdcIvDWLAP3IQYGOEBk1Q9cKC2XrMJ6CrFUcnOvkr1lHXsgNLaZXCJExwCA0ra2qJK1xd2xcn8TAVWzmiK3p5KuJ669UWUHVXBHx+qqmAX44Km+nywg1/hxcEQfjzqFwl+l+G4T71vs2RqWsZxuEe+zZX7T05NUevaq2jGjot2yq6lxGsisQRD3dkjQBVHG0jqfsqNSUyXks/mmJcg2bSAIyjUNEUKW+viycFIy2dNTyRB/C5DHR91fL3csgZrnZVSAW1fOJ+lWVflcng+nJi5eWz+ckJr8I6pTmKR27UqjShWgSOL25egvUmHL2tWoI3/HPEobaV+xrFbiGMewEXseCXwhXswiTAo9B9GCcu2Z1uzavZ3SLd2DlCty4Rd+pa1ucMhsUJQedLfOgiECnpkfxiTt5iIIk8cG0B+vJtijEvEzqFNHuW/jcLbz/Ltm56nzLkez4CMmK3244mSshfbOaH6ew8xx24z3D7OCwl72KkmPf4+x79uHUihMWucE8+22zr+WE7xsytybOrMm5xe9swsArvw+QLiFtLMi9A77Vx2OrVfnDFJ2ttvdKBzSrjjagmwZdUyGoncr7wPwQJ372EMQrELDl57VBluo+NZR6jpzXSLozzYebBKeBZjbppqpV6JnakaVRyoM+1lLFqZyrfidpvnKvqi7Wssm/4SAzYf6BiWi3zAHJW/XSKY8ocFGZZGKg/K4zoJXzcmolZRVkX68YioHrLqd7Oss4cxAacF4v4eQoqGOnw8rT224C1UWEefpPQWy/bvn2/cfo1yk+XCesQ8ORaHLYrHJEpElrsRTU8lRnNdYsAbrTIpwFDp1S96niy4Jb+pkf2LBOZIYdUJFiu2HqmZSbVJudmtUmSQAMp7CXi6Z1VfIT7fXiOmSFNJdW9ChLKa7/XUSvWRuyvPrjOIFRnq8eBmjhRD5Yuh7ouBf0c+3bJ7QYvgrIFoE8kvpXJOEy8fzDoR2DKoTpT9zGWPnS4rfq34PI+x31Qn/DXZ4nK/my0OdAXz2tn3YJyrTD3+Lnr9ESTlEqvlVg3RWR1bDtjpe4ZAiw+a/iD8orUZqh6wbhPuxBC/NUMElFgV6W0khLrYruls28WBEaUVy2xYq5P8iApTrMI6v0Ut38m9aGUVUm+eOXlakdzLNej6Z6ls0r2KS02vVxCmre6HZsR+VylI/botCOSexTveq3OSb0JKp99ZJpd/V/CB9ep7rFamSXxnj/SSsL6YzMq1ck0ujUZx2jP20dI4061/rubVlNfZnMAs0yM5gGPFGEiDt7LLckKOFceGQVBWJkoFCKAlQZ/i4ZGYtUdThyZOalnzS29j6rRekXSi+tK6XzBh+2KpVO4GdKXLuElcYQ6le8IocXyOCKuX9nlbF0hmAfxbSQrPoImkSW8whLV0fObFufS2Mk6hT2WiDij5YibFAD7AeLvKnnCH28hlavbkCDlaveaso/b6UyRRSEgpjc01MWaRkzHIQFwSCQVU0bEsRdHu6O57JG5Xciak6ld1+yflZr22+1tn0HEwiODKEuZ4ClkZRajHmwJ1VtnA1GySTN/VrMtZgo59ipLOSzWglPJXi3K5xX2fJ+K+1VBokW1OOr7PKeyvcJhG/9anRiUirpqiqLmRYPBEr03ik1llVykWylRatVlDBfwLByvj5gycOzKPidLcSKQPNH6jyVnO+nWCJfH5qLnxOLwwod/nqzusFWxfCOKjiuVVWsfuN1Bn3SzwqPKiZ9agzcGS9ns3KwqV3Ug6xeCZssJsRm9SbX2FLA5Rq8lZvvs8bl69e41Flt6ywmxAjmGiZKa++z+GbN4ptWQrhBlfLx4xftrMNTs9DnBjcYEKV4LW9bK1S7UGPeky5VScNKn7XLkrJoigVAFqUum89ypu+wnOk/l6BUS6eCEadRIdSdAXlsw/tZdvWz7Opn2dX3VnZVpZfuqGBr5SO2qe9a2Xi9mrDVzdYsHlvd8G5KzlY+55VK1Vb2Y+e1bavSD9dr31b20KBY7qrmV92yhqJYswjv2JqyrD5IZU9WyRWE6uK+lc95V7WBK3v7UUsKq0pU7KMQsfZAvpsSxto93m0N5ArQEJMKytpvUNVQvSZ2WYpZacnsrqizfkNKVLQtctE3WccLK+S/12D+aT2xuvnvyuXzscpfq0ulbl0ymz3CwVi6zndQXduMum4tbuWE77+AN/ldzzHMLR+zgVJco2PlzEq2IgjsinFbuRLWrnu9ZXVyjRHYpqi5NuG+q58jvVD3RfqrFtsqPqrGYL0PXNU8JcYjVCwM7drsmAYtI+2urCdvprETdlbQXWP0P0oR+PIA1XKeVywcrzHSpby1uAxeDoYC1L+5JUrHm3R1jVWb6R/sxQ6syJALqY2WB4Vd8f6Zc0gMFZPxKGDXZBS/6AVGK1CbzcZnE1PH6G3rgkVzRtSwjFfcGqseUwpObfIkQ0RrJJ9Y0aw0gWOdwXy6iOPEStisPP69kEenOvYqR53lUGMhgClu1LcNvE2T/u0Gc9zkibXgyrdC7jLpnTHeF2y6YWy8Y3Nsmgx5WFszHkyLCp5MuepMrQmofMaUIaYZPcsUaC1jMJIvGZvaCF+HdWPPmJo+p+QEoxdb5dTkWQGRM3paDfi5evDAEsyJXAhS1+FTga+s2YxH8kpE6R0OEaFDBkfWauHYirdhB1m9BXcu4rAWv9hvOi1INDRuwRvVZhj6dmlQ+jqpxL2oDEQrYTRgwZlTJb2tkaMGCp/r7P2MhWw1fWIBfGXk9lDya3GeQR/pzkyPHO84NSnFZY0etdAkdFxQtVAJBTHtGS3Rk8IZWnFC1ZK9eZp1oMm5v4IngngYhiAPvWcjptxSMeJT5qwVsyiAJYoZqgCD1sEjKaUSZlSdg1UfcvKmHJuvgFJ967ZKf8ss13xJmVav4R53jgpiJhbG3tzzrUjcImvuyDQq33iNFXHWEoTqhsyaMNqSatylDWLtk4dIhdWjxzEJ3KDara1V4GiVVGhuRsQcKl8Rdb/GlibLivAF/b0qOc2fJU+qm4hjNhqw4u23+QMlFx8cQ16e+MNcI+RcB8H+kwfu8Rc3ZLq8EnTTX3puFo7OI1X12tjMDzZRpDa5dUK4NNvYipsu+ksjGysb4bNRGtSvzc/15Yooae3Wtm1H86zIGAmFYWLNdNZEiPdEh6tlTyrJMeHPrcbTTonz6B66bDyDD6F0dDnExVf+tkqHLQcjAc+MQGeqfF4RHLXG3jFAsS5lUBuXHJOanAeVZzSntRBOcejGHFcRftHwWSg51TzpvdYiTkArzV108Q/0n67XkrINOwjiBNZnoOWpKeFRUjuEWIXVhg5P0l+1n6XgruRbqZ849BH0p1Q/KuHiccyGTEYvp13ksYznqtzoFByIOw1i0fbRpE9/x4AD/Z5WtVHBzdGgMOBeYJca8Wg+xqXJEvEUIgRdIk/ovmhlG0puRkCYlBiLuaFxzC9b8p9o90S7LWUr03xozWqgjXZPKttQcqdQSifCY6hJTmhDPILCgAO1YE1y7fdf4zCghZPK8pk6en6Nj7OoU7byPJxe4mDBCRB59jJhFZZjrgFpN8gLS5WVl2PLbDB1WE6OxYNtzCfKRPSUsVYzRTLLQgysQa6Gdis6/DhBubkliC+5GcyGQaet6lZiEiHUikjiN54PRRPVzInAVFsBWDN7vqKJauZlOItgyRLvHf/d7OmlDVSzosHsRtYv4v0p/jB7uqKJSmZKJOTC2PClCziVPB5paj88CxNcDs/zf2k/t7INJbcvXOXi9LxY+VO7DxqtKPnnVnh4aYXaz1uhV1LCX9zZ63rW4XXuD+1nVbSg5F2pLpQHk9N+ekUL+ry6tY3CiGHyRAaeuPq3fsd12qloAT5KEH0XfqjzIzlDSVkmjc7usqCT9uM2WZVMVC5lbRQPxwUfanfDsEV1W5iMdHhs+YjzcIz4Czr0uCgnQbgMr6tACjbYYvEs/bctYdVlknDgNZ63wqrB5JBLa7pcuMK7hb8aPljRhgZ3qvTGRkZAObMGW5xLo+Ps+cQ61VWdfiuGb6LTmEYzpIjlZDgdH5OH5bysLFgpN/Vhkn2gOyqqNgzHpLopdSPyFoWrxNmtCv9bvzM67ShbWEY+VnM6vOM/tZ9cyKfkELXPse7B3Pudubki6HqMQYQRB3FlxfRVNv6Yb5HnVi+TzfLsOkNRwGVIX/lKIZedh4gQrwojTekwoiaoJuMZ3kIyVxCPnkMvetF5ukRJEs1XUtNPRVbTGmX1xBQyqEkREA8Emn7bKwxqUrphEn05AYUCfoAiV+aySbkevDAsz9tbJ1OMH6+jOXRdDg45t8v9RZwUOmkljAMVqsZik1pFJ4vt4PNVw8apKehJswcZrYoKzmGN26d1WhUVRt0MF/EvGcWoHlWklnTVPchTK+mUOHSc5hb/VWbP5eiUTjpOl8Zma47mKr0WZaK8uuPEc6r3Q7vg74G3wFS1ckzSDRZeLeg4MGQQkSHGTGBPzeHoi0FzSIKK/VfIL2DNELLCnPmWzYMnNRhcCfepFztLFfpkCR9FfdVgoWGihWjYUeLWkW7FnBmESx1uggTZZQtcqJq1w91edXgqD48SPsMXze1SQ86q6I4StrvyS6QSDlKEqiVaMZ8mxxX7le0qo33Ct3G6XqpPUfS+g8zxnJjfwo/Tv3XZZLJ2xlg9Okp2XcYgq2tjzl23u9s8SQYRE/alujCNohWMJVaEhys4OaazOpankv0GQzXK46Yr+VWhpQpmYqs5cljBvfZ0rzIXs/Ey67waoOL1ZEV5ZvlkECtda7ny89UU2pXsRclMbndpPl6ZGZajU6ctrBAqq+jlKJX1lTbolAF6OeoKgO48pQplJkc3CWazcjSMHOEPrQFCKs3J0UAD2qRW0RFqDSZB8/WMv6mzF0rZUl9TRcRmaQM/QcN5qOhuyJXew6HvB79O2UIVc7DKQRB2Z5HHFm7ZDC89UTEY7UdFKU6gUxWFga8l6p/qMEcyjfKZSBYFSj8SkJxG1mym7nIRuk459fkcLQV4cFg6I0gF/V+A3sfBPcrpcJYU7jagwBCUMd6vWOURyEimHgb6Gv2v8s6lNKQHiDUqyACVlF7jEENjFc1hAa8ypVl+XbEebq1FRTW2VSK8wr+0okfFggazGf6KvSf2HdOmq6adMnrwMlfRAW62qxx/ROSXp2el3/PtpqKqXBHjh+AXuoKr3gzpyCnvqed7/MtLnHIxBBQTq+yGgn+pEElIwJ4TBeiEoKiYAn4AlX8fZoBBhznwoIoSsGuM40fUHlbHiqdfxLTdMQtjEoR4XMQb+z/N0xgjcuGSdzbBk+GrG6Ac+NsX2KzwuaD3PfuQvj7ME33x4i+LIPniLb7A0fAltubsi/OwXDz+X/yXL//HnkNYQ8zFr9NPlwusuummH/z1y5w/B5rK0yE+318iNmURA0HhfplGwfyL603pg4TTxV/sF3xwzEQj0OuNUdMCsa2B4MmD2PVxweiHNnxVOj8Zh