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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</script><script 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</script><script 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Ho7CmFMjtd0TP+c1jJvb93d3ba3YHTE9XzHazdbHRa1feJ4zG/Z1E0xN2xHXpNGUWebpErbd4jntTq+6/o2DGcr4bth1Cx6/iBznOZuy/NYM6JboemadrjLNtyU7t9ClESuwxzX23CJaRJCIpsxfyeR8r29VNt1utShrOVS12fE9lcAYazrU99vOa02a4fdsBkwm6YMzzZ8P+xEu2bYbm2b260ONR3X8WzH7JoO81rUc234f7fLHNPdscNVh25n9m7TaCBTy9TS9DEtQowRQBkLy57pEId1HdZ0msTuAkzmnkP8jSjMADPaLEVIM+2Q0LR3aXPbzUe06SJOt6xtjzh3dtJpr7Vze8sa19qJ32rtLuBwizomIrlpAl1oBPy1vUuPaLf37t7Kb/s2x7TrO80W8xDPgGY3BegMfUAxYNjcdjiGPX+7ectudQDHMDDf8VuA41QaGM1hyGqA5u2M6Ww1Ab23j2h3+rQtn3p3v0BUh9Ql2zsAwK2WHbUJRdyyDUA54bh3SWRGlAIYG77v2aFJ7BQBUm8woIftB0gRaKIL3Lu3w/zQpb5JyRGtbT+meRu+s7FLu34KxoBs0Aw6yH8ekKW5a3o+IBTI4ZhOBETxvnDcPd/3I+p129ue0wzt7XYI2PS32063427l026LdFbzOggb7QBRKLUjPQVteNSk7c4nmcFBy9rcS4WhD1+6uyv21lq4QTgBo3DbbjWbnbbtIgkpMBgz/U+8TLPptGwWIenC2745rtl3o+2IC4PXaX1hbTnOdrPcuV4w243a4GWruHpjx+k0C61Ws928G3bMbr7pkSYLb6yW19/Z3tnrbrTWo07JYcW864Vu2Kd17/Rr5au1d95/Qnu/ULt7RLt69fLV2vsf52/e/HQteElbzV9tfHrj05VriRWrnXb9cOtOYrC9sxumWCq1a9ONzA61N9wQ+ICaNlDDc9ww3SSR63nR7VvEbhaob7jNDY8N+Mgm7Y6X7lqXa8l0pgDc0w3vADp9ovtm5/a4dvsODPJW5H3hd5sN5u1uR6v5YmnXCaOnteZOJ6R2Kx/t7HzxSXtjG+gV3r1lfRJGrVJzpx0Z23YILZpRO/JtttMywhTxW65r6m0gCgORBcYRfMOAcTzXJ3bombYN2voLZ6cZdtMgN+5eygeucWyQ3F0fWIS1bvkpaLfdAnEDHjD34AHXNKm37R5NHVveDcxmvrkTsgy55SVQHO3IBJ2QdsyMz1JbW4T5rOCZkUsJMy9ZHsDim17YLpbybutOGxSFdxE0GTO7mbJ+qwwsadsJ32ynTFb22HrHM257NgF96K1GOy0bbuxYxdCPZu3UnY6/DYy91zHNKGNZF7sudSK2Z94FDZpijtc9xTzWBWW6F94BkBhjk26KdjIO2zZZcdAmbovd9tk6ZSsrQcFknTaI4wZAxAhlp+zuHt1wl9kdwtjsayFoNWg0Y5vmTp6cbieIYzd95lHAShrQqjO3TdrpGtto23Y3HcJ9hOnEZaFr0xrHCwHN1m2yokmZZbK82WQkYpstxtYyizoonfZn5tYLDIAx9/xCSNw+Lb2SLnsbJjNclrGurqdCEwxXG29JZ4IA+LjQ9dpsrc2cLzwKOrO5seyaj2nrq5smPGCz7QRrdxnrbG0nvB12h4GpYlN+t9NkNiuU1ki34zPdZjoDZQy/HUJsEFhQlGs29Uzm7PheCFZxw4V+bQC2sG4zk3aaXZY2WZPV0sXVzEqGdTYcVgtbhHaclh8BeCZwgE6A3oSl7I7JbNuEIYNsA14HwkLyi6ZpznrOrXTH2cmYgymWLpOu/1qbNbYMn5n632kmIMtZDi2QLZbxWMS6+UT+L3+YyaZuOSkw3r5jhmBHUg0v5adoakV3nJZnhB7QF/6RlJ0q05TzupYasOEuyn+z8OobqS3DSe2k2rb5CNynp0zdtlMefP1FTSepLqWpBIE2T2gpstV10I65tg73GXA3ga9oCj89kkqlBhiz4Tb4wfbdlAONgXZOraUNuJZNtbD53Rc1sMfwMLa7QVLOFWCLVKttpLbtNMB5QkPAUtB40+uYqW7t40eFEtKpaUCzOgcduoa7HN5RSJvRxsa2t+GBlereinYdt9UKQ3a3WXC36W6CRT7w/tbWRhh5nXYHTIYXNjufAhJdiOKYC0Lsbpks1Y06fgsh1VOnCY7K3RvM5BGeVMrJpkzoLsXBvkhTOXjr4UiNlLltgPIz4f05DQFsvAB2ojn4ugYPtEtmyrDhq00AeMszdQC4m9hofmLb1NZ9D8GHdgALqSDf9HezgDXaJXyYTmpe+zQz/q20lR7MZGr55GBhsFBMZ9KbwOxHNG9lMJ0Gj2qgmC7UinBTJkg3bjSCFfguCo5ozhHNznSKpUQjUbIaidW9Pi1xNVEeTGfyq5t92od7CetG4riWaMCt5fIRzU8f0Vz4bcL78HLicn61hJ0kSuuJIF+yBuFTGKwUjmjddP6ItpNPw9tWYN08ojHeWfOItouNhZ8mSgCCu7JSWE0ULbhpMF1OQMMhNOzUyoV3EuXgCS1h5Wv5GwDLEW0bbuoW9xorxTUHAI+u4kPXInikT7OuptNFaA0ahz/gELTeP6JtrSaslRswmmuly4naVQshL+HrBowP4LyTt2rBaiKzHm2GR7SnteLlvUQmedkq5xPl8mqiVMyUMkGfVttbWys0gnIynyyXg1IZrmbAMQ1KVlBYL9Vqhdr1Qjpd69xdyWcurxStWnr148TlxI1EkGjcTHyYKF5NQGMrifXEtcsJGNHH5dLKemZl/ePEO+uJwryWzvwegGl/mMjnLatQKBdu166V1uFSovH7xNXrEArsADz5xmVAWOH6zWuJm6ubg4CjlUR6M5EvlWuJa6s1IF8jAYQoF6xaongtsZmABrrQcQCfVxKAKu9yovFzDUIJVvq4cefWem0tky8XV9Yb1xuNLwaBg1/RguvX16NurVzc46Ry1hOAzHbmGjQcpvO1TLCZL0NEAd8UV9OD1mpxs3F5Bb70rcF8Bqgdbaax/z5ts3T5xkrr6idAg70I4pBG406QyAMndBJJeIHLxaC0vnkzYW1+mHhDS1xL9GuJTaucGHxGSwCIQI5XtMRHWmJeS6yVgS+C2qebqzcQe+c1vBf+f4ovN/CO5zXA7UkN/5deggc+TFxPnDyQWLuMmFvH224mtue0cuKdzXICbngncW2tUU5sl7cyQWmlWIZ7rufTm2uJtRVA4lotUbYuJ/K31oJy41YhvwI0z5StEohOOlkupEuJ9c13rieAQTZhQO1CZv1yYnW1tG4B9QDLhXQeXJTEVsNarw0iAvJXgzXkvEImKBQRR408fPSQD50ix3Mn4DhxO5lMEa7slovlQWjKx9YtCI3yGRCU8PdAOXsdOBBIXswPgiAP1NKbxiBIWB5kOp0vpdODQb5cHihYBfi+nAFRH3wfHnWsfHJgsJYfvAGglfIB3IYNIsEK1mAhX0hj/JVu8MtuKV8uDPJrA+kbhfNaY9V6v3b15sfv5DPXyvm9azsgw+liqQRhWDm/1lhZC0qNtXQ5nS8G5dV8pji4Xi7W1holVDDtxvq1dLp0Lf9hulQCHJWvFYrldy5bIACX06XL+fRKopwHvRA1Vm4GKPqD2Eywmi8EwY0yRH6lV7TocuY6x3OpkQ4GaoMBuMSXM9fSpdp6JnF1LZHOXy0XMokbVmaluLJazKxlbhzRXteuGg0IK63yaqNcBBalt4Py5o1CprySWS8Ea9cTgDerdGMwD5K0UbgMsPoZ0FG3E7Ui0DqTzq9dRxHbLG9mLpczTaBFt/BOrRxcBs1RWFvdBrJFgKxy22/csMBvKFqFdNG6vGIFqPDCdKP8cS1fbF0tB53nDxq//c71579TXL12DQYYWNdWrPXrDdDOZcDUO/nrJau4crlsDa4VV1ZW0iBSQaNfK6TLjRvFRHq9aAX5DLBEeeVj0IWN69dXVoqNG2sZ63LxevA+qOqV9WvXSsHldGYVYLtRsK5n1lfW8+VS41GtsJlsJBtrmZvl66vFtfTKh6X1THr9+juBVDvpa6hzVkDnfNq4+eH1y+X12nrCCkqfrvZrq5vp1XQDQu6r1wsFq2zli+hTX4a/tcaNzIcQl9cgCK/VAJ+gFdKrq4NW6f1GIwis1RtWvrCSXFsNajc3L1sfYqCwksZQYS2dQUFeR1ut4oXSE9rateBmrXFcy7yzmfkUZDNTWmvUyqBkN4vrawnou3at+KgWJAq10upqEdm7OHB5cwXUYWG1tFm2QDJX01fBpBVXy6vlNauGUhMU57XCx6Av1iKrtGatroP12xwE8pQGSpliBkicKQ5kBjLpgYFCciCfGSwlBsvJ5AAYy0QyOZgZBJOZzA+AIUwOAB0GkxbcmrYGk8lkJo2ZioGBATAJ0JNVGCwmoMvBgYHBwILXglUcTA9kwBimgSvSA8kCvMtb+cEkqDJunUFfZvKlRBJaGMhbA4Nl6CcNzWNnSRA86KecHMgkB4tpeATaBKbHfq0jB3atQinDNk48dJ+l/j9iqd3871fSzE2vMpYuWZYFf9IfrlqrmbX0QLidZg44GWwjAzEIKCqIWJlTWG1swjUGLMeYtQZvd/LvZ9KsVWo0GjX4AgGyavl0vlFKB2Bp2BY89YRmFTavXX5GK1hBDdz4zBPax2CHrvqp1GnwBQMaQdSbqpmpY/a41nSDUncLXF+ztOebBD1Dkgp1N5XYSaND6qRuQTAfjmvjGqVd5nBnEtx9dPvtVITu+yPgTz6SciJHd2gKIhfnVuAa8KWJ3ie49kZqCht1CL4aqV3XdkyzST7XtsH1zQ8KF38Vez6hXRXuqIX+aMMSDimwJwN3NFPoOaPgi346sIreaASR6Hbr+YOdFZ7z+MQvDGQufz0pWMv4u4n2H04MOs0mc9KZW18+mIrgV7m3W/B+D9xaAn+v+l8+WIa/Lfh14bcNvwx+78Av93zh+1QHfm/gm+MavmJ7zCnv4B8fH2KebIE1+UXs4DK2/oVo7Tr82ca30FAXW9iA33V8A448vIbw68DvLt6DkAYb8iZ2W8LVxQ/4fT7NryOcAbbwtIYf+TUOAQdgN8FhDD/FO0oATkJBiZ42XtxSbWJDg9hDmahB4He8GafWknAIPxwf9CWCuvL3Lvxm8vjKtjsKYo7hRo076SwqXLUY+OgcRvDSEbXp9JbqHJFyWT7DxjU1znP83dYRTRJFQXJDUS2FHQH2dhLY7dWORBQfJSIbxS+xI+4R2D+hSVzj0+D0+7LpT5A/NkPGnX9sHv1/7C/PZMflVbzMYwEcMw8HcMiFBlxvYSemRAc2Xy7v4d3gMcAfBCeOFODOJgYLHclhGDLs5XsxA+LgnrABmQEiB05G6IpD1wsh4HIJafqJHMgKXFjHJvD+OU0xGaLtsQPyHvx9XVO8iYB+SCRJmUSNeiaUo8e/KhxR/P97fIgTh5OsxnYk+2D/EKYQwUPAd5bstKnuvXmNKL5FHDyGbwaZK+FPw99NIp8pYfc1RexV/g5RLl6YLwEscILiJcQXb543UWJd/MOJtysHxW9bwReLeRxMJBvEROybQiIEepCzAgRGDRUZ8XGnOcjrnmLdjoT5WoILkBLajuQB7H8TMVyGT1xUubS48nEuFI5E/mrEmUyiGqIrxuT9g3lox+XEQpbeH2qtfrzSivY+YSrY4tzOVYTiS9bZkJzKOvxx1XFXsgMf101f0GzzQ3wW4zL8288pD9EZ/oEAzVcQ8sGyV/iFj/jrPH+9K2jjp/GJFvDZp+oJ7BG16Tl+33mt1zwGdL1PN3qNPc9fOTOf1HqvOIaX4t44vNf5txD3cfbe4Y/x4I/f/1vsvxxLR1/8UbTyToJrnbsS8VK+tsvb+2hZWkHilIUgXmeS0ihHInSUjL+mWE3YF0AoFxARUCIzf0NMydvc5JBdT3BacMHf5IoTemgDPh2MNO9ILJbWEaJ8RzGTh3emEdJ0W4mFiEEBGz6DKHRXYo0rXk/yRSYIFRM35VgaeW4JlDZw97Mqf8NuqVY6zO1KHs9E6pbdlnyHfwc5cNzadBRYiDhHtpzP8IbwYa6ZGIKjotwCBLmD3xzj3hvisjjCLVzrhbhhmGciwC0VeYRb5iEu+8MRLvsjA1z2x8W3jIe37Bui2zXL7wTlPeIxjG9VeAteT61WzGwG4F2Wg7X9UW5+bQXiXNMbgEgXQ93ChlXOl4LM4Goao9aylS4EBdRaYeY2e13zd43GzTyGwZkVjIMZjXpxMIroFsTC5TgYrhUG2UYhfznDIBhm0WUIhjOAA2z5UQ0iYiYC4mC9PJhpRgXWLdTWghsqKl5ZW81vO+AdMR4Wl9etYP3a1ZXNDI+NVXDMwnSpWM5/GNQgStpJpYxdPlUEfmt+Z6uFTqRLQBsR0MveSoGkzKwnkshbJKUTBr7n3oadSrUdniQ96tsOMZ29QdJuE594xItMRu1O5DPbZW3D9JtbhHltPZUFn9UEJ9fkydidO6V0NhUEO9uEhKnUhEwXZ+HdlSsfEEoJ/lCiJ/UJSoyk/Ag/HxDbJLoBHjYxdB1eiS7uNMi7xIRLOtHhvXpgmOAt/LMuGpwkJIlXoFldNTplkviHTpkmXjT4L4cEHuH3ytsBBEp1kjQQBn51QseO8Ve86H/onfhrUGgviU0moU3bFL0mKZ2gvDuDdwh3TVASd2/EH+QbCdmUberyng/InkIhfJowFQoo3ETl2PjwdPgAFybjwU8YhoLtnzAOaMaQnVHA/aRC3AcEu0aokIITlCPR4HdPUcqxR5EQHP86PgLv/7PeWIeBUoaiTw/bhD/NSTjFKWFQSnPGH08A+dGg2CclVzgik8A5iIgkwoSMYyDmYQSTomMYDMdZEjuEuwTSdA46pRKxhOKYBfjiBjGoCd6p8Qch0/djH7gVkWdwGmPruuQSyrk0FgsKcAoMEUQFjgbvnzSJZHXB3jGJAEQdoKRCbsQD/AakhE1NQZhJ3jf+0ok/BPxX2MFAzuaMqfPhmwgApZwf4L+ODC2wZEhMGZwQU6apuHxSfW2QiQHFvZwECsGcBaRkUvPPdeOrUPxjoBocubwLXUiU6JBrF9Ebpx+qGP6BTtEBDpBQGkok+auBnAgEMUAjwGB0PluN4NEPOHEAfV8D7ZvpbhicdsiDvAVUZEB0MymxgrSZ3CexutIBE1ICAd90MkmEUuFfcnpTiUJiQGOc3rynnPEPSMy+vxxTulQzOCi4xHunyCWTvFkAKYkwISNOSrrpAoVGj+3wK50o5T5h4zeCB+kpqTBy98rn1zAkGEsShT+J45YA6VKPU6lpDKqkEe56Fxmej3zKltSZMgUmAUyuPu7FxX4UGCiLQtyg3QHCIeXQGN8A5x+rO9WbCanLCMIxZXLGwzFQwfFcD/FrnCOBEfmHmKm+xtkCS4bEkzKFvAeuRuD7t1lqEm+ZlIwsdJVAFooAFSJIBcZAkXD1+g198a507EmZWMNQjIt00YmULGz7A2mQ4ftTVOnHSXED/zzxFSJImcDR4DveAR+SLqRBGXalwPTJSdEYf6HmpEAjfJr4gNM/J7WEESNK54pKj7lUNWpQbAqQjUpG8uykZCeOfmheIGy/4ZHysg/xhjQjqGkFJiYRRfzt5ASdnESRga5sm1uKfaqWwwjfJiW369KDkXAa5G3ZHso3f8vBmRQwJjldFWMbgiV0XbaCJKNC+3P0oRjx58TD0oQjhJNcsCcQkTmJMq6juPelS0cCdSjIvjRRe2gzBQlwsJyF8Cpcn7AnBSJzgqyxWyUVvPB2EMYJLrtcEiYFeSeBaSYRQGTOnGH0lIFwZSSX49j1XIw/w0j9cXbhHzBmVyYnkZFAfXBmEiyArMpxytlHUls6X7pgfBz/u5ykk/CDT9CJCQ4PktRQ3CzB5tyBru4kej0g9ixlIgdSTk2Uv0l42CY9mTYkw0oScsRARxxpE5M5ZUlkRwrBhmCfDwCZk5N/RjhcHxB5tySqlDJD6iTJukQfBkQg9nEk1ACM7AndCt1NcCkyYl+FSD7l/RlIMR3pPsFhJBMg5rZ0LpTWEJ4glzsATrbNWWkSnprMCcA5A6PvpRNl4/h1iBLQStKpSUT5ZE6M0tANKTUG/xVsK+RkQsgJxYb1pCGIRhQ/KzXAGcmQio7bgX+EXf7J/KXnyJ9P8KF+wNkaOQ35jPwZshtwOEqlKYZhKAWA9EnqyrvXEV2m1K0U1YkQGz4uIRq60JmKmgaXD+xwgps9fkVPCkVFhDZEPCDaETYkL29xQtBShlZJ3qJOhVHhPgoXV6QVlV5STFuBeWz6XXFbjip+if8T4Yojq4Fe4z8T2KeIEuJQK8llBV1uA0gIEjnxwb4+JbElv+vJid/gsN+Fu3SqIpF7PBIuFBz7OMjfcF7NSdyq+wzhGCvzkNtvmpAnUl/TGf8cZpgEpzGbg5+JLB8R0hMkkyonPAYCtJG8wcwpA6gM2IBSouRdlprgA9sDRqK6IL1QBT3hlvra5P+ViHEtIMMOg+szzoXD2NweF0mELceDp5gduIcMfDUptFAullbBLJx7hbbXkaneBZ0u0atYhbvL2DTqJnoqRxUDyRfK+RhUJMYAE5OoEWK9y1kb2IbrPoE1Iw6LDe6rKdts/BEk+do78ZrVoSEgzikiZU7IGIdAN3rWWbDwBKputHi0RyWDu/WAHxzlB6T9LqcvtJDUkyrQE0RBVHEZRWxNTmJXPQWo60bsEfCRchlA2kBzSVRninf5bQNC/iRRJDslqYgdyRUOJm9ftiooQVT/qIfQCdWV/HATzQfwrmCHSYWJ3vNvi+85JwjzrNhEyDsPPP7IgO2bDXNOJ1nMDsAnHBgITtYQpBfqTABCATV0Ikc5lyH3UaGyiNIaROp+6VkCtlBT6Elk5CvxsHrOoXgWBo3I+YCjHAUkKbQUD9hFKIu8OolmnEhq52yhsFViiYMheAT1jtC2Zo6KbwVQSe6WtbEFlhICyrkNiDdARavyYk8SeXQiutzjhlPngYuICLB1QNhX0iD/FOyL1xwB7Eu05PBfVujOSYlXXeQdxI/JgZn4QCJdBScxEhT34hhtwWBcZUDoLDUh6guBapkRw4gIETHBGaynqHXhUoCayPUyaITHzRwGjl7Jptzy93AoIUIfnArcCr9TSDaVjC1IHrutQotSkv1nY1NgEu20bBLAiUU3F1szjua3JV1FwCgMGP+s09hcGTGTxgxKFEsZhoofBMK5AMSJTSpZ1X63p0CTVCjlCd4+5fqLMyu/xL0FrgUEFESJGZcmfHSCu3LcKEzIcUgtOfnuvyXST0uKqMRAVfPV7OMfh03BzTliZMk+hOnSsyFGzsjqWePKxRfe9og/O8tcZqcMo31xcbG13ZzdIi+0f3Hhs8mWN3XpinvBnX3Eb11xp47m6OIvGE0tXXnh0u5yfkg7/WcXPlieApeI/yf89aLfTGSi//rtlzu/e+SX4fKQNvHylVOt8JRxMTV3wP1bzfa9W7+7lH/XfCR7zDNNn2xsvHt7w7zd7IaM3orWzXcvPLI44ZGJn37rD8ik+PbCk9q/12Yn3jU6xq7xr/IXt+iUa1PTbC3SBzTz9MsPaP5faX+leeRW7rXTl8yLk84LU6z1u6lyMTGk3XhnkaToxJ7zpjP79o5DP6DjWqLspMzmRueXnXZ2Wvv9xzcXjw5pH2ab/gXieIZHXeAmm7oY3gH/OBCE8KSLr3M9ByBhAYvh6jZWiuM1kkqBv58iZkpmAR2KPpKtU7jmwE0m5TMADG4wHNNNAV+ZKY84xAXWceCdbdopYCPXSTkuSdmUYo4XQgbDNnkdvORyuJQyULsw9EVSLryFhgySMrFf86++vbg4kDQf+cXyA9rWxdTt1XBrrb3VJhcnli5euPQvCwN3/u7A7/u1R7V++Pf797RPH5Xv+7Vloh97+8riJy+8+cLD2sSFK63ErezF72qL7i+2zK1W94pLnFvkixcSS1tvdhy77UXshYumZ3a3WarTHNfS39VoIjvlzr5227848YA2e9HuJH76nRP6kbEj+qPfeu/AK2OfP/jYQ6/0nXjoyPmn+x77y88Pvvg/jj/0xoG+B1/v+/LAewfeOHDiP/78wV8/+NGBZ75VX9Y+f/C3fasj3/72631zel//r/pWV3/14IsH++D3SN+5vvcO9D003verhRf7XnnoSN//MZv4765966W+Vw7W/9W3f9v3qvaE9t8899AThz76Lx4tvXXwVwfrT3zn1b84fvAktP75g+N9n797Xu976Od9b2hz/+mv+p7QRu5o431HTrx3cO7BVxOrz39ntZ45+PODz3/rxMNP9/V/Z/XvZw8+9uBv/9tX+ub6+h488adH+n79BIDx0OcPnj+4+uK/G39wdfXvTxw+0vfYo786uL66OpI59F7f6wf/tK2d13918MShnyeffnD17/8H7dcwgr//V9958eDTD53/zm8Pvn7w/IHjB77Unv4vn5g+cXD88c/1V/70Vwd/NKn99n/9ed/Pjz324IuHjtPXDx75bt/Bj7RzfS/+yavDzyRfOfh53yvtXx/s+/FjB9/6T14/+MphaOi7Tx8YvMaiqeXTydNLE39+6al/o7195YI59fILHyTCrXdfflJ72fTa1H/55Y1Bk7VPXUp1L5465RzRXpgZ0t5558ObNz9+58YT2qfv3Hwf3t184QHtEnstk2EXll/YctqpC/kwOTBRfLZ5d+rO/35x6MDyy5fsgbsfnNp7rflC8+Vf2v4v3zQuOW9fat19QHPtdjPfjiwaUofapnnJ62xtmZd+k97qLrq/dF6b1maXncmLb5oPaM7D2hHt/d9+C7jbUOlGI4WJgn1yL15t207++oD92wN93zINz/PMAcc0HdMwjeTEa+ZEMvnni4uTk8v+qdPM694phu9Oeqdn/V8uf/cADO3i4i8ufvbmy60Lb/8i/fa/1/Ye0/ZO/VS7cfPj5Qts0rwQXsonZv13L5j21NGL7ALxXRi8j4voXL1TbocbUejqO2mdhb5pe9utyHd1r9W+cOXUA9pimlxZ/ittK3/bdDqUJS+22fIx29FPTbxM9StXLk2dMo/dngVH5396O5u6hBVu1CY2aSY8xhy3aYYu6EnidhJhRNwdu4UrSX3m+N2mkzbNbgtUUNvsuqB9ogTIO9mgnkM9t+X4tInrXHzbt5jtgy7RPb9NHJuEKUALdT3bbjEffu8kmBWZetP1u6lop+uQEJ7RXdPxXTvspnwHFJILpHK7oeu29ZZHiL+RcCMKEIau3zSJk4I7Nxzqh17bt1mznQKYWNS29cVJ/YrtEXq6wSJzw5ltvZxq9YEyeeeFLc/xXGfDcT47TfVT22ABunYH1xs1nV3v5UmXtchsznGYY57KtFoOC01y6tgUDol6NoyG4rI4XBMGKrMVNs0LV658N/HaBHCZN2HSR4inm6ZZJJ7ZsZ2OwzznFms1CT12gUSLxPGzl0wnY144TU+/8CdXfrNIvfIGtRnN/e70pXFt8TWiZ194efdC0Z9qXsnmxrVTxzy3qzth0yWuY5Kodbfp6Xbg6zsmaLzQdz2XdJnVCju+FwWJlE26/saGF7l2BMSEu3QaucSj+hd2tNWKun7TjRyTMniUdrzQZ0DBVdcjzG1S0iJbod4ygSp629UdZlIaec6uA51QU49YmuRbfnYyar3bJQ9oF07boenZYGzpVOQePvrmmwxMTNt5xE/RHafbYX6z5YQervpySBOMlufYW07zVmSkgNVctxXthp2NbZdtpB3DDFkq3Cas7LukzQzCHLBagD3PTqVcD1Bug5myXQbDhQHtAvewiBKGdhCcpDshUMlzw1QC8NS2XMdNbXUjh3UBP9Te3nMcs9MMXRO4qbVrd9rehu43HS/sDLom0NPNl1zWtsnvrs02L7HIaZM99rB2se0RYzeRo79oNl/O/WttY+LoA9reVO7URMszf3FMP3oU7CW7cyG6MGt2l8mGN3HK9mywd160wk55jF74ywsvv7kc/mID8B165OVlF6SaLd5aA+aa6ILjkQVTOeUc+fbuf+gF2KnHDmQePbC2r+wCqy6CUiO92cAFTePaCl8htXpEE9XB+BfLg9fSA0e0bVz1IdYgNVR5MFwprG7iNawPhlcsEMalU+9n4I8sEcbLX6kRPqJt4bPzWoIXB/PS4FO+y9yjLx87jSsoc7nfvezobd9989YjbOLoHtkhv2uCm3YpmfnNh6857NSL2sdHTzm3Tk1+8EjK/mxxOXXhKf/C6UnnwjI9fCFz1O2coouXTv3JrOOZbPLKZ/T2JdAXnpU9/PZrL5CU47R13zzqHcvOHjWnFv/MpVsefa11q9tqJUxcSsfaum0vT51aTreazCO/OP3BhcXc73DddNhlbrgX0c5yp8WcC5c6zG4Dq7aclueFzk4UJZjeihyH+CQiOc8jLbvj+aAEEhcNttFq+tQFpTV0IIcO6W+mcp+1CyCkIa4S/KCZOYULdZ2XzV2QalC3XY+lI69FdyKdMLMTdR0ferH3EinPtH1jg/hU99ssRaKU5w+C6nWJX7b8tq43Sd6wIyMCSTZb3XYHWttrD5qg37da9laLFHbvsCbbcAfN7Q4ogCgMqedHLOp0HS/aYlvult+n9WnONnOdCOSQuSlm2W3qmXqbOnbK77jtqGPTTyi9FW7s+ra3QYy87Zk7IWit/FbTtx231fQcH9xM10qF4PhCrMI6USr0HdP3zEWz1YlAEJlre06bRf66t0gmHvHattftOK0mtE5uubZLIttv7UWdTJc6R1PRHvGWcxNH9WP/Wlt27cljdx2y9XfaO589rOnQMgHdNhvOsi9CQj+YXLyYevPfaVffHmSDE+AOT05cubAMyoDe8n2zVes0vWY77YYmUNiH5/bIqWXfmdauX//sUggejp3bu3DhQrZ9FzMfXQeMTzts0YjqodnxsWYnAo27YdqR7WxkwFp4Tivl677d3sB9FwgFO+r6HVDtQB+PgjLXw21vO99q6q0d8NnDJnPsLgQIEBCAzQZdyyDoukVCT0cTyQBLETcNy78EvX+qBb5Dh3nGNsYHZAP05myYyp2+Qj77t//bxJNa62817wFt8sLFi7+5ePGzF7zQdKOU6bjgQJmeb1Oso0+FAOonCcBEGHkAld3yHcATSWA1PKppD9QiOACogXWIRcwd0vzM87sd3++0whYojS4omcF8OmNlLCufT29nttgXbRCm0Pd3a532TptuBZm7e4WNtcxKMlm6s4W7H9z5tealO/bGRjtq3XKb3cjbuNMdB+Zind0NMORgNxiD5/Zabb8T3d29U7xb2tnaoI9pG7db/jmtELBW172VyO/shbd+rnXz6a3tph9u+REMDDwKr0WaDbg5caHVrqWjZuBHaWsgU/Av1vKZv8mnaCafD0oZkxbKmZVgs90ttMJnG+W8VfhfrPwUxGCXhzMFy7qe/+8vbFiZZ/+r4qCFC+IWHfAHLNvHNSFBMp0x3XREa6Rlpf/SKhdLxcWXixtOLQO3ptPBJKHFhkeT5aBklVx6oQkN1qy1TD4deMwarAUW6Oy1fPEYTQdNl5aXSoXmlcgnNP+7LgTWhIGFdlwI10wjpBG6TA6udu5uz77tDOxcSP3uhaY367LZ7bbb3eqc1t1u4Jy2MiBll57UjnzrcuNTMBzpwQyWDOL6usF+7S24zhrlTOGk9rxWvH5S+7j0zvvF9GbtqvWrAxvXPtdup2u1TStYWSs0CjeLmfS5A+3MahB8rrXKtXTxai0oFwrlR7W149rqjVW4guWEK0F+LT04UB5YL9+srV21rl1eLZVK+UJhNVMsWKX8x41C4fOHPvniP3BL+eFa4yQw6K2HtY3ozQ2waYNpidfm16XgV1qpPADw3iwG+Gflxq7O9CMP7d2lewXcHkYKw+vJl/rfSj5x6CX498yhL5NfHnop2X/4OLz76NBx+PvGofP9L/W/mnwj+Tz8e+Lwe/0fHXo1+Vby+KG3kq8eeib5Vv8z/U8c6ocr70Er5/u/TM4fei85n3w12f/wfPLRZP+h44fOH34p+Xz/R/3HD0ELyfPwexzaOw/fwfPJLw/D0/0vwdPvHXr+8BOH3oKW59By//rQR4eeh8a+TL4H4Lxx+JlDbxx+6fBb0MFbCA4A3J98BgB5qf/L/vlDHyWxsZcOPwp/vzx0PPkWgIkdvAQdfQnAPJN8Bp798hAAe/hLaPfLwwDw4fPJj/o/Sp6EAZ48fP4QfgsDgF6+PDx/+KND5//k5OEnDj/6MKDi0EnoFYYM/x7lrcJTgJ5+uO/k4ZOHTnIYAY39/QDR8eSrhz/CPqHFZ+CbZ6Dd9wBBHx2CHqHf8/DvPUDnqwgdtPsSjAe+Q5RC608cul38FYx2/vCXHJ398A9wAOgDZCaPH55PnkRU85bhXz8i+63DrwKE/dgTtPTe4Tegp+cPfXQYcXDy0Kvw/HmA8w14f/4wXDmM43/1EMLY/yf9D58/NI/kPTT/8HG8eujkwx89/NLhZwAPzx/qf/jkw89D+28dBrw//NKhR+EaEBTI9OXDTwCevjz86OHzD89znAJdgH1wFM8k+5MAPcD/Zf+j0Pvz/a/2A2T955MvHXojic+8BO+AnQCGk8AWLyUFpd4AltmZO/zWIeCO5DPw0BtAGkRpPzRxvv94/zyQ64n+lwARzwPZPup/5tCj8FA/kAOZ4Tzc048cCeiaB/77JH/VOqd5P9d2fq69kty5lRnXWvqR/nZmLbgV1dI3asE61yOlzXWuPt5fK22uoubgiuP3xdbp02CJmG/6mNmitk+p33FItMfQPKx2Hta2Jh3nAe3gMfjR9WNX5E/7yj0/B/E7/nM4myJThNq2qHpIYzIOi1NtMLImJsYMm+e8eRWUzmtxKC9/5b98zlrM9+l8HoZP8BNdVr1gRo/2Cnd4TYEsw8B5JpzumDIo5vtEVt60bYyBbNfkhVPQv6jMobyYTJYC8US2IaYjDN6ZmnrR5WSfLqpFjKSo0zXiuYm4lkPOyGDqWZQP2oTnCwzRK4ybUMxDEoSNJyTFxI7B58qpmMuJU+yqpET0ZKjKCTkLo1NDTf1QXu5DEa/YJf4TSMZecWbFEMVmRA5U/eNzPgYfs8S8/ELeJRPlVOW/5ZQt7w07IUhgk9o6f4+JTV5LY4j5eByDRCjPDEnSqmINXWbd1TvKIeE4jzPhvO8kn5kivIIC63tM7NwUSMR9mWz+0aBi9lA0qBtiLLxXMfUoupGMJWGhsgtVOmFI7pJdG3QSSYTRsy1Ky2zCB458RcXcHJUzY5w1dMU6ciqad8nLDcm+ImDAdpKqaS9RboZDo+0pIBlyKu7dQfC9LXFqUsllig8MVRoieJOqqgVDVhyI6VKc2N43TwLfTgL0iC3eDUWOMW2RICeC7+Q0OieWbsTkMeIiEzkFL+arRDmPrniE6klDIkPNoulTnDqcL03eIZdE5E1BcNmyLlgQ65K4LImXpCCk4khdl8UuYuC6qO/hsBrxzBy/c0LkHg3dUIWOsnCOCs7QOYSSUlLdiIkmMfp4xJwf1MRQzJey2AieAg14OIcliTZu80SEbKPM24I/eGkIL4UTo9TFY1QiWxdsretyJp7rNUJ68+Sio6QsOI+ZVTLsFJ/9ArcVe0QkEykavJBRl2VmElsSAFFLJ4fLE7ScBrJXWcZLVKWirooh5PzlFDYNLGTrSETozuASgaNVKkMInNIwqsZSUEhXMoolOII3pfDr8eiU3uVUoMYU1hdCZMTZxuAyAR0PyHn/2C4QgVAj7tpQRWq8zNqICwhJzK9ifp/yIhR9EumGI8MoAK7bNqekQams0BF1OD0dKnoUDCyqbIkcn6ikVAKwj5GIWm0gsZlEqZ9K6qheqJguQqGnvERFNiWkXRWqGgO6VCVJXcEvxqjQFy+fIEZ7CsWOCtEjogeutKmUUp1XkOmKt3RsFIvUUMngAJPGvgoeXc18C+kwsOQd2kwSpIqh6mEk7XVJB44sIZ2cSIau6tB52UG84oUaSkvpcb2PqEiY4kExGvA0WjjO7zgEW9zG5dQQdlwXUEsbQIQcq8IDWR4kWV9NpqtpZFE6MiVUInoqNrcGsgpQKR4OkkmEXRPczplLTmDrSs8L4VNFhMaE0kWqDk8WyqZEGbYoByLKAEtrrKyloUgvUar0sNT/BlUiFE+kSymULIb6B5WUcMYIMgRuAYgmwERek8pfKIekss4CGGW05TtBqJiBuQhxHYxtcw0oTDMRbGwO6DFjSNzp0rzrytDohvQGYvCpUg9Ke+iS9WhcjITUxtUe3KIgT6APwIekx8ou9tkU2XWljLgEq1pUklT2nqqCVlXUitqzfZo7VdgX6gacD+OzyJzAplQFUn8KVU72YU1gjsZ2X6JBMIWuK3OSFHp/ihsOZD7eHRCGCz9fdKL0pyEQx/ncUOOT7oyijGQA7jEJENCJQelvI3mS3K0Q/gvVxQoQ6SRJN5DqkgRGbFW5/pN+GXfBk7FTKKrG8ZspxBM6L1yBYQEDL/DVY+NK9nllhlAHiqLKesS6CL05aQbFWglsnQrPwTa4NrM5iiSlJYp6trznZCqc8S4UlqhwKjmBJqVqNFAklEwISVR20zCU4lDj6RFY6F+xnICoUpZ9sQh6QIJNETfcqNjc4knVIRhBeh9CynQqnTldaSqlFKVenNhXwCk1ivRxqGB0qdd1aXTVQHSpUZSuUCoT4EnFlVgC/3IU2MHhKWEcqbL11FAl+WL8htB5snJb+rNKYSSV0tUl04hgRFdeqo7E5T4F934xNtPjaIuqtqUcG0rEDcWwSnPoyg+Ow8FeHKFLVwYUlWOTpIwHud2SutdQmo5IJEnpEtTQJWspR2p/ZZ0kMYit7XLXRLasq+I8ua5TCKyuOEkGCOoTlfrD4ApBNwZEy+iYSO6kVOodjnNhkCVcsc6MzbohK85Ij2eoUgtTQgGALuPBRVw6vU8dS/pxf1mgOSmNuiFNgHSshBBJyiI/0+RpygMkzHwnRPGNqLaSGo9KRAqHgwrFoBwpQlVMo0svVHlMItDSp2zhfRKDh2G80pxK94SHnFSygnQEDMn8snk+HEO5ULGwGkQWI4oFesAmSE1Euk0EKYULYwhXUVfsTPRYPxJDwI4wCZYVJhKaGuCNyKiCN2PsI730mmIVzxmfs75keMNQTo2ipBAjsSZDyb14Q3uKy4j9uZ5vHydVhD9GlM3VCVW+knSSOX8ZSsXTK+A/8EBbOaf7gCZS0JXUCOnQY5Oq9/ShCIdA2mW8wtuSbpOIkQwSK5U4zuNgD8QYoAKxYvUsRsymcJ6J0K1yNY+MkXVThDwC7UQCqKv8jWSv2IdTPgbnW57n4OLMW4eAB7iOG00eCij5FSZBWmVDCZlUpMrvl4pVoVTgWEebb3Ov1ubxlBBvYapil1maFxm/CWajUrmId7EDyhfBEhkLcrBFDklpUBF2qRJUIgkVF+Iq9EpO46OYQqyaiGURFVFJfz5YXQV0RDldMnTnn5ToxjY+5ih06207yaMegV9CYu6RGTelDKXDqCJHxSzKtu2LqXhMAcbcNkQUpxxb5WzpUqkpY6KrBiXyYqUpwZSF/MIWISuYwj6h8eAejqE4Smox5bMqlSJwOiBRKrOdlE7IYlEjjglEZoLyKEbYB0CeKTJJRlK5izFXKAGRQsq9J95cjO2Y4+I4QKaquCwcxoWktvCgbIV1yZu6GnDP9ZcKgihLr/iXGtIACZSh1uTJTiKMK6VKzeoyqSKbjZWvrKcWRiRWNtCQ5F5oZ1BsWIAAmkQxhlDmVAYfpLfMyJDRcMxqPTnEiEEk1rBt3Yi5AxEsNS5RWlm68UQYJMXEOB7uy1Dpq0vzoOw5PpvksFCVF1DBi0ElIyUNGdL0gOPeg2vaKraI8z/KfZV4Ui6RrjxTGvs9vbUXeNOUyI+KdInKrAiEca9T8o9ohwM0IE2NBJcQ5cipoeNiUpGVlF63cDFlK9I1k5KjVBRRkkqUOdGnbKFAiPSdJXOoXIquLKkUc100s9+ECGcLAhl7MBZxvqMG0dWIiHgV5JNOeVKo+H3ioJYhx4XbBvecDSo9bcn50vQrnIkMhhBznahoQtBcOTVJpYrkYHSJAOggi3xj9rAYp1uTAnMqkjQUE/aUnty0Q7KC4h+JEQweudeFRDfFPgiExM1TFccpF86IBUNqUCWEOFjub9oijkcxlu4l5zuOQpHaMJSjIpmAMyw19mUKlANHxBJuHsAJNqJ8rwL0KuNAwNBj8kmtv0/lUMmRSrdNYrhvuzyRAc0le5Gqbii7ofwKQw5XLiFQbfHBYxYBQz4QZUeqEVN5p9JGGMoJUX4ejalPSQ8sNI6cXlO2jE11kalEz5nGAiKBU0ZGgSZNPDVks1JokRIcXbpgJ2n08UaJGpnxkxmnSTn3Q3m8KYbRy6UTIjPPRuyfKQWEFfCADiGefLYD96ORi/FVjl5Ku0xE8Ka5eCgNKRWN8L6ED28YE3zdsErB71vCjjCb0oeSsQaJM7lKLPjNRAUD0h7L6JDE5il25Th+kz3s8q6mIOzmsbep7tTJPSkbYd/UkOSKd5lnF2PiSW9h/U3Mn6nsri6DCxE9xfwiWIYoV1ypem4nDJG3IkoWKJU6Rqg5metVupGoXD2VcsophiyK7WBRNTIbxHFi7osPTmoPEQBIB4aodJdUWFTgi495kut1TNyYFOJXU7ltqOCVflco4lZkv4/Lg/4pNaUkdbsRswcAwyc+kqk4FSf0kTISPZ8QZdEWrKdcCEzGSt0q1ZzIsH1FcckhCbANvsOEaYqZOjwRQhCbxBycUlcEa0lPWuFWAoPfTHHnlLS5GOt8utoQO0TIYFBxq/SYVBRgEKVsBCtQaf8M5apzZ5LLmcnzTQJ4iVXBDElp8ZQFVIwrNQ5ibULIFfymVPSny/yHMlByRkmoZF0mH6Rq1dWETFIAJoUoDsl1MTM+aSYpD7HEBiqSsibXVjJOFzqy54Ub+z5IWCepncassEhO6Yq1KdkXje83qEIXKynktg1IqZwyEW8l4yjcSArkiGybwti+OEYSk89+2Fzfi50uZC7GFENQIUaKSCAlDSRj0N5kASewMB4yNpR2l8Y7K3C3kujKCinjhHswKTajEk9CmOXEPU+kSxcACWDKKUM15ZskuvJOqNFDslzQJtFNJkXKGlSelBwZBaeE/hQxCiWKBeR6akMpb3DUTDETIkJqOSsg9FPvnWAzgRAVbqT2mRXkc5BEV+SD5IwokVpKUUaYDzURD2M7TYV6hAG4nFpJXZrJmN4pNUnCH+V7KlCZFOmZtAn9ntkWY1+ahCpXSDBiUobdkiWVzovNP1WpKAQgJe9Vn2N33rhiYoIdrYOeVPwYz2YLa4ThgS7tmHRmDIl8yVHozRgkXp5t8AxGKpYQMc1oKxmSfp4gskE4Q5o4LYeJCoJ7VdhiRlOUhODWFVyPiYIUXXmnupyoIlxbmlKx23ybI96HjYAloWUBti4orSt9jJMBSUOqUdSk2I4xmbRFhMTVPZdH7qsrNY7JIOmjCTiE5aEqWKWCg2xbFzO+rklNJUw9CyedTew62ZN3ldQnJrHlBC4lRuxqydhCl7GUWANNlXYTlo0zK/8eUwq2OdhzH1SizlCmWzzUM7gCESL6QJKDkcX0yf5ktbKGivOUitApDyBSQpBRNQiW0FWyRXkeekqplQEBrYhcjJyseTDk3IDRW4ollmPKjSnEDIQMNPVY5ymjJgVMCbouolluzUV4qys3SiY3hAYx4vSkmLTkO54QcqW3GwnCltJleQa8n5wEvprNkVOO40zcW0p27FgWhm86wlXRlQomNKWCXuVxKm+WylByUlBd5+wrmDYlBDX23Im0NkL+6KSZoHHGQ6gBkuqpbWFWZHwoFBemB4WGVW3KYpueKVUvVOpnDA9gOCrHp0K/XqJAgaTvM/Zw4yTPccZiqnIVyk8jvdiASi/RmDJ5+k/wm1inLKkTP6siI+xuIJYcXRezMSY3aGKXgdgL1KVLK7UAFVvZTaHSAaUntRbpyaUcox5bCCo2+jCoSCzy5I60hzLqTe6rHiFSI3CcTygFbvT4GYN2SuOiFcHPXN3IPBGRiQY1ZadCBp3K7KrEczz5w7EyIF0d4eoR6U3wzOkVEOUEz0jFHSnLpDxNnpgmcvtEXlTAbboqxlMCLChDBlQ4r/MNL0wi3QbgSJsOxPkM3ZD5m1jxKE0gGVKYdVy/jBvp4YpixK7YZyKOOYUFUxZcl34DFXVvUzw45xo7yVWVkOOU1J6ccMkBAJJjArd7I6LazNhXq5CS/MXJ3asenJLzTVKGVIYjzmPFRXc800HEI2IShsg4VOkgDvuAnEiJ5Z7EeBDcixkGZag5hlNEPZLkUkyJzIxP2Q7pQcS1u5Jh3Yj9KgmUmeupsZ6GRTbk7ERJHJjqRKlPvadXdJnLiQt6lENFRf5D9ivlWUYZuDkjjZME0sjxOGsKZzJ5Skk4c5xIKWWI9Dg0Fy4gTrsMKF9Z/lOOiMAdFotgvY1J5USSlHocZqrHQeILqvScsS++1Xk8adjmgKSVdPfQdhgq9NJVWCPKdlDBIa1RPPiWWyIjneyVHxKFw6TSCaJPIR18WnRSZEqUDhJ+dUrtaGpLJGCn6JeIYhFdjoiLQ4ooEqkBibZRafOaGXMwaYgMvAiwU4pdOZQiNSa5RZeZfvAcTKEYlPZUsTj+JnF+TtgOPRZgYT7/T/beP7qp684X3ZJ79MtHsuwcyXEjO3Lm+DjMHFSRkWV7rmJ85/l5iXVd7jn+hZkIImSbgfcItVHCM72EEZ2gQGqM0wYKrQ1KGlK4Y8DpNGlIbTDDtFc2JNCknbEIGeibdzvYpA1zu6aDMWned/86cjrTt2atu2bdfx7YsnR0fuz9/fn5fvY+Z6vyI6EKnJBYPcEGPLAEaUEs4WF1hpob+SzH3072Eh3f5pN/2bgunxNBLExlY4KSlIf0LOmpBicjs7EBFutU7hzMv4gZ4+c/hlwVEt+JHkSsRuTa4uFKpHhXU0VjJEli6UnmwGIJipJ9NPqwQWbc6yhOT3Q+hyzzYo20hrTUy40eSy7EZo9gAkg2UrLIgIpkhIGQHBpUIyzFkbb6ZAOWGU+oklm2wbk/RAtamZev1Enwf5e4dNqPTFMqqfbpzHNi/wxqsQkBtIM+Eo3xZUgNh3XALYhKUGLVgGQYNO2mqClkepJszOdyMYNhyQHvzyo9jQ5dRBj9JLNZgNwzDVWQJy1xwCN95hGnn3mR2NAls3GJkXjU7vhoksoqWVk0wiA20EiEbmAcCjNOOljByhsOO0iTSD1Cmh3iGDOEGxmirBImfEKgSxKAOLKSGNnD3lIjpPmaAwyablSXzBOlTzb8weDLDFqDTsrAtZYFQyz8qBaRj81J3F0Mb2Igi9bWWsQFocQXCVFYgjvCGDeJYX5CrIghKviQbCQFlRm1SIobnN846ccCCs0f9JFOKr8gBZ0R/JRbo6oUeXUrGwSoJBosGyNRCK0XoVQJA03G1TjPEsJPWMVVIQ+M7OwM9/l4LObWSq1c5cIcjBKEioc2GKJxcYXxKCyxZ+sRB5ZDdFK1lB+ElPJNpuG6kVf6SzCiMWjCdMNMjOZhapDikuQssmKLBkVa8LgYeDSaJlObYkkIOxYNiSDoTJSRQWyMkZkpz6d5ShdP/GX+KWJ3j3ByUeZY1DBZmdwyIFNLJ+WkQf8QxorJlhaPfDIydnSaykX6KDQWRlnSorJmN0GQb3EaVkMUCVGqUOQOw6G8IW38+HBckxCN0AItJPNMSAzZJTNIKnNDpIEzRAqLEMcelM9yyVzhPOSQNmhYki5iVWzqBoch+K+L4QhVNiolRqDwGR4cZDE2j0MsSeYjdMRRRPZUZcydSCwU0gb4WJ1Og4CLHaZSX65bknHJ8I3KTETiRbMBi0Vj/JvGfFZjG4iWxkDJGKljTmkUFDS5qdTBRClDWAHK0qo8Xy2RjzEEIRPgSu4Nwhrzqsw5XSLHmCJn45iPqEZiIXfbDGIszctImeUIbmxLNEYMU6NJlqVtNvZKG6bKLCoxyI+DWIiHF7KdQwcKSylLzd1aVjMhMmbKfJ/xUOw2E2NeIUkGkDnpDCXurSKv/Fmc43FcJQ/2Z4yuT2YkHIM3xCRcUpRJhS54wL7h8MSoi4wCBMJEoyoa5DobgpMNxjXPVjFfpk//Fz/zQGwp/0YVGQ6jg1X5jErMh9gCI4YkkQdxOj916S+bBqaKhgkSu3DR4QLqOIyIoq6Ly1xe+crchGWS5+hEeQhXRHG0JSx70cqNhUOR2q3KRtxpBc2GeDhC4XFUJEeqNHLBl4+JSwIVL8X5mDV5bXTRUEPxENcmK7mjkQgPejImJTBS9jHPxKDZRa7mMiIHuVePs+pMx6Kcr16jtLKQ+ew0ih+5OzC/gbOEIi0qnXHBJMeZYSNfGE5G/3mJxfD1JBgEZJDH8ETmT6FGju/z9kIqPKJxxm9QA6NwmClflDmrLRtWxLCWKHFrooCAMY4uF4t4RtwT83pi31CPx0dEaXexfF0ciqjE5LEOogqfkRiiNiKzAsJlBG0yYif9tgQMyMoCO65LmXokepsCq+7JtjwEACVQ1AjmLXIn5XhPNC4qSiQ3hkL5+UxE7myxATKM7+I5hcFHn2gkEG4YzGh89DmVhg2SN4PREO/JUhppEMdIJlAfcw4OMflY32+tySLlI4NKlcjqIY65KHvBLZixtbQE49o25lQb+EPm9K2LRyk2bsUVwDgHGg1CIeaSEmfaSESR+eARS9hkMRHaVV7pyhw+s8gXVY3KSOTXYY4u0cFoA3CKMsu+NJ26+Kl4A+mASZMRLJZEZ7KcBFxsMBRiGFOEeCfy+ozPYebRQuSXlDmhx90V/nqNUjTKkiGTqY8ZF4UPmF+BeoA3WaRka76mx5CJTnVckuLzLAqVYp3BKOUVT7ghFwvwIkcWjFti5RVpkiQumTrB4B27X5RXJEbGZsJnbWRDAxwysOFrCnD4EJqRluhGqQ4/2VMkz1CtI3w9LgVCPPcxt+H5Nz8riONBkazXwjKoj6DBEM7eIfYgWGZPKtMURxL5wMCIEjJciYc7Q2wJFjqEwQMNtS4sZLLODQWNtO8uiVEu9DAya4rwBBidhvJkJhUZpbejtEqkT52XjYJZZmDAMGhqySHDWPnEBWyVITrlIiRzRMqmkLD50uQ0WB5RQn+SKjjE/U42BEBfISTUGRpipY4ohqjKGeQ0YAKr+0RJ5jcPSZwL4sSQASfoLSjGRH2ZTf0x2iBTWpnckUfCaYiOsOFe+ZgVsUF4g23FEZHBt3ygIrGBKEljE2uosbOaUDQkiFXE+FgcXcHZiEG4JE69UNnTogyPzNDkzqAiVwy2J5Wk9PyEINkgCdS8J7KaE9NM7EuSv/DuhF5qdHGUwvohyQZdwPI8L38o7qGrZJEB/BB3ThZYyIVUPm9PNMZbJIahsATrJGMAm7mgSmsBOo8hT/DJbDMj5XnGZ1o1Jpbz8oPuo/LvaBqnIcEwapG7IL+HhbhJRG2SyVwQI5qwBEjuelANb5RpbiGyINGfR2raRwLaSCDm0JAObWJFsTkWhN6RGbuOr4HvlHfh29mMlskSr3pUFj/IHAa+WeWebFTcbOE0kowk43Y2egCeHy2KVE3sSJWcJMRXqCK3ZMsM5ciPLLkFgyN4dkePUYcyp5NFNqxKxMmgvMRilsRyMs3SKgdbosSz+ZIIYNyfxbdJdCEnmY6ji0biNfqGfYKFM1E0cArpn0ajnuEJEoftRmUDOnXRqZbcP0SZrsTFyCZS+xnQls2LxqagRAbJyfmzvJnNS2xOqBJiYMSVByUyr5dos/mJpTz25qE9SscoDU+WeWtlwuhS3CVK/CYIlnrqRO5MEnMllRgYC59MC/nSnLsScx+urXw8pUWtxLA+xyM8+JC9KIpgclVZSsQrzDBbUDn64HQhWSuOzpegOVBl6yi5mLoNIk0mq+5xCbB9WRqSP1NyGlyPxliePNajN71iy6dDRCQWqAy4ukQWV6PcZfK20aiy1pPjQwwTSQwGqVwcxJ+ZKdZJbO61KEp8eELkhR4HNkSyLg5XWSxjsqaJipXGbEBGlnkY8ubNkN0XntHoQHPeWVysFBtkKzCxpkXwAk9qXjBsahxLJWQ9OpHDQZUKjC+7JuIhGToXoZEiXlkKkdjNFhbjwAe+9NLlnVieJLgHj9iG8HBeVOboUDTqEnLzjap25XMh90t5sM5IC+yFjfpQOM/KBWbHMgcDkpEdpKVkKIGt+WhFczy2AjpFhsqFZ2+JMAIc8DIk7CX+hm8ZY0vruGjeJg7Ba4VQVF5SAbDNUYZPRWM4jHwZNco7QmGrdOE2XH7TWqBRzeN2iXkG9/QQUy41RJFBDXKKJUCG3jeEURZrMmuZygZp4IxdPKfT1Txklc03Dcl1PIhQ3lmVKJ4yQjkWsItPGOV1t0gwDmOfRYMjpNyzl+dxusADr8ck3klV4mqU+GAwTaVEvRI2EtJQVkMRUQxGmY64zWHjo1bKfMVFR1XgVFGeFJiFY5G7CPJzMf+RuL+oZEGlJVGERjJmmqSyp0MsIk0IMluwkUMAIkevypcwpHc9c9qvkdf+osoTbX7VPza8KTNKQ+TTlFxsi5Q3bpnT+tKSIXb6hA2R8aQS9RT8xuViEqK2n3d9shoYI0Jp1nVxlIe5H45MsMCpt+IbKOigdpSJXjR2ApdXGyPcA/jCmGomxH2CGBhd3ozaKNO0RBdYdRnuTyM3Wa6QxzD60Ae6EBqWQIiwm5IBtHH0idJc6mJGTV3GWMWAmrLKDFGkPLPMSggeFURebeaz5NJIwhgmCvwYeSZxQE5d1kW6IS61CJUnQcw6EHGwOcGSK8oNj5OWJB/x0VQaQWTjAK8Lj78MRlm0UmUjjFAblPBUfijgQ5ggoEmLJmOqKvjJhMiEQpUBFlVmS0aycEFPZixIqdKF4UQ6Fq8akqfBQGXiEnmwFalZkxFRmtV4FlTpCK7K4Di1MGYCVFkMxVLfEJfeAMlYFEyX1y11FBaj8IJy8CPVSWS9CfyvjrzSD3ghmszSJ7rZHm004iG9ZlQ2ILhKF+40wBofR8Jzj7gPM2cXGS9L3rto3U4EZJgpIy4xo8a6yIXNMKqxqKrMFYn9lARsAxoSJfC+qhTJschrhACZJT+JG/YSApSphdbBLAlSwKFy9oJCTw5UKEUk5aUgsv0oGgJh0vV5mcYaVV6qsAyielk9sQQxyrwa4hFYZZGCpiby0qgy+IFXGeR5Ehsj5z55RpA59GfNcNEUy7Z35Q2HJGeVLasqEdzHn3vE7JFBXpU7OXV5g2QWmenyeCzKjKw0qnyRPS9N4utpGWo3fJZiWBqjVQojaB6ByBglS9SKoovbQ4hXL9AR3l2V8crUNEU+4q3mFxmmAEAlayKqrAlEW0vEiF+jPIPyjOVihNPvqzyUknORNZYJAKb9UENL4BiF1IStpl6YT/QMzfJwuVSYfHBQZBGU4wJiKYwDY1Vl/odelKIZFlIpcctwl8gGOaMcd6kydUuKNkXuXBJZPJUzlmqjSG7Uk3ngczEJ8qW8qSGGsIESATRS6RLnVWW6QrhIrqrKhjnWMexPUjCbOEInPTBEI9EqYEkiZxYlMwGxydrcC6nZSJxNkvLBkPsmlkCGr/2rGuEENzGEyyxjsEslwokSO8IUckZVjT3xt0a3MShi52OHNXq5NatMMNgfqY+RWEdO1cXCAUVyLJbWcXaV3Zmv0sErA0ByHofjGIPYJ4bFHvJAkKnI7ooQWaKVWawzpMABvMwf8UAUAP30Lg2uGNJQ2o4YjIuWItTkSRHK6XIX/SjzapOelyasxwxAEmVlEKdsafYIyUZJbqxuK7EymDwNgnRaXUJ2GxRUnuqS+QioynyKM/iSvNSWVGbieWHQ3uLSnzoJCw4qrScoshZ56o9ywBFlnJNhQ/CPwhSZVSakapAzeKIzWwJe9ZLLR5cgMOOKnPFXDc5B5KQrxa+cwGPZiGqdJzSRISuV4gheLlJtyUaZbiBZRkfIJDKwWCGJNOOoIWNFcJHzOFImRB+TSGdQqmxZW5ksGMe4BapRvoy1xDgKlaFKvr6xzHxHpPQFP4jCBLYkLh+ApIZKesRunv0MP81cwtjboF8ovBclnguIfDhNxqOmkR9JZCJhXqUjDoRaIcHLJXKf5vbLPZ1D7igtf2VWB6pRI3qSPbpC9I1I/Utlnaf7sIHnqBEnsK65MbERdioSiT5ONc+QSIxRDC0lpxjCZkwjZ6oYVidSYVQVGyGkUz8kmU+7oTFPZGFKJrw58cRGlT4dzSXLDBl/pj4zvIXHi5Cc75KxyrsqG/xHXqIcSLN028gfNiW61FCUpBmKDYgXyV4yW4WazCCj7uj4Pq892PgG7zaPCozJE3nWlfk7Lk6VeRuf/ioyK2G5RsWjyOx4pjxCwql1Bqb+DOlLADYdHKN/6lgMEineZvMHZLb9UXLzZR1G37AB9gjSHLAEgAcfDUa5M7KlwbHEQjj/quR+AkwxMf9SmTAp1GGKyVfchPNVDVUSX+aPjyHbmJXTBQxV2YCuZNVwOCuzyQjj30g1LBm+yakNilGMUMaoEKoSZraMfBJZHmfDPBKfw5Lnxzl9IPNqnhsNoWwZp0GhK8EbeNF20mEmkyh9jBx3YpEJiWRrPhBJ5MGWFGVb6W70RAwucABDqUsymK6yx2OyKpfbFcN1DClz2CdyHGNUF6xwEFnvZJ7L2OrQlBGVWbmBzYXW45klJZjUyBsLbiNxXkplXaeAH1MTLoOuwIiOGQbNQRyCSFTj4hI/jbLlbyU+3sUKEpqscVxSDfKKvuORmhkDT9OSMfrIExl1VJUPW8kct/F4zhIww9QilwWPPQYwo9Gb7BalruViRAjTMUUMriU5isgoakiqUWWhGn8UZXmJ1ZMrS1F2Oil/CpzPVR6iVZmnZJGNH3C0nyfpWIyS+SQNXnjmhUU4VioYmVdNMs/gPIWyC8ncRmGfDFVzF5ktDF3h8FRmToDfMYWrXSFOYmCNqgzBkCIPmwK9c5dhNJkiE4nTQEwxRiXIbFrOM/I0n4gcg8r5uo98q3IB8E4wVgirTGWYROZhQ6R1H3Qqw27jU1mibKRUGQehIq+HOTTH4ZnGvig9RqUgQ+IRzUi5UohxjjJNV4zbxMOsOMapPIFy2+UJlHeU2/oSRRu2TGkEFRerHI3IzNWpZJldi7yQpM2nbXMxM1NF3jzKAkbZvlgmFJ3S8o0dHuXJlgNREjejogFK8ClImFTpk+NIhU8aKhIoztKpyG/8oKiUzR4I0YJEYj3mji+KLPAxiks1gKrMUbbES0eZfRJFoxiR6TOvDJ8jd7JGVfolQE8CCwZJnSUyT2g0FMgqLIb1ZMOc6QcywqBKlDSLytyLaA4VyTO4DNOWxSU9ldis76V9FDlVJLHhFFplSa586OMuTqSmcmgt0/KFwRSaIniINcIlS0pEDDiSDzYyYal8tE1mulUZKSSS9ZXlRtp16slL0hmVBh8pYZZCDIR6tsiCg4sw6iJ/BqRkZG7WNMOBOdPLLd4YrBCpqiTDWWRZzscxOU9O8UDOLNZlVE/Mhvln3hs684bO4aLF15L4bVQSLILj77z4a/rweUrEkinAxFKM8VwWjhlG9LESmpWTMp+wRRIPTUd5BkmW+B28xIm9eNpLxuBYDQD4GVgo8fFNib8jv9GQzMABlkuQ1DkSHQ+SyRLK2KZE0efDD/YgjaojmTdIv8dkrRok+HzJjdIZko7zMmKjMqoxAoazP8/wFDvA6yBlN7CUuiiwMgSN34WieRtigy8SeY4tZQWXUIJGXSYag168PCNfqTSzU9dg6YKBbZ7bVfZe5PN8ZYoyaIkm0vDHEr2Xmr1MCxRi9TyyMsuQOfkUZfWGgR9wtqDQgpQauHd1zFxkzsQZpsJiuigSa2HFhJiHNdRdKIihWIPbCHN1VTZKEfYIOO7RJHVleNmHfQA2NBIfp1ZP8wHuZyPtCkluUZEndRo5iM4YxIdwGWXQlSUykdJJUl4vnExgeIWW2QabZJAPEh8+NJIWpZ9x11x0QiX8YHbb5fISeVNbwcRWlCDDKB+josGXUNh0nERtVFlqDg1GuUeDhrB9RVgekUVeRPDwabAfrMjg8EPm6ZmHJAoj6N0iqkHjsEMNO+AT+ETObNFbsQBX8nopqrLGkzTBeA8X5wIwS8BKKYMBozOZmAqiLpaMcLko0Vyqytzy2ZBOPuuw+JonO+jNNCJlr/lGF0cSLDyp5IEwBsgMySLjPVgqpG1VVUZf4TpbdVH0RJpK8QD9WqUplx+myvwk+DrERSIyK2fyWFfM13cGic0lzfskMt6B0TQSYWpkTsJJbPaO6mJ0GyAzNpTQ6KVzXhoZNHCpsmygI+zrXgqOeDPJmCbumKQOskkUBhTGqhlkWVKqk3j2D3E74raUtxUj2eXtzPARmXkyDWYUx9IfXk4x4MDiPIRqmuQ4466SeRGcV8yEVFaWiMyaaPVJLFAlXSI4ggUqFwMUkpwXK2OGRG40tIKmvBFNbawO5WGZ5gCODyjGYLGMg1yZwiMVo0iamAmRm7dr6vDcT2gQ8FKygHQpSlXTSLpBCmdVFNkNSww0M8if92RmRXnwxVIHDagMXqu05/R2QebwXBsicwIeikVG4oq0fKbmEpV51BQbeTY0ghXWCg5YqszBCUNkXDU0GxIOgo3VEiI5pMqGBrhfMPQoS0bQYv2SqRux+ZSqKBmhgPUpj6dYBZufA0fDMSaK6jjzxOAGGVhh7/CTwSQKIcQ6lT7Ih+sXU00GvJPYcAH9VEfuSwT8wZ4rRjAJpT6CsG9QDkrGwl+2Rx9txPM3olhMVJ4c2rEQQ+ZXEejqpVWZzAkavHcdpTiZU9FqS+VEkRHaKfzOl1w0DcmMX5Lp3csqrx8Z/0F0y+MXw+t0rIPKIBPlMRja7hVZgzmQpqiHaZtmghAzHdUYCedZVqXPO1JZRSfxh1qKeUtmI3ccJbM6is6XYXNKKNMlypx/YUQkCyckqBs2SrhZKmE8e0aMUlqrkSYinodomIzS1kpecr8isdcQD9mywaAa1IThiSzPkGZyWOBiMJjeGiPxwlamxthIYxYB3Y/JJHAbwD5Khr+irIDzNjL6u06iUwxpFObpkP+KLLgyR5J4DUJjncwpN4nPXmZVIhc0DwoqyzWkVxiV4LpQCjWSxuH/hHWPSvRO40aVV8yktGgkARmbRZ0ksce458XIST2j6Jfp/RI0GzBfJu1SOa6k2jZEt+SNARbl/D+aZgBTMY3ToQo84hR1RVmBGCWRl6AqjKFUkQmJIT5GKBmOQ9kcmjRonBcZZU44OT6kIhqVOukjXaSEjgbwdpGsRByOliONPGTinBaJRjkgb4zShjLkV8cGvFhNxnw/7yy/NVtjSWXBki5dj4ER/pKLp2TGrHBRYiVFXSRnqY1YkY1YShFWSLPsKvOAjx2ZTJ/geYmVZVxGPHxzjxX5oCQlGZhEaIjl9Aa9N4GnILoWDvEOgJPUAYhgHqMjJgyi0TgkAdLHUFk2oiRjEhg/Y2BiyXATCuq5imkrmROpPHKKMh3MZQlIZrWgSB1JlSjJjGFwiCOmzKBK6ivVRXyhUWVAhpRR0ahM4W2EHsdSGiOyRZndNy/K3AAlnvG4J7BbD4w7STlqpL4ruVixqIqGKdJbCYm18+TH6m8y/kKKNRHnPpIFozIdVqD+wEZiaFHKB5BEPBRDQ7Qq8owp4xTJGAImqiCLJ/AG/gdFo/6m06QgwRLUI/Gqk+iYjFNQEpKyqzTkPCItrXI4fyryQRSZFzNMVRLnlqj4uDMzS1SZE9Fih6NSlkdc1H2ZcUlEqbzCb6QlQJTmCQpPGU3K0keIRGiZl/CqMYxjxGiRDXsYUVDO+7MxT4PCSWqDfIFChthIo4lrSGIXfl6fnKdyo3jKMy1SoqQgwWrHW9QMeeQISc1RaoEqCxAqi3uc6GG1CDc92WDfJQZ4Vf6FzBydW5/KDI7FY2LhoHSV3DrMfFemjYvKXSHaFpKeaVFCx0l4BlMpTlmKXBi0YdBQ5bUIbzRHviR9MEpBZqUtHx+SyH3c3Ivp8wNIQKYFHhs2jao83DCQw9qOFf8IQTAkgqtcyRLjPCk5TNMD4/skdvctYz5INDPAN81nTLlEEyJ5uCSJRBk6OYgaGr40eAt9L4e6qD3CJhJ3iAXWsYZRtM/RsYGyRDppggVEmTmGyDfSTEKZKlJ4Y9m6GOBh9ad3CSrg2EHkeIUEOzophqYQAs/IW5VO/cF7EmOkMIbXYhIrD0XeakZPcADLdc+ZI5XCMPYktbzRiayEIR1WCVWUiWKXiOZLKwJOCK1CEQIrHOvYY0VFHoolg+7h5BTVqUSnOrBJtMwrmANzq2fmSNhYWv7hxpCoptKIR6DUYJQmeEryyKFQlN4epFLdSkRq4KmqUTER9JAHSRyjL4H5LD6QL4g1SRwxGTYmsfzFCrNMlBMYNMVHsVxwcYJVRZ5xHQpFCJInNDExfEJCGCQYdzuas2iPWeygg3t0NqhqTFWm0F0m9AvFmwyEwPkz7O4MVpdRj/LRd3U04rCgCcfW8fFQ5lp1dHEGAjF8IssVsvQorchIRhJFZm5BORqkWCCiGrMH6PwzPKO/MSqROB8lxpMhSxEThgpbiouaBHcRNgjCKQyaaTj0lo0ZNzQgkg6QtaHY40hVmSsH2zWog42i4yFKldfSjRThSNTP4JjH4HtuG7wqkZjp89EHWeY0O+dqJOZZlAwljXMtMQuZPWaAODtuikpbHSXIvlFlwJlmwyiZS47NGA+LkLRHPdGoQUROMrIQLvIRIZFXJZKRxkmLVYnLjpoxhTwio4j4P8YxRCn2C0FKlhspIwfKapTrJA7JZCOT8qlxtOiXmaB4QuMPUyNsD0+1NDOy0JzvGvE3leUTxqVhM4nS3BEijaCVPThNnUo1v4Q+NsTCVUR8iaVP1g5qFnRKr4tRF1F1kBCoJJqK1GFhtzpS2ajYF1SWktkqQ1x4xgADz9Qs5IosejIAvrSK4vUfFbpEUo5KUyGA2MYoLU8afdgbIpRa+gwK411kKY+lX5XBWQKyWTjH11WZN7OARi/MRkTACKOUhaW4JcQSCwUNcjQUreMTCkT6SGWyhBc/mpmdlPdFjpXZg6GZH8ts5jGv7FSZgwsShzNRkj6wlUHfVddgtJGhBGJlxOJUiWcPqmqJ81OkDex5xKwRVKj8LTMCKm6RF+4ySQLEZrAYGDMAcSnKBvCiePSCFmaUaaljUynYA2FZQU+t3GUAYQZ3qW2oImOQZU4CqDyv4jOoNMvXsRhC6wOfxNtYp/KSiV45aIAwPm5AM6lIODKSCIj8g7z4kumNFPAhSCtV8oeM1VG6bO9YzzJzz1va7w8cHlc3bdyb6hvYFC1u31ShhiyRgK/dd2Lnlpauxqamw11xra89Gqyb6robGols6tq5MxZuCCtvZeJlBZFps8XltbhcXq8L/nnJjysSYu+8dBt5sTSpckuoiWyCl/ZIBLbhfbwq7I7fwUevy1Lhoq8Wsg2/WuCjl2xtUWGLy1XhctGzwAEWVwW0AG/FmyzeCtoecmqyjxdvtUwLZeYmcn9Nqum54a5MpEnTQnXDPT27P0czocQHSPNVHA3x9G8k/1Qkkj9D+Cfkkjab6zKNmYpQSfbBlBZNRfvU7GBEu/Af+0CeWkwjjKIq9Y13DW/SgtF2xbLze53NDc1/fDgadBw+rDR3ejsDqwMBpSGw2hvwBhSvt9nlbQhUBBRlPTRfCQRwf+Gzd7WrwVuhBGCbUlHhCsOuShgLAvZUmgNe6GmDK1ChhJsrFCUcqKjweis2huG1Oby6QvEGwhWdSrOyWvG6muFdQ7ihwqV4m5srmlcrFQ2BQENAAUk1eBvC3or1cB0FTo8v5qqAv+GK9S5vwFWxGholwTkrKsL4umFp4PA+m9YVyYxJYk/F7N5G1l2xTpMmNjY9Hbm8fjumose2e13y0y9J/09oorPl1fXbt3tD7VpdaniDuXM9VtO7qzfiPycGNu0N7T0cefDwwM7IVGr2cGrn9yzx0JeH/VpTpLGvK7SpL7WlJZ5Z4XZ+LldwaPtrW+fs+wpOl4k51y/+oDy0UHjW+WxJevXqZ8uOFO5wriv8xLkcfp2FH1qnC97c9/C+QrvTbg8ogZM2JdDmM8/Z6u31jiNCmU0561lwKO9Ylf1WxWlV1lnslnpHIJ1eVbbKHjjyB8sKA+llDiWQnl612WEJrH3kiE2xi2ftQxYlMGdT0mVl046T1s12JfCsFZ9lqGzlnGOZZcGu1Ns+eeTUf1rrmBN22M9ajpCLO5SFijnHPkuZXTlpV1ZBI5TAjsIPC4/YlfS0u96e3mGz29da9jmU5XDNzQ88ZXcKqwpz1qecjwtH7HDJ9NnKs7Dv2rIcHDntUFbZ8Q80ceUCdCy9o2ItPqO61rFPgD1W/d6p/zQHlxI/LMw50kfs9YUB6NRc4eZCC5hdYMfTcKFljvRm5zL4fsEeSO/DPV2Wm7Yrc2X7CpX02YdO2tOH8HWh6YG1/3kav4J0ylw77OkAlkG9A39b37yqUAmcte+wT7o+tJ0sLLOUOZRJIZB+xz4nPF7ybOGcI20X9xWm93lyhfssq6DDo+I79nLHpB3a/QurknO+Y18Hn+acyklXuX2VqKwVlZO2BftZ4ayj3nJE3GE5W7gDpKjUW3PwpswBH+D3i+IntiOOs58/4txh+bDwE5vduc/yVOGztmk4YB/sNw2/c2LOaheV9KrKVYVry+rFIw/V2wOjtlWWZ0Hy9sL0X+42r9NAinP4fLAJn3vakbMsExX8dh1s+rXTerawvtDuearIaT0pQqMK60Go78BX64q+aD3pSE/byhzr7Mssyx94R/jiA1v3F37yOejEgu1soXL2947ASyH0AkzHCXvbleX2k0LOUS+cLKwX6guVesdZR2CzLX3SlsZ6eUD7HLHVdHrH3gV7+kMrvB+15ixzNmxn6bOBtYUB5RO8Nb1gCwRgy9ZVWPv19dQup20BZShtf2uVDe9SFp8mf5ftXGZX9vnW2oaIHf1klf3DAmVV+UnbUHpf2UnHpDldZp+2p8GMj9jPFm62D6WnpXrQ94dwXafNgo3j2QIwCXcOn34at2TUArYKb5ZbA+XW9GZizumz204WHnEElH12SzqQxldOPmf5DVjOWpfdPve5ZfBb5pj7HJjxgg3ewke7bbMAZjDt3Gfbgfv99X3CByut4A3TJTtsIDbzXz4P1n/WuwNb5z7o6Y6fTdvSy0rgVJZTtm/9uWC3BaiVggOD520u3GdLr7WutaWXW9cKR8z2J+Cg9NwTTgv2AvlUwbR9n500bbNDSS9bvtn8qz+2HsEv9fhlBzjYKvyGvFSQbTn7WburvnCtsBl7iWeH/YitrNAOhlxmmy6EjmwuBEfCfd38WL3+uB28Zccjax3pHY7NOJYslJ3EwoDvv2gJ7LCC7JwFdstZW/qI44g9PefdByHhJDl8AVSwDEtx3wCW/Vk7XAyCRdkybDsrcljLp6zK2v/dblfsrhx8C1YI7R1Kn3wItEw0O4cPz1GVO8C3dljW2p1WbBF/WWBehZsDQW/OVUaud8o6tIBFvvbIWsfQgsduw2J8/4UCu4OcbK5wKP1Fm/JFu7IMLr35L5ZBa504OqgnHQu2Xz1UcMSeK9oBZo/liQ8961D24z+la+GsQ1+0gf7sa23LChdwe/atIFazAwwd5KIsFK6rfqdwzjZUHwFjGFrVBZ3aLO4Ae1xrrxem4YJg+blS0OWcfc72ReuCsBZiI1bZdOkyR5lgdwxNfz7nUKaLwXnTCzKENhA4lvIR8+af5ArqHWWgt2kIidPCNDfGTyzKDmzM8HaZ7XHrquL9llX4XFiy71jS++y/sC04hiYtyubSMhBoWWW9bRq35Re2etC9MmcDIzxZUm77RNhsLivaZy+zzVmVza45Ozn9F2348s9iNSxrB/t71uy0geDn6uptysnKOfCpemkzXGqu3g7Kf+CIox4iBw4Ia0uPriUuf/JvF2ynvGttgSNFC3Dd9Fm70zxnnbat8tTDXzjqpN0OSoGQeaTwpLAKPGCtYweIGOz4gYe+Yt4h7nOUOaC95dZpASwhXV+4SliwDu1zgO2kTz6wAJe15Egmqa9dZUvbbavs6c2FCwJuA/jAWfsqODvEoc32HLjeWtKfddZJuNzn1zrKxKNEg8v0HbZl9h3CDhtEQmsa9qq377OdtSqBhbZyiMJnbb96uOCsbbMMprsWzHgZdC1dBvlk+vdAEOWQDn9ha95hr7ecxI3yYkXVOw6dtM85TtpPWleBmMrAgYt+8ZOHgkWghR3ek0Q2c5d+XW8/aTsC4aLMvsOyA+tsnWWdBeJQQDlbl7Olpx3whQD9WuYYOiuutYG54L7ue+rXc1YIkel9/lWOfbYjhQvgrvZlkI5szTg0LFxzSvbPNXSlQnv7Nol1O2ObTgyE9g7Eh/f+kRyPDjwSmVI2vnJYfTAbHe6LPfbHltTwnYHMwKbhrnhUa4xktVspQFcbd0k7Phc7+Tkp1C62q2o7BvbtoVCT1K5K7e3wHt7Af3hVY+0hUYId2mFfFb6NwUZ41x5qD5EPoXZcnLTDfpJIDxXxSdRYLARv4Wx4RzWGT4t/8PngSu2hHvJXkmJwfDu5oCpF2iPtcqwdjo+R3eGvKsJbaFgMjoNKOmSAW76AlzFPkCNhn5j/yF+k/DY6Qk+/4HBalCRjyT1JNN6ze1Lowis90HLVp8bwBOCI2gJfkYZG4EUMSdBZ1YXXflKb8A4gMmi5hPeGv2qIIHH4Q0qxGOZK8MLIkVgIdwjvIuInZqlwHlXCt9aTtVzxarYi3hV3G38gD0kgixTCaZtaInT6BPmBc4bw8fjbFrI2soofMwYCBmWBkFsktaW9vV2Es4EuRaJPaD00FL5dKJCbmmQZFNISaVJB2LJPknzwvimC30iRpkBThIyC4dovEmpqknw+si5BBLb7fJLcBB99sgR/8C801tfkkxcKQBAhF165TybP/Q6FxCb84IZQE+wcEUNkSwQ/fxy247XK8BKXeBP8Eckb/Lh4qQnXik0R8qCXJvwNXiohpPrwzvDjxd9gnUTkJrx8l1rhwgtK4fWXLfgYn0tSoVkRlxdvwrviU8C+cBZXBJe/sK+oevEzkCO+JrK+HGlZCJ/Th+lv6DLWIdYW/iO2+FQLlLK4C/ARNwvvjp9SeKTgiwWRss8RupJQlpKvPYLLZZALo8Ek/Aw1NtskgjdKUiQC7334k48ZZYge34SrcGiPSE4Wknwq1g0mU/GGFh8mNuDEErlCCH+A/xJdnA0vuw2yg48tIGKfxA2fDBq1+EJwIOwsgpJBoCEfLyVxg9qhP6DkiPH0NPK3JeRrCjX5sMJ9lJvFB4Ek6QAi3SjDZdpB6Ngq2IQa0Ap+hiQ5WQybiE80SljiGEcKNpt7NoUiA6GQltH6Thye0vr2toRa9ka3+KNQprX7cK021dd34uqjkZgvfjM+JfaIt+LDkVCs2HwYFNZ1aEdBT19m4MFIzB/PPJr5zL86H3sjp15q7xl8aWfPRw0vkQ0PXq9rCYVM5udGQv6pll1bnkttma6sDz370Oj/9pQyVzpdMVc8Z372wdWrmxsamhccc79fL3zRfD3QuTEwAkVnRYMSCAfC4YYGZfqzBeKuH/01NPClXVCKVoTDTbHm15q9gaNboertBAiMy+CK7VBMByqaA8qrQ4H2QZerJbb6ry2Dzc3KVmVjurOhYTtUs1sbGtZvby43VyjNP3pt42qotYfCTTuXmQfF0FnzRI8cFAfwLLnBz3Y3Hm1qJ2+iqcGmSEtP+0tjY0PS93Y+3fL001u2PN3e09TUsvMnPs2YkMT+kfddscM7L6+Hbu28FRgnm/2ZvmJzz/cGt7z00ZaeLl8kmnp0U9NzgXCPnA027QR/lvZGmqTDASXmDz4HH3ueDtX1BNsr7ef2W1en33xzfYWyMfzmrvChc9t3KYH161dv/ZuGc53h1buOrg9XDK3etWuXsv3oro3bneZmZf32H622KIdWhzc2BNavXr9+1y/DDVu3nzu3a9fq7T8aCoSPrj638e9OW9bvOvTmm50bj0JKXV/R+aPm8LnAoV2HGtZ3bi83N7/m2u7aPhR4d/259OohZdfPOw8FlEPn/mZj81NmJfCbTuXNhoZweFfz+uZfb3/35+eOrj+09ZAlvLHz12mnOf2akla2g8xPn2tuDq8PN6xON6zuPAp/t27/UeDnoJitoIWtWwOHmhvWb1XS6Ypw599t375xYzj9o3BD8y7XUHrj1ndfOxr++frTW/9ml/J3j5v/bkgJbP31a+lDvyw3nz56euvf/bLh3Xc7HzcPvbnx3a3bl5sDf/Na4NdvDm0PdA5t37o+0Ky8tvrQkAWuvfXN1eXmjZbmrZ3p9OrmcHPDau/R13Z1Bpqb052vrQ+HFWjq6Y27AqvT69Prh8Jbw2BcG1c/ZW7+peVZ81Bk8/8v/v+F4jeZf8ut+D//jj/83cElmsnE4qHYlsyADEiuSxrpGm8ZfG5seOmZyNn6TrTUReJyZDiyoUh8tEs7kW3P/O5/402pUEtI3NnUHGkceDQbgwjaokaa2nssTZHA0y9ticR6WkLtTYNPtwDAkQflpvWRuk2h+Lj23EvfG3z61S1bfE8/93RsMNQ++PTOmG8LYMTn2kdiW9rbB7c0RdRXIyMjL7WEJkKhHuUn1y/H1GZVamkfVOXndvb07BwcaVJ7trQAYhx86en2iN3c07Il8tKWnU0935uAl8H2MTn0aqQnNNIe2dIYlB0DcuStrbHIFrFuIA4twRilRcVgpoVNI2vCY3WYFY/hXINv6hJ9gMogxUXwUiCErff5QnhFL5LSMJ/epOI5LhEREAOkLwyLcHby9YRwgg21+PBjjXztcpPcAhmrCd5BQsTPrW5p8jW1yD66ujPkKww7JF9M4oN2JAnjGSw9mEX3teBFVOCcsi+ErxuqkxvrDtf54nUXzD+RVkdPxBo1qU4eVmO+V1taToT2tsvjoabDTTu1nYc3pYbHDrd/c0Sti6stfdqKggXza9MFPc3NFYHmjYeO/vx306+dlorfRb+CK/9/06+rLf9G+nW9JU+/dlr+bfSrZQn9evqX4GHhXdv/Jryq4CfLLKEu/ynz0IM+UfM/+qimRmJNoS2+gb7nInV+f/wtNSW6U+LA4N47g7GeSLvaE2pR5adDTT2+l6AOiH1PFbds+UmPvKVny85YKDa4aSASe3o81nKi3zw4GK3bpDX666BSkXvU0NMjlp1qU8tsT12qsael762WptCrr/YMbNE2qX7fXze+1dhTFxxrbwc7fPXp773a0xcDKCPFX7IAoGiJVDRMWZq2qD/pe3TLg8PhLr92Yn17S6wl9tdbYk/LA6n2WKil59WenobL7VuaxiJNbzXeerqlT//c7P9ycDAxKD4ai6S2RFqiUEqFok9PtBxuydZp/hP+nh6/O+jr6qqLd6UaU5u0LcFhX2iga4M59Cj4y4lIS6ypfYvcFHwwNRhqudw+Etn56pbY6kjkcgvI8tFU3eHwpqmev77ePtHzUbN6PRAbGxv7iRbZ8uiDD8p+ua3f4inJuLLDUwihvsL72anCfWMfCOfRM/en5r+iuz/ZKw7eGxnNPpFaPHf92jc/LUTa8/dz/vcTj/7i0suo6IViYeTHjtcHPVrW7amKT3s8t70e9MwTUzb36NVh92yX6/i6a54NCBVvE1o9uqZPDThsU4VuwSS4N+gXUn4LekEs+6e1U1nblH38zshvvjp17Kb7nlvQddM9+370wm+OH4298KUfmJCuvoZOZXU088ZgVnP7Oza88uS14ZumYqtpg9myKb57fo0+m8pe21Z80OkRvoMGJ9yeudvomzedducDWgK17lkTt43/VLM9+UqR5rhaucaxrtW0YqgClQq5B5fvWaO5q7REtmrOo5uQgIYrtPmvvWfahR75DkqaPMLDP7DdHw54M0Umj6bv/kbRrZoL7rgb/dE/T8/qw04bQplbB67OVBReuPTCuWtDsfkXH0Q/dkyaEqaqUZQau35pr7M1cU2ZueZxu0s3JFKdnhO7PB1oRWrrtSohl9OFvieQ+KIL3f7h9AePWtbbR9HI6auZojn9rpD97vIO2xr3wek5zSzM11i09BPOxJ47s6/8d6T94dXKuODJZbViZKq2DJc/VK5r/g59QNfRNh39+PU7WspaZfFbWrOayVTg1F8uN2l2kzC+Xvd3PPWyW/jkQZ9j6tHFey9mi+b8wj3HOt1U1ZF6OKl4keOYWNWBkC1zS9Tn7acyZ6Y1t0dIHUM5/zG3hpCObFMZhOzQaLfmPCcMCMieQJqI3McrrqGrwu2sA6E/+BheH744Peycy774+oXEzTeKPUKw0z+3ofI7Ww4gdOrUF+w30UEUyRa+q+3wOGbeeKOhT0fo5TupA/BnaPCjeW0x9WTr3cMHHn5IvOQ+fHVLScp052LB3SpLonVPn+CuUrSkZhJuFX7BP5hCB5ZrmknTE8Ud/o5pzWwx6YJTH3A8LCRTB/cvFjkCHd3/5Zl9FSVC37791q+NxLIDrfHXn9S/fapoxnLtjSLbzXsZZ7Ei2LJ/OqdD82cnh/xFeuu26Q0vuq4JfdPvuy+5Ly14vzpxQEzmzN/2Ffhmv3tjDsUdaP5AYXa4aEpw777153ciqPRax+ePPTA1jMbHbqLUZc0m6o6rbtPCvkX01hX37Lmhb56ZKVk84Zwd/1WvPn5s5EvJ+bKV/XtmDomxILIcHBn9uX0WuecOitvtoh43vTGf+WDvlzagFeoHs/rmhonz61LiW3cKf+ae0wvPXwMlFTnGzzj1Ms/kGde4K3NenF/cPThR7shmsr/87pmjaL5k97OzBRnXK2NDTx7+5C3R/qWUiCrDaApNHz+38r0TFZXPTJ88fTrT0HnreOLuoS9Yrs1Ou3WUOXZ0ZP+kKye03X4vl9hcJSb0uyDLAdOG8dMjj/cNDOeGJir2mNRS5PEo6eefP+rzWLpbvSse/8byQ6J+b9xVFe7b7UsPXm49/I4w4HHHK0tbb+mbw4Nj6+ZtYCt909sSpm07ZjelR5aXlunTyCMU+DXNIiSKX5sV3L7CFZ0CQglk9mqmzMOpbzwsTCWS+ovlmm3q4OO1mf2R53MjzyRrapXOyvTpx62JhM0tfGdInP9uZM2srU/POXQB3TTlgmP7B8uFym+Ie1RP+tS9hzza+E2P0PrD1KC41i0kdD3YIYi2iQXQ6sSR0diwc3L/G+gG+seuyaOnD4x/mt330e3jTn0mcypX7k2Ve2Z337YPOW/Nzd5dXJw5uGv6C97F8TMF1+6evaK9GDv+0fDowvTJd/ejzN7fnHCdunW78MWRc7nFCaftN7fvCvOZPSK6e2nx2p7Lbzsz33Le7LpbuCiOH78jpCa/duC75526/hdO5M6gjFMsvCParxbqP3vh1LlzRbOLqYmiu3OZ00NorOjARO7Az9/++Al0J7E4bZuaPV5x8MwEGpsQ9QXLD4r+5Lz4/VuZ2YX6y/aUM/fBzPxtx60/mT/tOlFR888PQpCzoKsOdODO/4HcRwfFS7lH6kX9aw9X2efvmC7qpr+46Ht//P6j6RsP1lSXQxB2//Tt/56dys38kfVm16nb93KL9vnBA0dH4V/2T95B42fGJs4fm5w4Nnls8vy7d988NXF08drcYjYzs/febK7rv44c0/wnR8svvSDOz+8dOfWhfXHyj0yiHV1yuNDCnb9Y90Rq7ObYqcdQYqZCsF20HZu5d+fW12N3tQVL4lZHdnjwenZe33GkSPvK/KWk1p3MvXElXYB0d6vH8sY65BbEIDRwQ8LdGi+ypVT7OkFHarxMyL68vlUo7jD99ImUaPJ4dOFnuVvZ20Jqaib2gwNZbaBKaD3+1MK94057hdttNe0OxFOWjt3zVs+GWbcnmNr6lavbbnk8/2W0/GDFBv+khsQTp8+hQnQaofNDLlT01oXx5BX748PIea4oO+L+qWM4eQa+1I/63/xpqrww8+4rd9Hs3PuVaM3LzqtasXt8qKJUK+5o3XsqJuitWusea7HFf1uf1y8Ini+fGcq9XXjnFx+cXxyu8LiP37nmgSg70OGvuWC69jDOLsL88OSx6ynHJBqz/aZMGLZNPLxHvDouXv3qwgfD79y0Q3IpKio88HPHabCG20+4hUtDZ0S/pXAheXt4aOQqhNKbQgbUYNG/VlQIodiNhMX/OvQR6PMDx8DLIrJPYQ/7IULTG+ZnMkOze47n7G8cGEMDB52LhY47v1+AUs4GXU/4O2zPO/04BWnd2q2rl2xjW168ue/zOtJNnhorbCsWXnSZBN3kRaAZrdgz60FVAnJX9Zo1eLPHmnK2uj3bUJW7Q8c76RCnTSjhrkJxfU43ARzwmrRgJwhIa0XI83KRppu0m56De8tvHT71A3Tj3Cc/gGxo0h1n1sFVdq8RWh/wZT4xZZLHYhlXbnHaeeJq4dQLN4/paN/Uop5Fzkto8vB5Z048ilD23p3xO5tO33SgL7x5TtDHP7o7gxLjwyu/75rL2sHdHOvRPbsAbVkYR3dWiCZt/Mx89nQSnTuVKp1Bw0hEfgsktmHfa6fF+b3rur45qi1mHak1ufHzGXTmMcgTNx/wVFkgH82ir7mqNFRj2eMqyhwpnyz/hSPXNyjMX1048ol9OpdbNNtz63V7bmLwqdrDzsHh/fH3vjUyeWwUjTr3Dg/lzt2sOoiGMx+n0P2aa9kEun18y+4kirw3r3u26dni3JsHIulJtH/kR/N3s8HvHzs28eSRD/2Ww3eGT/9jKpa4fS/RvZjYMFByIbvNhDIH3BExdfBhS+uGF3RI+TerICcOQshDOOL1To0XTX3rzP94YaxQv+oX9hh4zHQw8tuIzHW+aOreWCw3LeSm909m919a3HNjevRGdv8N94HF41d+8PHZj+/9yrb4q2ORsdjdi+dWHv30heuLgwc+vndx/u0b2aOLH75+fXrw8t33Z9ZlD6yc/HT6jZVD92/efX96/6XRlUMr9688v/L8mZWxsx9/40Bk7Hri9cVjHy/+anrl9Kns/pXHbiz+SszuvzLd8faVS/svXzp3Y3rk2MqRe3+/OPKpDUKs68D81RdWnhu67l64uPD+vbtHV06uPHBj8f3hjxeGPsqezw4tnr+8OD9z+t5IZOyje0UQeSc/vff+3aOxS1feXhz9+N4ZCMF7Y3cLs/+UHbw8noU4fOnA5NduHJv97pMzk08uFL34qf6D2EwRjsiXzjjHPsoKdwZH0KTbc/T+7PztxdTkmY+yP/h03/7sMdf8/IkP7l25N3rj7VMfv3Xl3sji/iv3jl1ZmIDOLExk91zOTty/NPTp9IHY9MggGlw8deWFjxYmbyy8cHl2URzLThw4H1s4d3/xyX33FwZv3Js4dv3twStfvTz9bHbP4rn7LyyOZo9lL146cH/8/t7rM0ezk9lTY9lz2aFP7+7Pns4e/+ULH106MK8nD4BrJABVXSrK3reRCP9kdnpy5ujKU5cXRi4uHL28eOryzJ4ru6+/4syOrTx6fWH/lVTs0sMzB67cO/9Hg5fvNewXsxfvDSXu7tcfEBMPk/h/9/ziGx9PX0zdmHl/Zmbk07sT9xdHrrw1BvI7fWxxcvFYZvHdtz69+/cL75+9gf8v7BfHLo2egobd+MHpxbHFicXzeLeJRbIz/J5fPP3pW58uTCyeWoRs8au3b8wtvnUlc+PtK/cO3Hj707du5EC1905durYwM3llpuiV6y9cz+2OTY/ez2ZOZ8+d+Wjv/Ut3L71wfXT8xqUxDrCGs0VnrlxbOL8o3L2Ye+Hyu9fuHvi04N4X7p1a+dHd2OLgQsPi4J2TExNFB+6eub9wceZYrGj66Mrz16eXp1eeu3xpJDJyfeHi9EVsIxWXxmLfiS38KnV54cBHJ1aeWzl2//v3s/tj0yu/sfLUfTDLp+qQ29PaoX0gIH0KFUD4W5p+ElPmQ3rKN1/V4XZ3mLRJIevW9OIO99H9QxPrkW3s8huLe8U9a1r9HdcOnSHFi6nf7b4F1YsG9YBWnHbqpoJbim358+v11/82p88VW94rFKbWnrg5P184jjOQfj55eh65/yn1kPgf/nnKfvUP++zICVkADUBxtQcKcOdkUeryn7iFU6j+H47jtLT/N/bEOCSmh4R5NQOZaV8D2l+NOj3XkLPKg1Z8HwqgPhMkydZUFieoGQ1t+KBjwO3GOcoRuOS5WVt1DfW1fl7/H1k0+xWnZ49vHlLurK7ri5FwxDRtsuh+tDADtQFIZtgVxtH7mYFvfjKfbH39pteSS/xeedUhZbYYQHoyWWkBjGfa43ys16+YqkuTSGh7c9DUV9DrQRoyJfwWT1ILlkJG8pRYNR1VwbmQJrRBhtoGacXfD0nDvce5G6BewgOZBzKIB4rW33qB317ISsKw04+2mYSUFV4h88C+GkqYECQWFPQhQdgB15zNFcNm7REL7CgUI2iB/wIEQgQXaoX94ALot17wb2lCM3n2PGNOCGj2kfCayk70gNV/oXJNcSJR04mqgmsgBcJucJ6EoJlJYwWPKeGx7K62uk2ef+W00GYtDbWTCRX4EKqxuhPQoErFOrsJJfbAQZp+0XxRc5u015eDBKHnbsEPbfgXrfPgn74Vtb4ESnqEbzthp45HLHD5JLQDhGhKehSkVW40I9KFUSvk6hUi9LeytCPxiNK5wlpi3db6WydmQtV0r9YdXKMjP8jNrCVBoiBZDXqvmaEC8CBPwm+FXgqzmz4wg/b8QolVwFL87f7iRpYmNb2k2gPF9Kzf36m7UcmUSUMek18B+SOAbcjcqe9RSvdgO3B/sKJaMC1pDWkOlOleUCRota3j28sRftOKVRe0gvIrO00XscrxufaUQ6v8OZPJXOpxf1aTIITSAisU1SgINW2NYtkGhu2usQI0CfpAARZooCk4WA4NSmDj83civ4dLmrbC02sq6YNtOkq0IXRxQ6sO1rBNBwmhS63IZDELgH+gT8WeJdLU3H3QpqAVqmHk6Sj2eNkX/4rB0askoHceMAO3MPuIYtWRCQwKTpsXKGgn4TdZIfNr3R6wwrbd/1hphdLc5PnAPO4s9mBJKB4Tv4qm695kiWbRuv1xIdirtyWhebO7y8Hx3R58NhCDbmK91JC3BPUBAveHrfBVK6qBiizo8+CTgl9+0OrH2sdH9ZuCfQnyrlVoNXW0vlIODW7FfMGs2Y3tHAu8pM/fCYpWSj1C0ixU9ummmo6436v7PcQTQKt9yJME4YBVVR2v0FLlpvHle5bDxaBNuru30lS7phslwUOSqBv5r5k/aK20+EuRoOtgunB4bwmqLk34+7cl3cK3R8tBWJVWfTaXM8EOyOvv92DMK+h+S3eNZdYM3dDcHxQL8K3Xb3rGVGJFNZ16EMcAEix+l1KIYC6Z0GyrX9DdpX6TL5FEaM+aYId+CeQN6DduKkHWGqUfDqmxduso9bMBfbZYaPUiEIHFXArHQw9mdz8Oba42QacBZyZ1fVhEr6+Pm6AbWOYJIs+gtTtVrgezuVZ9m8nf77fUWPD1k3qrp8by+nJ3adLfnwDg6e9Mmqr2/DDXOptb8CK/qbZX6yYt1YO1mfJL0B2/3tkdrA5Xd+ptHXpu93IP2IE1+Ew3jr6anghiRYKxbTCD0X7G4X77hXyZHhm9ahpXZ8xKlaWkFzcrWWANrnF7tLY9o+WzJugvCLU3ebEbgrrmF4RvT0GcCK4B17rorqmtfmJktHyDKdEGMQr5wz6w3G+PLv+gUukHfSah1W1eIZvzC/7+4JruIJwYoeD3K5QqxUKiKphEsAPZyhMlfcFqEGci+eX3ZkuxlSYAB3kg6u++mvvye6B1BAEVwnspGDaqpCFX07h9/+7+xZH96u5ykK0GFqS7DyKnKYG0AsWCyxchdcHmTGwS9JI+VBOuVjqhcdeI2MO927r9loQ2AFXFrH30alu6Ogw5DkFzr7lBK1as6qCvqv/rIz9VOk2JEmtCcAv2J/dYE7hqSuyJ1NZe2xQGd+5OCPoflM9WWpKaqcpSAJbq9fzrFqnRYBCeSY0u9/qVcK3HBzFWD35/aLQcG1alRRhG+31tSth6EedhLel/WRvxKQIYY4EGPpHU/B3QVlOwWoE2gfBNAuTi4JoS6KxHGx79UmvJGnAJHX1bc4EFV4chiSaQ3TPq84LmwJbHzeVtYIAmbNZBQff8DuHSuOu2Igg/7oPloGbo1UFnd0l1/8Wsjoavgn2jiytqrWiPGPwG9CWMVQsRdHh0EO0vFfwQlZNtIOzkt3/2XVSOgr3+Umy7udyXzT/MBS3+WkvQKnx31L3F5A/X+jRk/xJEGyx/iNH2qwvpaggWCS0Z9HSY0O8QJsmjyAJhAqEvv7f76gCUgHD8MELrIczC0frwVbu7AuCfv1RI2vf/eCABZr0NJZMrqrGo2/oTQpIcpEGHwHJB3MFv3IEwv62yE1CjvRyVWCHkCsheDlDHBEhCN/O08i/lpW2AXhZYwUUsIK5gtQU2j5uvwmG6v3CXCVzBbxH0YXQV4mC4GgKqMAyKBHXhC+z3QS6DZojgAh4hYRcvmtBD6NkEyFvrvqinRq7CdSGaCzmw6YvdNb1m1v1/HVxpVRYslWBv0IrM2sG4zWH6GCW6u2KJTfMd3xqdOzKUO7I8F/zhK5G+/zB0y6Sjx6zdkCimMvm8yc/kmrn1ijN14bsr3feQyT8VfK+s65cPCehJWxEyP/jvTC0A3nMLmaGpMg86LZimbr2iCuj11OnAaBblkH+dYLL95ivC+Gzh3dup0ckzTyKUQgtDn06en/Knp9Di1LfOzU/NHDqVRfvPPZkaOz0pDp//2B5bHHNdG3b9w70zd0ZHXFfOH9Pf+tR2Y7nmOb7urnB4/0j5bUFAL47GkDA0+enxf0CpiO16FrOWpPYuVn66mIMkeTD2/BulP/3GNBq/anHP3UEnXDfnsrtP7YavwKlQlQfQggY4RnSfevYFEcfAbHaX+26/yWO7mTng68jZ0y6T37ki0XcP+e1fWNBf/m/6iqmgadBnQvFbur0o+XXX7A7TV1xvTp14fAql1pu8B2Mmz2xi3L0n56ra43QPTt3zo0O+N65cciey1j8/NTGlrci8WxnTFrwzpozrwm2Le8NZH8RidzKRvFfS+6Lq+6nbNgnaCZQG454Fv3dxoD4mII9tSMwUvfzuviKbSB0rtXG+34y2Bafce8zgRWheh0yR2NSBai1aBkIrIGdt3o2eeWvwyoBtChB8qb+v2ASVR/eA6ftTJvR91+4/9Sw89GSx8kbRRVPqas6WenLGnkMuz2xqZ8HLR50zWjzT12uH809MFXuuHfyZvRSV+5F/+aznrzz+76/p21v0lnBz8iPcnBoUTqALOvr8UIVb0EEBwhtD14s7pk2HYuY9A4L+jbp1VRYI+k6Tp+rg1Q26XnhV889rs/7yAnXBXFNausGcmHXnkhuqtqHcYHlKeO+gf6XWUZJxjQfKxipSiheC1PE/S8XA2u+ixReRa96EMxZCew//ezNnf3mAFIUJPXt1fnjvZJ6LolTU8OQXhod/IfxOJur0cOZj29Sf5R4c2e/U3NOX9jw5/LxoAfzlf0D4oBiyKdQC2Qe1xZevpHTxxwO6VgDxGYIT6tubHYmhAUAS2UgW8q57G0BWNT3Rl7uVflg4XJQac9piyfmLjqvHXSj4fNHBUxH3Gw3qAtJLj/uOn1qvj97XC4dHfP/neycaqm363UzRvWrL19Add5VHE+KPiVXHkTviTd38+sTNr8f0FUePPv6887G+b33SsfvJyq+MHUOnXP6Dzo7uAZt+1eaOeQqQ6rXqhV/oQKYNuyuEFX0ewX3wSS3xotMjZKYt7myqPP7VIp8pPdPbAcaKUlALHQQU0n8r5XQ8+YBwqVhwX9wRRxe+XLowHHvRMZX6xrprmz64fcj5SGfBtTdKn02+eGy25I3yxdTD64KmN8WH/rZkrnjvdduUJ4gyLjB6CxZL4toGlEtMf/PHwQsLYxduTz3w995L8485dy+P2w6PfDh+d8oxv5B6cTSp31z8E6cdTX01uxZhGaORiTMP/HSfT9Cnvirmdh+943sCTf3FxDH40qkX3nHb3NqP/W9mDzx56a3ZS4vINvWiC9213bQ9bHP6w+BnhzR0NdMAaQMNHLya0AsQ+qt7xXOmjmFn0B1cWVsdz16ryQKusSEHKt9gR/M3c18u1ecK0Hem0mtO/NmagYPlCcfwRMBa/FrJ3wpmy7BzXv/KzUocr4IdG7QZqETvgE0cXyg84H4nWdD30FcnznmqOtyt3vU/cAtFs6k75//v3LXB+Xu3HUXBm/armaPJtQeWCzXv64D0i2v7MPqE+ii7IVGsDVds8C/8DP17+0Vh0R0hA0bQ6j29dwSqF79XmPo8SQFX0d1ZVzJnmwI5T/ybWHnb1P8cL58a+58k5v8l7Xxu7J3UsDO3+535gbuzJgHCjd9jgbpVB/FOmaHCUixtcQW5d2+1TUFlrPnjwWoUN/f7TdXB5fGgt61fTxRoHd01WlgLe9Az3cmSzrZwb0mttkHwd2yz9SKAMmaAv3pJ3ONJKnrY47H64wmonnVvQUdJp7mjTe9oC/eZw71+dyQOGKPAmiip9VTXxoOahUKnEk0IrlmxxuRBugXg6DakoHjb++a4Oax4atKxREkvFCu1GPaUttZY/ZZt3WYLaNxvudgNZYTmdveaFSWeeGx53Bwv0cLeRFu4o6YXCoJt3W0KCnt6C3qhuuxc0ZtAF7FNaMlWTe9G/ckCweJ/7f8q8Dzf26aZofhDuJlt7t6CZ9pqoNgqqFZgn2ql1Bz395stFK3UdAgFtYKg9EOzSgQLYK/uSgXvp8X90H00VRAvqA6j3mRQCz+D8WRCM0Htsg0XGGCf1cji1/EevW3e7pLSml7AZ7X9fnct6k3AtTqh7FJwNdHWL7RhoqAGmqZA71CiTbEku8IdED5LqmsVkGS4OmxNbHsASgSzZVsrSvpLg2vMUKIJ5lprwqzE4Qd1V4KYTXA1c1jT3RGih2QCEH1nV38i4Y8nMewagOO74VpCN5yyFw5FcRBesTkOgqzV9LBw4QFNMfUmsLhAigXWtjAUIqAy67YCQRES0MqOVpOAS/4NmIR7XrBABRSMoI42k6aEq0E/FrjuRUDdgDDbcK1REhcKNEtJLWhOV6AVK5QNuKjVwrXIWqA9D03uL6j1oFowpuf7gh4rnC2OoPStAUurtFSB+2NxQ40V7kua48Vtpg6QShgaVos8U92JRLJEc1eHPda2/m1QuWzrBiBbEkdVXlSlua3JGVDYDnxVXbFA9q0FW7m4otoEjQH7U/rbwoPWklrQe5tFc/svlCgXWqs0sEcQymN/GhSUsFIF2q/V+ttM1e7aZ1rx5axQEj5Qa4UqqRs60iaATPraqt1WaBWyllhXCFoC+kwtE8xfq67xwEcE5u7xQaWN2mo7ksjfWQnVEtTFQaF3BvoHKrSkegdgJ2iaCRrofx5TnUmoqp63+nVskYJJ0/3WpF8PV8cTZpD7irgfZFLSB6IKgqqh7/5+TKKBdVih1mitim/DxU8wbIEqs6CvLeyp7S15ZoUWTxR4qnWlH5NeyYJeKGr7AdSv8Zs6g7UdcWgiaLBEiJf0VlaZquNtcXMHeFW//0J30h+HjAYFPTbQBFYR8kDw8Xi0KvBH6ER3G3QUjMZysU0o6AMxQqnjSSD/hVa/0hn0xP3WympcR+puqD0xqSaYak1Wf1iDS3p6azQQGHQ9CO1sg8oP/AVUdLEV/KTT5LfUaGDxHg/4ERgotApqEbB5qPP6wGFMz0AIAu8HVyWKgULMoxV0Bi1Ysv3JNmhKqrcb3NaSbOsvqY4XTLWCPMDz4eRQtYEhgE1dhGotgdmbKkWDHkJYsoBB7vbAVziURcBjwG6tSXP4GZsVqxJcvQZTPAAoazVwJws4oh806G1t6w921MCBnqkC6IUe1sD4lVoFBFbSG1xj2laCOuC4i3prPzQPJfzhdC8OSzi8mfq2tULgKKmtrbUWPNONeUYILDWaDohUUbwmCBqJNm/brNlbFUbgMb0XB7B3YcX5TT6IlyU+Uji29ft1ocMftkLPV1i7hQIEHmpt66uEppg81XFIMjU6ViR4WmVn2wYwsCorXF85ZAVfSXv6sPGYLeDY1VWKqbavBIE6dAXguklo69ATrRCrhv80gbUA6usDEzTXwtFwZdgLWtoPVX5pEupgqI+rTKXCNgjZ4N3VYW9rTZ+7Kqx1VkLAgFofIrs5XN3ZigRwXFRTCxjD4yYxxuNBz4M+QUsQyZ4psLRBtC2BVlg8bRbwQyXehg1Dg0SvFwj9oK940g+xti8J4ccf19s0bxL8UAARgItABIGqWKus9XRo3VX920BeCXM43tXf1t+qmb0QfhVLiUetqTZZ23SwZggQtf0IMpzHjAm3pKemGtIY3tDdXYAvXtC7zVSgQXyGPgQHBUubDuKFsI4wHVkMwboNh+5wf9AKAKmgFz5pfd0Qc8O14K3m5/sKaiGnagDCgrUqBPBKBAajbBCSQThVKai0zZIoqH1mIAG+aULJi34AOxuwOrvC4U4EjtsGeoSztpkG+4jL9CfA8JNaSbjXo0HdfRFTQr3g2WFIzshv0ix60PNMK2rrSCSxCyX3gF2X1PpIKKqx1HhUQAR/BalJASAXrO0s6ASZV4IRhXuhpeD2tmoILzhlgTeXaiBzvVWxgIvUhvvBvxLBvoI+El1BSInEnmpLTdyMMZhbUcJecA0IWvFkW1gVIBjhbBCu9Xiqn+9N+BEoqx95grVr3IIZedxegIhaP7g9SBisalvbhqAHwkIyCcf0YXoPx6HOEksSXdTbOtxaWwfC3j1AzgsxU1sBSjFbIFJrD1iDa1rB/NydaBuEE0tX2lNtaRUgvV2shLyehG2mXg++ugANTS0XFItfcUNODSuCH0OYIPKAX5eCXxdg5YMtJyG0YCK8qmZNN8I5ND6j/FUwXSqAE9dCbEJqFYQBbDGwixXhIFmlQ0EMEo7Hg+BQM5ZicE1Fx2H4/2XvXYDbuNIz0YMGugFCINWE2SAHhukmRwA0GloDKgKoKBptyjU1lUpN3eoGLih5xvaA4HLiTCZZkihtafbm1lLKynqBD0/Kjh58yE75Rg8+ZE9NogdfGpazfEgWNVuTIkjrMdmaLAnKlia5uUsSsni//zTAhyxnZzeZuneq0pYFoNF9+pz//P/3f/9//gNB+iZoA+XO9gegPPuZ0gj8JvPxkdjCXuglhOYJa4kESzj9xRAtpKOSDzVpIlEIYMvrdXDsQkOgjogQ5gG4lgh44rSaxuJgF5oerwmAf9TJYfSANLY+UB8pBtVBl+MEggS21WEAja6X+eva8iNSIQA27gS7gYaF9kXID9bDEOKRw34pALpzyBEOKvAXDJCrxva64ABiYW/IGgTIwLIaYQcKpjpSAy6kgZMjIJWZUh8WojD2GlFoMNcpaN8POZC5Oj3oPZSUEV6o1bUAAi1q0pxSEDOgGlgv+GRYzJ5ITYQAFSC1hzxejPA+WB3RND3igwaa/TFZEOGeYB/1tRGd8sXxSDHMsVoV4bB9xBedfukA3GgAggAdqw3F9ATlsAN1jfuZVgmfSMmJCLAnHrDu9XkJ1QNQ1+paEKIE3GnikJWRCcT1hAm6xhK1lX4fphdSPgyYBSe0ClUS5hnMFXgANm6CvjLBZQNRwQz5G9AjIsfov3lPmUFAAg6hoZa4B0wWKhGqjkTNw2U+kxVTEUhCPCGoHLx7BQQTVmQ4Tmvgdeqjs57yziYWkXgWFtPJ2AiLXIvLewmywe4a8Cy2zxSnyQ74q01aLeGmzmoKJZpquJQAAL/eBMtqCPgB29W15HNEyCGswGOD0x6uCwPHCX2dVWIVUeAGJzxcFQgiJWLxHDyVOIXqD+7Ra701jbBFVruXOGkckoGbNolVMEvSOKeVz0kcgqbFlrAeIxcdL4cLw+VBODPQJXBXuFYMnnPxgIhnk74eiHobnNawiB4HZYCIFcNvCAzXcte/n3Q+WK2pcj1DcBMgH1zHnMwqFMM/gpRCY+pNjTqMIl4TwbyKklzGyKWaqvaBixMcVeOZCkzCatIEwidJJd2AOmFinSBxCXK11fvjiQQR/mAUxu3X/bh1VIpXNsCLA7LrucZJlJ+FIxyuTdACSzQK3X4dNADqYR42S7TUbQpaA4qD+6nXdTJmQDMDMa4j/KLEfqOugvkiujms61FyHyQ/hRx1qN5ZlYQesggt1zTWenUjuarTOh6rq9UZ0FyEHBvMyq4YsSQNSJtgh0BeXndV7TFHoWvQA1OgHrociTo1E0RlbSJtwHAipl3oLxE98z4TLQSE4fcFRAZQgaZiDndmK9h6hDTBGgcu0roW3JkfOlavwlYL1QbEAOg8WoKOAZUAh3HYAmiv/78wGGG8kh7GREQf1WHIOESrY1USI07i98HLIvBx/lk1BGqFFMt8FIXFR8yEr4oYASQLEnSckSzIx4LJAUzhhCPVZRKxFLWOCcAv6JvgiwD5ZbHRDBdKDgTcTWKiKnoVhCd+eHpaRkNQYPLgDXhfIxAZ06OApDurG+MgypHX6yrFGMwixmOCRFAMMpCiGKIyBbOlwB/F94PFRBFXS2os4iqLEfmNiGBBZHSAsYCHyrMjlJBA0wDxUAOtp1Rp10zAUbPfhIDKGgQplBLq6y+HKVwojo9EgCzgHarLhP7Bacd8iIH0BkicE904LWeJEergYeLAYPJm/7Uyn2GbYJy0hIKJY98HcjnBGevjjXCvIP97TLQea3WSnXkxEui16zWvSYtBxXWI0gdgCoHyxolRNpoUb42ieAGYcJIEBJWyWCMG6thIRIsTia2LU6IGTwsHYayg2iDCJtEXTQQYiKfgBZ0GQAdj5LwgCdh+RAS0N0WZzuBpER4hNGo0YfQjtDIMHiVcU8mVxyvRNnh3XWMYfDluthLm8wiCaYEo8TgYTSW8U2CYVjSSVloTVk3fgQGSLz5QF9eJ//mLBZ61kBLafrITEx5AJJMWvSmAr4PM4O9VV1CBY66OmKwU+itWBRjbVFFdieiUE5uQB/6lUNq/nxyIc5eJRA7/sGc/RKDxVW0/q2NybRiXRRAJA3cT5mpE1BqxJ2iAyQuVZk6vSALlUc13wuFglJIAwMwRCqMU5x6THHSolBqQAtamEK26KFBlWp6L08qZztR6DLa4NqJ5QeR5MPidZ2AfcXL+GJKzWodw0kDWyFt+iRYGNSniFyG4SlphF8OUzWCF8bA3CpASQF0j5E5B3ohGKUwsK054NYlxQIABIQ6APeMbfOLxeW1joErZp/qcmEWIogohnAYAgSYMmwgI6gQrq6TYnMKiqmEyADiThAyg4ik7UTfpCn+LpqUwXD2PU7WqmJkIrY7wk3gw+u07rMGI/SEwMqA0ug1FM0XBczUzjUSO0dKjjPABmqTqcWdU1FWXKyLJwTqiYegMoOiaHEYEAl3RKhG/Jwhd47WEllIl8YmaoLKnTKLsS1yJUzWIbi6W9oqJhIwYn7AKxACBh6ZGTcF9rBwcroECYUiU5x0qrQlFterO77CmqqgKSKkOE3UvA9jvSdQiuPJLlZTJqIJSVYhAWNDEapOSIP0TzfvADggvAZxEBhB3QUl12Wtl3yctUmniMASK2oFaJlGNQkcOQB9ZpL6WQWoUFVFlj1ZICsVXuRteA2Qn4EyA5bEgIk5nnWCqcyLQ8fmu1ZoVa4KpVZpXYoKvGOyLJg9YEPNG2QG/7Idn1MJ4MlDxkL8YRECJyuGIKMKrwMPDf2tE8aiTWiJSI8lmtBNSwFmALYiwaSmesUZoGvAe2ukqMxGRoyIRKBfIqoeJCV1uAEktdIoukTWCBcVJrQMxr7UwzgMsjFeBtSJ688BOADLwO8AWxFlVUZ3THF4upjEml8E5BqArCBjMlEUjFwhBQOqqVA50J/lQ8hDWJ3uj4ZiqR2KJYFSV/cR9PIQGwKNCDgdE/9hhynwmApqPkj+xCASFsBk6SNkZwpugqZ6qxmAIlEmKU+Ga1xSDXvpo9TguE3Ghggerc3g/1bagl4UYS2IkjLCjjvN35pXihTwNaNbqy0g2jLIq5EoxxQnnPpZi2xAHqpIZwzJB/yE9xYs47RpTQ15JB5cPiA3AiwBlPqEAarUMegMZOpgcIRIcEIuZgZSiHIWjOqDhMSCSZT4iGtwP6RGokSroFD4jaFTBFRFnjKB7ZskrxlS4AgTDiAFA5+MEQCBZmNcAwjVRrnWKNYCPEKxSakzUqlZZMYkmkqJR0RMKaVFiHnXkhOF69j2jIeqHXfuJcxUTMfXrlEkhMl8dkat1KKkostdgO/gGKpGAVjeGE1qgOiEcPgzFYpTPakREQvUDAatYJgURwEY1kZXUgRVqIYR8cEq8NEqVTDCh11QKWcxVe4gaN9bEWWGE4tGRSoIqgkIqZ6iV2P69BJ4JoZgEt6+WNCW0D0AtE1PSE2bFX89tWkZnADZoBbKJQlMV1cedGqz8Gnxo2EuJsggkDxXVRhkQBn2VTTB6E/VcUnmVC3kdry8rKW6xPhYkruzUGsxRb0hriOh15hgwFgBpEkUtAjE2mOFy6kcq64iDRhBHqQh/vWJcc2oi99JEBkW2rYqyDKAxXi90DgrlBBIpIkASKAwvSW6UWJauRmUWrJAYq4wBKkQ4yQYnAgUnLwVRAKMgYdJLPrlarUG/i/VIqBrtFYpUxxKH/wX3rUuouCY+UtYQsBKfqNaBCdAqOUzQhWi0zllFVJLCV4gasymprxcTg/VROptiVF1s8skiIhVKNUYQwsTjlIZvpFozUW+UQdrQY6Ci3wvTo8pDQKMqybUCowUCiomJosqKkrV7zUXQhZDAWQ8dY7sUzUvWW1UF1BNwvnG/kxIsEQwSjlsXxBFTYwD6LLFK0RujApVGMpEqhHwBB1wBYF2upEw0dLXSD3bWQDVgUHfAHmYZDI8UbsQE+5TgZsQoUyXyGgjKE1AERYQcX49R5gJMYZdEUE5nAxXSfmEkDMcaqPBGyVsBUalONCIFvkNFofFItZOiBp5Gg7/z1oNXmMUYgmgJ6CVRuKMACZwOmCKj4loE+H4RBCGuxoDQEAhCVfRGAJmhlQPwY54graW6I4HbqVIfCeJOBqTTEeHs8sUSEYQKTvhg2HudGXpZRelFQBwQ6hCCUC0RN4MYHKgSRZGy5YIfutFANS+88HJERpiVAA2H/oGrKTxnYVKCYh36AROD26GuKwR0OC+KTZIMklxXC5IrRKE/ZVUxEdT9QLUQ1WnNKRK0Cg3UazA2MRBitEhSDcmDiyBMlZRoLaYTqJpIJLwi9AyRPgCX8toKwo8YIDUBBgyOQYlLNVQBEgI3G6fmTKLzsOKPEciF9lSCOBLzIbxUGNFLA0bAFBps0SDeVHG7RAQcwqmAeK2sAbSFlszwH2wnlMR0wzFghKB9YNI1lC3V9sbggEL7BBEhhSwGksWCjAALLo8SjAFPgmoHNZcW9l5jssDBgynwz8SSxXK/RKs9lB6BQcJHyYlEXKimQi6MkYmkbVLYKzVySChOGCWccaXMRBALSXMoF0HERFCROvh0rk3xOBhjiFQLjIQXzUXoLI8fWWMhvuexvERTVwaLVslXcMJtOhwNIlJ0VoPU1iXM+8yiF1y5AdEjJSHNEAOAy6cXg/WhTVB8pj1DqwwKACqhyYE9z0SJSgF5nZ4EtEWEC4wRUgZIsxDvhlk8+3iOn2VWFo6+Fqe68Sof8QWcxBhFFX32ipQ80niRXCOLuCRWTvkgiJZifGthWFR1KdLg9YaATAClZxD6lElU0UW7jKVygAfCOdixyF6CXVRq+E6DI+K4bFBTmnyXUwP6BbSY4ItGYs5hMBwEv1X+hgii6/q9GC6QAhbQWEtqVOXRIjUkSW9NUIyqFEMHybmP0D47zKmjRq4FS62K0bMQjSuigh7TWrVmUq/pIM2FAsV5AA5aHSDGh6AZ9kBNqYBMsNgRqKUIyE6oCPR88ICVe3RR3o/7wB3RFJVVwr9p+ggkAl4PNGugGkqRFQIBYNpWr0iObEQOk0Dx+FpIBQgjiEYspNQ/w/wNnHJCoYWQdg1jish8tYVArbEWJIgBpRWeoA5UWYNUUSdi1BoLEunT5GhYFllNHMQD7LYJUa0PkxGqGwnzVA2FXyNxAaqrULUdT/cHq2sqpUCFCKOnqa90wEPKDigpEDGoUcYPVhVTwQ/pMQiAKgEvEEZcJLBEyBQnfYnrjSCEUDfytbwAlMC6Eb3Fg4LwcxqD+kgCVBBRZkJ7BmZPCI0QMk7OlPttcPlAlBFuwZmYrUJIBCzGzIyvokWCIueFJkbEBqYaiY3Q3EsBhDkClRk3mpUoZBCJ7qXN1ArCEl8xHKDIwj6BYqxGgfJEIlMPF8cDPD9xDTPBAtaRZzzEFZsASQ2gIpDpM5ja13TVVxVFCEi7KXSRx2SIOkBTTFSMjQGzknpQh0YTcWi2P85G8AABYQghbLyx0iMGHMAHmHkDgxdtIC7AykS6jngiL1ilAgyq9o/VmqH3MSIigDSMWAspw/ARATFEq4eg5SGRL21pMfhQ0BIJIoaK76qmRQ5YrQ8BItdnGYTD52PQqkCVo1bTIGAV3ineyMMJQN2ISa2qBrEvZPqICUYMQAoErdAmyvCT94I7BXmxgm0A6kDo/JRjBJfn5K5RNdezSDHsaD/iEKhhgrLOTOa5FQLumK2KaeCLdRQEI54MeUDiGpz1tFLoh6+rP1QHnqnUjzipsLKR8qrQBxP6ewgxRxzwVcsXoqJNgJXKepHUwVtHJCrkL6acEOdt4KuFcZ3ph6i6t1qXpSaKP1iwOCHy0AS6TGGKENXIhMGiFUxLgCud2ETQF6H8EEJRsZDSPFQRDVuIbhMpIV1WDTsJRGXaj6CIPrg1LWqG98A0wCjNUUCuCPjhq27gRmbwaOiGFkZLiBz0aoCAOYpYyxlllX6qj6bkl067PyTKs4/ocHJaWWxE1xE87ycnw4snWJhq2hVGhdPsEGwmrvDk3ndUhqAitA8ujY1AM02EtvRNE5oWa32UYqridbkBf1U1BVUggzLtUYjQAkUAUML2RbzAy1AdLxpgVRp8hcnP+DId5yaQf9Rcd8AKb2kCi1F91YUkEdoIwfO7h6yUi/LFvIhXKKEgqnjaLkkMVAdoLbPMypfWTdBHpsKW4CqpRIiZeLQGFYnTlgj4IMrviTURY1+OUoeQuBrRco03BoMWoDgaZAxHRwyy3qlQ5Ixv6hp5lMAoh+asC1gV4Km3BroXVKIJIte7GkCzCM0oPGY0yWUI0/YgaJJFFWCArxpZGV94JR8nUMpeQMCnkHMNkzKQZTbwNE/QL4WDxYw2jASrERBRSkA6BIctqiLtsCFfH/KZmJ+yYpoELXdCJ9Bxv482VxF4NyRGykyg6A2cfwvkHmrVehg4yVr113h55UptPA4N8EJjiikxIwcJfxl8ppgAiAOoKvewMtnKEoTVtHknwL1oMGQlChXG+XhCS1DoB/+KuBJqz2hlF/YDhiKqNSJe+U4sAEslqEI9rctTxUosYtrnhG8nN0NJxH37IX0YQZBJ3CsENVo+Q1QtloF+F5NSxhtVV8BaYwpUaybZRZBYC1YOqVCtvgnaS+UpmkD1CWLAr4Emotuqdb8RaWHyEQqROdE2rQjV4EAmkD2rpbAxriVk0UQpdKUuDABkVSJsLCJh5p3DZlqBMCtADNKJhFkLeRK0hgB2UiVSeTQmCnNYjT9CVNC84IGS10U1+A0UK8HRItaRiR5KStDqpa0MnM3ILCwSGUYkUMOVplHbRsuXXGmhJWSEFNlD0rDTBqrACLD6MMyI+U27lJizOlAfYJoPsXaD3limBSmFi+hrpFaPy2INptBritIOUcpSaIpgpB8gAYhB9hH20aEXMgM/gQqI4eK0U0HVi3lAQmbJ4iPAbRBGKHtVFBMfF8MjiWf8kKYqGVknaqCRmg4U04YG8D3QibpIsB6qKdAkh5hIdVrDtZTiA2f066H6CJVT1cUPgRWAKyk8qyYFQY8Ce8zRBBPDWpg2XTAwX/Sfth6ZErThBOSDTyacDEiASS0W40QqEDZitpmJz0ackhw8KqRUsCKGKZedoK9NSt1eKtapDntlwGc0YgKrh1iqtBqzUkzhork+EoXlV9EKIQyslhIgOiJWOF7gtROGq0d0EY6utrGyXuN5D8xTJZ5JrzLC/WLVZ9WERkp1MlVB98JeBO2YXyCBFPRVy0x1BR18avlQDlsP7dGN7VB1hUFgJJCVivAUABHbJXobzAqrQ0RNGkj2DuM2JTCuIK0FFwO8AWZU55BAsKVQtHdoD6uFUBUEsSZK+xCVVIj4JUy0NK7VklzjlLABJOLZsqiD7VMdZq3CCSHAu25/rRbx1QSrNJNVjQVjPB/WQDlHxDyxQ1RMlaAFg9C+MK+Ba/BqarUajaB1WJjSqDPtgCjRQgq6csihFRIoxmnDns5o05pazfQydJrATJa91ZV1tHcPalvLgtcgDYJGX7Cq2ikSG6njC1N87ZSCUwYh7dufiOgNUB3wvZBihEG0yyzgAb0LRpVa7tpVb7EYoKWlBFXdMwqToTgw+zDtgfCG4BQVr9dayTsik58RaXeb6Iqrmgi8LAbB9YPmBUTKnSVov5R1ZG9IoWXxSBWtApkpgKxSorS4JAoI1Pjmldq42aqYrVxJNZOeIB4D3yLgIcBdkcTBXTyaQEhOTkk2iQ1lDUaZlgR4jJigAxhqXUSCDSGQj9TbEFgnKINDgSzIMdSwDKGeV6tNKIghABLwnIdECcxQUKj2T5ThTyADkrOCAcfBZWrxeKJKokyelnbZ1WqyrIguSthHzVZzfS1i3qqoGQSQ1QlRnMac1x9iVlrwdfkAzJTiBL+I0z4SrbaWPL1MNbMJLgPaKBrka3VluoRviJ3S0gzF1eY6RBo67c/kZI42qAR45aVIcx+LgDrzdWvwN051TN8JUxELEJlmXtJsvKbK5JciEqRP0EY8B7gBYwCewsQgf3KxtH1HpgXFKqpHhDqRU6I9q5y6laE7cegDcUhRhy6W7Slkh6rQORYU9QYKVYBZCPadeGosiBa8CHWpdBB/JSiyesavS0IDLSuYFb4Epjk1L7yKE4+kFB/PfWg68WFC+lA9LXwi7AfLrad4jkV8mikYA9RrhRLFCZrsdVGtm0gLuY063BEtQwbqCQBJdrQzlvZKgzwQViucZUNklawq5o0JlGtVqhDACb56is3riaaAZYGza2Dsh+oQV6isQb0WMSHIJM8NnUWwRKt2YmUdBdJhEfECVwxj8yvCdKInZBeUniIFpr/Ivvn86ex1pRqBuLmu1tuQQOijaeEg8cWQIlLZIRXmAM91CZQ0TisRcOuKRLUpYCFek+gVCYQABwEQVGgqhV1AU1qDkhvBKmSK0RSAdpOVzxrMOZ5F/rDuC1YT0wFjDChaqErZFQUJorVuKAZUpMG5x0wpeipM8FK8YrYeoipThRIojXotU2AXMqJw2vZLGyHZ/kRgD3dm6Ad6w/faik0ePo9K0F9DKSdCLwS3Jj1WCauElka9lBECuVXYPrPmjcFvsCooLzpkbdxL5ZZU9UDZFwqxEEwxatfpIs/AOAzRjt1gFa20iLJQrdOz42GIQKH6Lw1E1ufVYYCal0qIqfiLMi1+DTQkolOBbRwqedgobJagV3wVnfheFVUK0dbxsgYYIqI8gnrnPhMQj5lqo7W08RQcvZZiaAy/zO+iJKQq0g5rxnxe4j6Uioax0eOgKyE+UL6OBP99uJ7QAPoe5SuLjNaRFK9Ie5ZJ+/drgWKNO2NNsZHzJpunPeomEVS9ej/hAfhuNWBY9zW9oNeIqlwHZkWkS66O1JujVA0J0kWzbIrBBfqjziThIVWaeb18mKrfRKt2QDSBgI60R7V6FfU7AoUnOEVeDR6Z1h9Jzhoe+EzVHmb8kMAhh4mEK0VqgiIBXYMzFqQi+GGwD8QoNUFFQbQSxjnyN2JNKASmkdAjoV3RhLOqimof4HipotPrgrOrlIjQoVc0SKCjJBZ66ek0B7TjmIyGdIsvgXErM9XVwnAEzC7gHn4VPoQYPHn6KgUoQdmbiJRQIqRHPCkGcAnA7ojtUCqL/KhOI4uPMAJgRs3qCKiNT7qZEu2x/byCpwGKwghD68ORkIiIwa+DidfDORuExRfyMCr90XUzM8JoY4+/pns1PZsSk+DeGzAvAZoFStfZpEKXwqyqRNqsappeOMLIoGsR61CAidP7eaZfLKQfgsBZnfg3bBi+T5brwrpaY9AwOBuYTQ3CGS2IqTBHEeg5v1NLVcKR6kpYEwxil0LFYUS+AhItyFNBE9/wT44bvaWFDcqLUIgHx/86WBWQjEECAX8DeROqvAD79Af9DU5WR3BRJ4SsEd/hKiuDG8GkguKiv7SmCIADh6Bhcygma6U5pOQsmlUPc8SUtbJihU8wawhDaaAwVG6OYHgXHGmEqArk7PNVI9Ciggx4SyesUqiqq4WJUGwkJugHiExGoFpMv7MHYRNJCEoNZVFndSQmgCmHeOYZAgKA8sgUxAdcrE6NCTHhcD2j6j9zPdV+CsXMWwMkU2vgebjNgRSrIu0XpTQuTJwRTaakgsx5q0kurhUBolQ0THaH+aY1cRiCNWGuC7to9YksrgZ6sgvhGXoaDUQxDJI8VXUz/isFpN7kG2QfX9mGq1UQwcI5gZg1UO4CwSrUGEQWwwB7omqweioy8jccQgDIeOYCvlxijc94vDVwRDJfNeKtybSRnCFQqw7uCVMhJv3AgJe23EOF4gGK0SGUEAkBxIUKyuv5mgavWURw6Q/RZnJKJ1UpVDxdXcidLNQR8tYKNR1hLjleXR+lX4eDwsQTEdp94AvxuDpBtZXxWi8VgiFyUTwRn1zNd5hrVAWXgNPDdIvOqPZ9SKXQS7uAIRbG0ZyZQPa4sSp6zBbVMGchMEpqMnItEkRQTKDj98UEXnpj8iTiAjyXJPipuLSeappgmCbQxFqvqVjnqJ0weaMYAc1fYRTGDlOgakMm67Fte4SoyqK6GXEqNWtiwxGvbqpSKJjwS05/zKkdppSGxgv0aBdBgFbCtDDt0Ynw30shjYZ3pkUiMid46UQAbVHhayQW8FNpYSxwOIoL62nRIsx/NYEZXAGDVjBYPUEL65RUDgUrGuKgzdXmegqhq5Rhc4y7E170D16bQIAtCSGwGoV2G1HoXxNXgkp1pLBYDTn0/YZVcC+NV8XEXTAF1D6RODqIOcWWmmmXJiIqIsikTQHBkD8GcqLwpWRaiKACXq/JBXVqJH1lgWqyZ8odkBz1MqsgugTKGtIOjJBW74w6/SZCHqfVXHeISHmcFsqLvRohP+XmqH6YEcLT/mYT+RvT6xTnUrECrQ2xupFwBDOgYBrAzepBweLOXZh6ykYBIqjCg2LoiAZROytcnBEkGB8rPCYhTiziJecfUxF7RahLdRGZVVnRQUCX/7BGbp+HuLR2QlsmgF+cTwej5BRJK7xkpQRgpob9Tq1BDaEjJn992ElUmoVA1+oDWiygNQSJ6Ou0YgialjD0m9aVgzGQYgoVYSuEduiYGJaL43FaB4GJUBpSHhaCmAOd6JCzjsVH9lIhtSA5K0SiB41hRROiPI1BG0GoY6QcMVOcjEGCuPWqqAppI9iLka7Fgg0JWkcKJyiuY+o1KLOkVlWHmZcy3ZA56DuG1DhKjiZWC7fMolQ1HcOF+8KUj0T4qKMHAczCXiokZ2yEFlX57qREPFgM6sKX31WR94qxpj2kU14d8x7DXVSJUBVNQMwxwWcSQ3VqaNgcEhESgP/4GuJeL8ZOjghxmEsLa2WUDyVKR/sYdIqIfLJVoIKheIAStcQJWcAfew1Evx7zGRIpBUM7SlSojlYIk8Y9wGa9VgxYMVuVoi8G6DFXEa+3Rq4Rrfdj9kVwBj2WoMpsqqWI0y8EFFNxGKOJg+3WRgUimPBNgAT6FRXiHa9XwafCXBAdkGoOI0CtEn0wP4CwUod4XgJF1kJWRJYwauC90qjKxAdMI0AZbzUL+KyIzk0yiT2G8MclwlvzEuNdIgIQ2sNC+xOoGJxvDPDWAIARgRPb13SnUkz10AqF/cRxZS2sv875ld9EKQ34g2Ewj2gkSnQHfChBe9wSjbVO2u0WiyNK4eveFGbV0y/SKHGRWwgFQ0QAfLhCiwtREHBwgWqzKMHCqLDYCh+vlfGlbExZjIJX9VptY61YS0ORoyYiwLJGe01FUyxsrk444W2jBCx6jdfEoj4R8jZVOxlfQKh2euBxoOEYF8JdLVIDxQprTpHYDhWWiWUALcp+03hfJydCGX2zX6e6dJKXRoOtSwB8qWrer1FYBA6oIKKJUgqVpM7KrIx7VubSgdCsjgMHo52ZwAK+js0XYhONPMCEB5ISIu2/5j9zQsuKxL/5QpYGvNNqwnALMR0hGcJ5p1KhkItHCOvkW+gI8+IIgiVQaWcMHreQrJ3sXKa0L/30kC9I1dB86dNXLwT9mhaHJ/MxX2jP3lA1ZeVUqtoK7Alr+1U/rRRBAgr9LBo64ZXI3bEEOTbK+KMlyamAc0uk/kxA7JAII14ppN+9gVeuMYNRmly05ghRmzXa5QmNpc1IJpCeCN+9RftERkxUfhA3NZb5RRP9rBOD8ZSBzgHQMeQYkDxG+eYKLc6ckBMAHT5MbxjZK9EaVpiKYcIEUF5eFkN8gEK8RublG5EDlHuqI7Jl2lepIOQyEW1scGrEyeobaxNOkF8gah3sziiqUMjgON7WhIEvcbIqMyGkHmusDdC6oZ9JQM5rteQC6hSIzVcMeBURUfujEYqCWS2ppagcqouj7QaaMv2amQrlqXyQEu3kNuAhi4PVVJqtN1k1WPwhj4sKvxrQZ7C5a2EzL3BWMRN1QnVZyBqPNPCf4VB5T8MKRNRkFSElI6cVAfvQr9UKVHIjjVT6YwhhgFl+2vUW8Pt1aLkIKkQ/bWUi32TySjUIgmsAAhS3aV5azaEUmdqA2MLkQURBewpAOM2iqMSDSpSnQhjRrQQL+5QR2h2gNkRikfqICBSjWgJa3aSCBsaoQgjIwSheD+yKaaTZ/NendF0xxcrgshBnwyi0KkJrWFOclvwPM/rxtzgVyKt+OQQ27y+ESWlxXfbCqLwxRhVWYhRuuB6oSaE0bURpoL0htG0+HtZFGQGPdiX5h6oL3NwqvcleEJk6+k1Z5IleEy8MyVYJFIouItW06djIlIsmHw+ZyLnhW5gNrJGIAS2KE1VwAR6Msi9ZebCF/Wd5xtcGc+Ml/0YVEwVezTJ/ipgcHm26/UXrW1VVVc8Bts4UEsPWKb+l6PISWlViJsYJ1xuvmki8etjHwOS0/WwOXq3Mqgk6Wo2ZjI11AasuMNe7z2Pq5Vgh+CQINKd5hRO08ii+0Pqs498nEgmdu2i9MFZWzSncm7rp3jdl9oopXbPh2nvES9qGhoZufpJaSGdYUw9rmexN9n+cymTmU+mHfbdnW+4tpz+e6cwMzy4v2roHHg91fjozNrpheGpoMPlxXnv/48EHS2n77cW5ucV7N+dubujt7b53M+9x/2RXf2tzd9fd6Zm+AvZpemmo70P7457b6eVM5l7LZM/k/PLsxY39Gx/3TC6kJyZmBwd67i70dgwMduH/1mTv0O3FsfHZmd7e3pbu3s6e3o6OjoGex91DPX1Drd3dzcmhrub+roGvTIwu/Kh1oGe5f6inpevjVH/z4CCeOtD+8dz0PJvsYQV3pzc8XDp47669l31iv7dsf9yamdxQsGzHmXt3pwYz95bP3LY/ePfB/HTBhru2lvYHX03f3HAn78OJvK7e/LzHzfbeexn2eG66t2Wgs3Ogt/PGRdbVcndxKZ33if3jxd7eQQxnqOPjxb7O7r7Hi4vTb2bYwOPB3tb2T1JzB25nFmeXM6nUdHOSPe5ovrHYiicXsOSn6YlM+92U7V5z870HeUMPZvo/3vA41XN7enzuYd/FjR/a7my4l2z12AqW0w9n+tnjTN5k54OrG2/koe/JgZbJvrvTN8eW5i4PbewYmBy815dsyZvsuTewjDm5OXd3uvnhkr3r40XH+NLszakFyPxuOsnujff39bdiML0DgxsnW6YW7Z9MZyamBx939fQ330gl+1tbb8xnhu2s996DxYsFN1M9D5snW+823Z1Kb7h3MzMzttDe19J+19bd19LV/7izuWew9ZOJ+fced95dvHd3ob219eNp28ByxsY6pnvn7I/z52YnRsfyPh5LzWU2tNwbetze09XVCu3pS7bfW+oevG2/19UMed77dtr26dJQc++D8aXJgb94/Nxsqmeg93F6KrBn/8hrZZ7R2MEWRyqvRxpmb7Z/0DQ8mkqNppS2D76bdOR98GZ7foo1vTzGvlnjUErybclbL7UXmEo+aHKMvukYbXIoo4z5GDN7vtmcdJg9yhJi9iZHwDNlGh2R2d52nhfhOUF6qTHFBHpLsbVxMiZQikumPBirMXmJngAIaFugqL+gtP21vbnnq7oHkNHU7GGibVeF+dZLnr3DlZ697drw6Esm5blnOj4YKRzJ++DAZImW9IzYkrva5Wb9Vt4HL92y3Rq1JfVh/U2WvFXS7Bl5KcmSyeTPvvDBaNNw03DlsPb2vdR3b3032a50NE9ONNEvPohmhsc1KaKHnQHzwvuXmCg/d0bS2jV9OO+DvEbW/tOj+SzAPApr++qwqUnrzmdtvR+0fdWDPyw