5phMwEnAIs1sy6211j1VIKspFSWUSfQyfCVK1dWvVV1vMQn4M3WX7VX2F+o+uNfBS/dClJwgfs1ffX1pnaxHi28hsOeKkDSUxp5NVNFd8tmsALLy3Favh8f8mIvmC+r9BlzYkzbCkWF+PIM20LaGwuRErzQKnWxVLEptlMVqyKJtIpVldtYyAvSVbEx8yyXHkjgENOV1aWocyzXywRz3N2MVVUDOMeY7sC0n/RiF9YLv2EsZaeHHFYlVRfSarwV57i1kixtWyVfHZ4lIJIKjGomp8AQOnWgJTEO7hnsaXV4dQETKnlaNYQpDa2ChPQt1erndBLdXWMweCXLaDlHZAKtas8n+Em5IzalWmKtQO1KvTmUDp3KwTnyMUt0an8LX0pFidMVYo1IsRX6fIEcHSY4gRV+ZkF1Zj0qd7agKr8zlBRL37+C02riJVWk37ypesMKMpIfap1UkOYWl8IbKYm9xeOZx/yK4snZlQAewhVVnUkl0SAZh4FX7hpKKelNQALPAs0q9xgmM1EY+IIMbNoHaPGsunS0RumqNUqQko+sory0jLBIsT0q/RuSkYFxqnCq5MhOHkrhuCSVt9DfekIlr/BSZsQoiDVWg7iezdcYUwdX5vm4nKneFkJgaBOqkvQFpV6aSkpMkcF0qmi8G5YPO1ZWZZCE5N44DUqvBSUdP0x1hE0WSaBLd1J+67BBq/FOFJBSvXaJrFpeTyLLeYSFpbMpJy+hppS5WwDlEBQnAW2s8Vp3C8yO1VKFpKhVuY4EaT7n3VA7+8lsPADUREygsB7qwbGWcanua5Q86kstwZplBFaUl16nV96jrBPLHCgtHZNHMWP8mgJmRNCmdsI6HpoGCwmqGLrkB5arx7ICKnltw1p74i6Bct4wAy/IAxlQapz63Uo4lb5bycrLZ5DifB1ltWP0uCi31YAeD0wjel19O+QnyuHxMgYrMo6/B8vSOJs1Fnxz8o3okaPn3AI7GiEkF5XlS9eYcXyPvSh5cEtvtARHhgCSsw2UKGMbjPlUJBX43wajZNJBDixlrsVEl91OZZXdYeQ8eLDrceqUpfu4OYj+Y9Ua4qTBYsHSTixj9b0jsWDtbGXcIlFdLqvtNCIUhd2V6kNWzF4mrlcI4xwDH7RKuqqi4ymRSkFepUTvh/LAXyXXKBea0lYVTeWEHG1Si3Y0D5OXM1V1gw3aqDSzPyMlKnSfKZcAJ80DE2hcC2acuCCrKpSuEFYXQU7Jx3CW6C82PtuaS5kTC1lf7tDMGCqL1BPV3cLhFh9oOayyQjmxZO58DImVdWJEUKs+Jy60EfqL9B+IQ8xngw/abeLTklm5JNRr6jqiYpXTqTYHNwb4DUZWh6aMd8HllJRXqndcIx0nLGwY0jdV9AJUiXyN6nD0PDlCXoWhPj1PTFBp5CXUZo/Qpz6FU1kEuGhQozNNv23a66pQ+GJi/oCq9VDCloJK1uCtlAWSD6ww/VHIwUfrkPPoQnHM6BUTPsYE3Kow2VUWWcuQA1WUB7Csc/GC6VRvXYnCWshXUVeouL64ETFCEISJ0oYrY8QbPg3ZruY07S2yglkfl0eza3CaPbQa9LuYDwQFBYVWSq51vuAq4Ka4Xx7nX8yK0WrqrJ8SvueQRR66azV3g2T8xhYsqsdTab5pcoMRUBoUVNxEteK1wSJr6xkxaderz3uGq4oKF3NquPBLGFk0xaIMi1I3RwkfF1B1eEj4q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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>
|