18kZ+2yumQFIcLgTNeiMfPf89jn9NzwUrSAgHntN09XXR9EEh5Y6nUrJrVJdt7LmUqI/ynwJs63jukBhzyW9OjqbyOpoV5YPptkk0kAqw/PQG8ifKc3v14ZcQcw4foPCiXRGHK/mLLA7bAIPsViUE3CGKPFLrZiL6jhvoB4tt+rBt+CXW/sFevpql35oefSl5i7HRvRyEh02sKWlstpjEQGr48q8yOWbjsaocfL6Jst3iLdN3ESTdOkDLGUQAhpvav7PEfr/K35AwvdW60eRpTHGu+KM/tA0LEht7+/T1Y32yPrk8teGzvyqycCWhT6qHHIfW/LMXB7Zu2FgzZgaGj7bpXWIyydrZhptzD9u65xtmdwuj6qLpzed+rzrxdtefbYyqaZZq4bsePSzw7022/PDF5xqZfOjX9bfDL/66djw3zXf1TEmzIxW4FthfMvzyb+yLBcYmSp4T2fQh61I8/IW/GY2pf/mKGKwOJ+S5+dc3bnC85pqzzskHHCz11l+1OGT7xlc0PVXJGpQpOVw8EdbfeEWLv93x6phzH2OX13n1ubVe/cArT3j1qad4dYwaXv3N0s969SXu1Tceu+61Btry0xQ0B460MT3fceZX/MyCq9Osr+DubscbPwOTjX9LDNOvGeoLwEb25sthoOLf1DcNC5RX1WNNDpb0BOMJeUp1/eihzNRoTNLDzsSb+foMYj76oSntB025n0jqNshIflNr328Vi/nhUe0I62eUESx0KZ7Z9x/Kb332F81b27eKYlt75G/EtoexZ97Ml/el3rv4qi7XlOSfQICyHyY8rJkEOiylFovNYrEIFkmwOfBWkB0Oi3FI+IIukQRcI0gCLhCyb+kGQXAV0dd0hl/D27MJgtNJb4zmBX6f8Z6OggILXWSn0/wcP29cTt/bjSfYbJJkMS4RVi40mpOok/RZos/8WdmHZd9Iq/etbcIYS+6TjTdiPNt4tdsFu9EZY0Rox25Z6YRltRPUvsUmGbfiRXI6s8OgswLayQ5m9caVoUq588ag7TZDkmjSskYguRvRoN3o54o0qIXVRrM9IKlLticlxd9m21vtvjGTNGSa9tyjeN8s2XcrMyetG4BgyUkUt9lWmxVy7eQEn3vsivR5//kj7aRoksUuSYYGrbRgdA6tSiTD7CHZVyWRmyc+88YIBJtE47bZBEMXcs+yGBpHopIgwFwvJJpWu4NrYHZo/B1vzJbTXsn40mY0yz+tKDf1fY0+rJkIo890S9ZkaLD8bsua/q/Mzroj980atV170eqHz9669hJD5CtXGsPKnpCywl5nAivWZ8y73e7mMjIOfOZmbsleIwl2G8cJm8VWUEBaKdlWZoOkQtdL3G75SGjCCwpoljGhmCOHXbLknoXvcZXdXuDgtm6xyzkIAMCQeuAeWJFk4W0CjgrsBAnUkGTYavYBBtxIpAY2YzaknH5S5200rXY06rDJgsNB3RDwWDsfiY13u6DARnfgCnwrOyV8ZzcEYHfQfRZggEA4YOPDlUhvcTMeY5gzjVcyDMnCZUfwxK8kTbc4SCw4R8DJe2WzOAxj48Pg46KeYgzAMbsDvXM6ubBwqVyALjtkuahIlo1Js0H0stNhHAU2u4yDxlBgk5wyRuVwuTBN1COHA+IVnOi00+m020keFntW220kuyzkG1BuKAa3NgIxjJrsSZKz+IIXWwGGzSHPMFyJ7IXbCEYqGPKQITLJ0KAs2BsHDYckbuCpXV6vzGvVVjIezPHMIjgKspdkFS3bMM1KtoO2Vain0XDLdvDuCBxj+AidNmmrOyQYus27v2pVa8A5q4KSgf4rfcthHo0AorNwaICikJrYs+5NyqpDdhD23FuOBo6s25SyNsnNwkYT6rAY+ms83bEC0pJji+S2cCcsrbN5Uh377/6ajeVVbh22LPysOE0+x0JOVWy8n5LBQgyCkbUmg4OQWVlkm81mwInlCShcxTEBPfosUFo+wwNWDgOjLTlhcznYOHAItpyTWE9byIKz2ArVJ4TgbAKisvF+of8StxeBRkXWRHcDT/BgO1dsjqL0Affw+SiAsloKuHfkIGvnOkwwyZkBl6/NgFjc5CD544EOfE3IxPVAchKaUBfsBG243kHtGMbFB2jPiTmrNAa22S0cEEgD7Oilw+AiNj6MAuprgUWm+xzUmLQGovEYghhbttkCmZqTZJinxe4kSCeIsAkFYFUco0kXBAdhLk2vLYf4BtpylKUuYhgOKctHOBIJBSsQT0rI4ZIPmebOxvG+wDATPlYCKRIQB1X+aAvXpwIaEEGHbCcEWXUFNNgsEeIPyjoFTlUwcVzQ6FgBjcvicFr4vNgtBSUWY3pdRRg7TS4a5mqbZVw0l5LBJ+wWY/aJXsMyHDJJx8HND/2z884KdntWL2ieZQuXmZMUh5tX1m3Cm0nGsG1cPA5DfNwcLTngzNKS3DRym7bl2nBY+C256y3Z5rI+y+gw74ls4f5CyHo/DvgAcovhxCx8BhzUHc4FJWM+7RbuJzgY81E4qM8OyWDbEDu/JEv2oK5O3gnD3Riu0ObkOo45tdu4Xcik1mhEpn6Tc7QYmm08GL00FA9CtchFFksRvRaQd+dQ5ygoogswfegBWSE+WJw0kw4+n/gfBIATEJn+p8ktMOwVEwg9psbsdq6JFvKuBZz4Gw4W97n4AMD/JTn3zgJ36+RPdHAXi7bJnA2ZSVnM4TwG7p7zCbrTzvlOdpJ577PzxaEmx4MhMGCgbOEaBT13CMY4acQFhsEZUGsYpUBTYcn6b05cHBa4x+xkGc6fIxAs025M20rAwNGMZthmuHlCXpy0G1hBKGajBxokcCUgtHEULaLpkf8FuQAOiDBHB1bokyUbUhH+SutpgW0V5A1mYDjQHDdY4fEWKUe817jPFe+1hrdn+2WH3mDeHPwPqTS98Le5FyJx2bOO3NvsWYHfa9zMG7Lb+Su/zniDM8ZXjtwZ4zA+Gc8XVk6uXOxYc+qztzlyzxBWnuZY87z1LThWL4G41t2K1lYHmGvKvv6WXDfswppzOeGsuXT1YmNI9pXHCavf8Tvs2YGsaT7bdu56x1qHDta4+kfOKgDpqeomc7ORtzYidJtlda5XVUswYhhDzVYCOgfUxr11k1C+yVLgqyh1l7jhBjeV2na4PLh22zZBcLsl2bNVKimxFAGHLG63zS65S+jmoiK3p2LLNpdHELa6SsrLJcntFna61JDL4y7ZKriKJACLZafLt93lRjNFzpJv/NvSUglN0VHgQmRQsEKfOGBmtXtNz2FPMMtyQfC4PR7jVKnBYHIE0GJZjXoli/H/Z/R+TfzPPahBPyzrLGQd6VwnOMnymS/WWDSPjda3sfrGshJprLnvM6Rt9dsnGd5qAuCJKZVswhPj4tO69v4Sp91Jjyoxwt71fFVYYav/k1zVYKr2HP6RCluM7NU6ma0ZnPF3TgjGfBlylSzCajbOuNCWQ0ZLLiWzohNZueXyFzlC8OTBh+Zwkq+zPCGgtVdZstIVDLGs6bSNR7bZxtffLRlkQpDWTZyBz5wBG9EGp0B2IzXEw2p7doAWYiTkQGz8OkdWc+h0bjo5lHK/wFmfzSasP1ZTIWvzgYYN8XA8GzFIWQnSOIowh3beTYfNZrdk44Js+GDhKLIy0pwtOdeij4MCgexgEAyDAsC18hyBkJ2+XyZws/xLhG4GqTaO/+XgzXDgpNm2tZa8RqL/evzr8UseMF4HwKaowCnYJUeRIKi5bzzrEYrjmz3rhgX39i2CsGVzi9u9V9i8eXNpeXn4327eumP7dre7xOXzbXUX/fbOnTt37Ni+e/vWFwWXusPteVHYjXebdwvuTbgqJAjbdwguzybfrl07duzEJZs24SJXSWmp271r9253OT7vDLlLdu4qcdHX211qaemuXbvcpS9+LRD42os7Bdy9W3D5duPYuQttldL/O92qb1NoR0nJjh3uoq+5tr24e6d70+8Ibjxml2uTz7dDCFEvdrnLv0b30lhCX3cHdr9o9E0QduAv16YXd29Sf/d3t2z77d3fEL4RqPA4d7kqXnSFKrZs3uwskOUdO9GRImfR3r0lpb/7jbB7h6+8YvO2QMVWtFtR4fNt2eJ2bd68c6fLFQo5XdsDW7ZUVGzf/b8Jru2bN2/D+U1bnM6vf11Vd+7w+ZxFpaWbNoXDpaVOZ3nplsAmdfs2l8vl3lL+omuLpWKH9jvfCIf/96+5fV93V3xDqyjfvqOkKLSrYvOmzVsqfte9bfeuQCAkkEBdJdt37Nzp8ZC0Xnxxl7ADpzzbBPQBY9wuuNz0nl4hI3AjXI/eBlwlAZdr2/Yd2y0hF/ojCBDsdjRRvl3YFhK2447toe3baK5KpV2/s5UE5vJs3e0GpUG/faHtHo+nvKgIM7Vtm7Mg5CotcUuSqobAv3DK5Xa7nS5+l7Ble2iHu4QeGPB4JGkbiJc75Nq0ezseSN0yuMhOIZQNSzzq1i3oCHRkC8SO0X/ta7+Ny0o8O9ybdrtUzN/WHcL2gNuJZj0BDM/lLi/fLeyE4qCL0D6wObd7m9uzXdi6010ewpttchGeVEL9qdhBT922c2d5eYhkIoQC7hKcC4V2U/M+XOMuIsnt/u3t27/+dTxmOwnMJ3g8brfKBSiQ8N1FO4Qdm3wlLiHkLoXAAnSVWlREV0Ol8NTA1pKS7dtxEn2E0FRoWrmqQht3uEllfduEip0huLjycrmgtHQnaeT2bQG8bLW4y3e7Ib2tga1FRbt2buPM1EVTopbDhl50byKiUOoJuF2/jetfDG0P0Ogq8GAVF4O9bnO7KlxFGE7Iff6vSSwOR8DtCUFUoM6QeIXLtWNHIAANL/Vtws0up9O3GTIthRx9m7dsoXnBiLixofuh7VvIdCRp506chXC3CZCs6tmFJ3rcqlPevGX7thJ3hVuWnZh5dyiEaRC2Y9p8gcDmze4SVSX5Y6RyKTADz3W5Chxb3S6opmc7MWvoorC1ogL93kbSgm67PHiu4C4RaGwu1++4N+/+WlERrioodZUb2FTqLn+C+v66HqWeX/bkP+chJSWl/yINYRrpheeiEC4JxGFk5/aiHY7/dGTwLXkLpyqrrKuASD4n8ZRPe2om1yavrljajHzAysqjJIV+zdLsW6Qtv4Zdtq/OoO/JuPGzYabR9Rz7tKyJIleXgdYyU8r/cu7ucErSEzyd64ctlwSyGEuXtHif5bnrSfwvoU5GwJUNXyw860u9Df5HxabJbflMZ1OpuKzZ8xk+sBTfgTGF93LbJP+XxWgDFeP/ICN9kqlMCy+xscZANe02ipsUUzQRtEbe+vswLmmgrUbzIjtTwGQT/SIs1Wsx43WUpfW8jbquZiRzRk6d/F48YGdsMq93krUxPLGzILOXOaaEDbm7hlPykIhuMJY/3cE6rAV4Nzp6ceMULt+oMuvew90FzNiGRL+txeSgVef7Hal23Kj+LRRZo5z712S16Xfz6bfW+FbwAw76XSj+71BqJiqxF5meGjt4j+VN8h9box0JVCRMv1KQubgRJ2aK+a1UQZP9yY6E8cK32tIusLefx1/T/Cc/FVlM8X9Fkp0pNX7GjDYfU5X8dHZLp7GrK853j9G/K7mRsb3sVbSfMv6xxmzbJv43nxbdNNpUr/G7qeIvbfxWGH/8ysF/x4G3TNe9m68FRFHj/6S210WbKFkhCerMVyT6h4S0+dy/w4mRiimIUV95sOylbTE0DybGd0XTP6yt8Y/0T/iO0k4rnbYeMt5DupL/29t85jZspD1d9E+F8x1ZK43G5dX3jDXRL18mskoCjWFNDkPNUm905sdTOd1Z6ZP8boFxbYbf7TD+WqNhaVLOM3NedvGafIalHqIfbMNDhjmnO6BXFT+6xi4+vLhRN9nZxg1oeIyrND5cfMiMjpOWXyQ7kMU8egJNPpfRl/Ppn4nkMwVLoe7Oa0ZnLhakz7CNePkWy8P3pLCk0VBblsKl0GCjcXRCzyswepuf+9kXPghSytEZfl/+GgExnZc7rpEfbajQ2Tqz+iUO3m0uSZ3ZC3SBPesw2dvyadAXYUk+iZTvIgwu/KwDIsjIyhn28CLabnPQTW8zLkka+kOOBBuol3rbMD+1McN/p/HiTy525fOpzpD00jhTQPt10fT8mQI7JDB/UcxKBYchqLZ8XJqXz4zGNzL5zXtGTydja7o/SnPSVIC/0/yzKsXV2TP9/47kUR6TCmMcmtQYa3tBI/meYQXUqGnkT1kS+kG/2MxhwRABKTIp8XROpCynoutBTmv7R9jQofbuzoXRzF+NZ5aGnnv25+dvLu68Pt1xfaHl7Z6/bfvo+KtTC+lMST771ncGW2snfvNlU9tHp281dTyGpNsGOjeW/GJ06fjLH45+4eOx9NGXfyROpFlmjs2zCx2T0NzTz6WbZt35Y97Trxgzf+6PDdNP8/2e+pgyevVVk/LuQGvyVjrzm+39dRV3Lmux52bZmdf6fiP5aI691J6cXWhbSo+OjpZ0DPzNxdZuZ0fPf0+PZs7+GEB5KytVNpEqgARS6Z3F3x7/g8Gu5i83D58bSm189/9pas83bByWcKn/k3PJv8+kzrx6oLvgTMHsj5LJm/nHBj8cmB/NKKlMehT/LbV+ms4ov/9t/Y2JVDozeuive1qav/ntVFo5dk/RDqamJnp7fyLK0ysQk2p7ZWz0xH9j7y6dafH1dfV05V8smPi7n5yZmGrac3hh7r+2LMwN/V7PrdEzhz8hNc1tpufzsYoztOGbiXwiGZ9GPpl6ViHpH2WXFY7/2orKqNIqkpEG0U+kWNkqlozmLovnwGb1iJdZ0SRHgOzlo7KYzn2bMdrIAU9lDoBWLj5jWLiNzc5Mv3svvdruSo94TxLsKYdcqOjF+235MxLLM3kkEx9SvdN58KEj8N/1mbYPZE0+NGyHHcgf6AXun9seHvqjMiVWJmW7wAKqg70ZWwDuxjEGwbl1SfizoKeajc7ta5uMvPV7Fzsna19zrH3krwBi+KG6RP42Z7WqFD5QMJ6RPmuzsVlW0DYps6brP3r5+7vglXyqY++Pz/y8tq1l45KJ/5AB44CCZzR99cyNeCF9Tj2lE/qTn3nfqWtqDm7pNcwBQNdWO2zciGGnZGVupZlavtPpSS/0KxQc/TKSyJ2wMWj1DLvH7KxAIjRTPterPb/q1YZf+J+BbfYkbGMq/lmw/RmvFgOuPfduwdrxrkqF24FxqJJcsypkEi3NGOE2bTflf/FJ1I37+Ik453KyHLIac6jrTz5B5/fQ1lt6VKD6qRPwmYl9yndPTOU/dcvKDZEfv/Y/vu6pdz79bNMfMUN913djzWj/eRpIu8EDLzH5kOOWoXZ/vQDYs5/vJUhrAp5hJg/ZHOqPvy9w5tWT35R0dLCFDfnsy/g8ahtmrOSnR78n4K1Dtzl8cr7NYWsQtsobBk7lP3xr0tbONrR3OKBHeY78FJgRaWDbZB5ruzGZ195MXXgzBe3KIxUblr8v5DOHbJaf87O0bZ5NtrE/FMb4t9CzAwGBsVv266zXdosV2GOC3nS9afL8RrR35nbTMPvZmMeLK5pGbewWs/H+djCPX94wzN6jfn6A4ThYTJD9TQ9xjjFfE6MX2/BUm80QXArNxNAG28rYrN30c/swa7p/xmbICiqdRJu97Gd5HbYhiAGqLgzb+JMy8ge2/KPDeGyvIzVccJ5dywOwsOTWyTzb6GTYkHdM5RucpNcSLy1g6p7/jMkbcwMjyxGUFRiL86mnif4Npkm2b/960rn+6K9pvyM0X57DL/yYR8LrLYlzgFWrB6oZ8fLKuV8OEbIRE/95DLlmlMnvWTsPvfq/pCKH9ubWN3OpgVz2Yn1eY22d/5pLcwtrQnbBcV3a5vOO1SXONYvsn/vo3C2OgidKHlZzOqsnbSsNC08282SjRpFRrlL1V9L0k0MQ+IJ6gaMIh8tZwhstcQmUBhZcboelyCnZZJyWinDWSe3IRYJNchUJTqfdZikpcXk8RUVOJ/44i4QSZ1Ep5aVKSiWLxSUILldJkavIZdRjSbjGJcm4ziJIJS7JIRSVWCS30ynI9HS0SG3ZBaG0tNQtlKqqy+KmsuyiIocFTy4pKvF4PG6Xu7RULaf59RTRk+gZHpdFdrspDe6UJLu7CIPFJ0+Ju5RS07jLU4J+4CiiZDUGavHQF64SKvJwU6UIeuYqoVpQDKYIgvI4haIim+Aucbklm0dVVb6FhZZrPdQPt7ukhK8oWCzqpk2qhE5YXB6enMfnUn7QegPG4MJbwV1uKyGRetweadMmi1BOB06XFLlLnVRX7nTKglO24OGyUIAxozsQILquqm53qVBaJLjQbZojF/UPo7AZ5bm4Hj2TLA4qEhMKnDLEXyAX2IqM+V1VA6pdX5l2y3o9wsdtFkFVtwZwOMrLqdYosDWwda1tCU85pNViidzjLNktH2tPfbaowbK2ic/R5idymJ/VZuN0rlLGYtleXqAKpe5dQoEkSKU+qlex2Wy0CQCH3SHZ5RK+E8UGxbUZexaMyg6nIKmqjSbBLtHfNr57gB/f/S6k5pJsdmpFMPYo8EpBaIRPlSTblnJqx+WUsvVZNHpHiWdLgePT3xz4TVzhKHHQLzXwx0E9eYKUauxkOy/gpSrN7F0Oyq1KDlpSok4Z9Vm4zCjeMi6hexybPaUlVKTnclA1Id5JbpXqF20riPUrwo5fSaurBYYWYUVbfvh//yfl8f95/JOf9LQPtj5K97b3fTrX39n30WLXzamJ/s6rLUPtvf2LPTcWLw+MnR889uj09fHLzUNdy/2ZB8c7Wz7u7xxqPXr37KOrfS3LExemxju7Hx9JfnhuIrNw9pOTrXeODZ0e6Jme6Eyfvnv7Sldn5+P+R8lvv5LunPilXN3/j4+mx5fbMz9N9yz1Pl4429f90dlH4/3NXxoYfHQ6/aWPL9xfHJtfONIzf3R8qnnh5P2lE5/MfnL80fSV5kt93T3pift/uXB1amF0sPPBTH9f6vS19EedU5c+ujoxnUrPnex8fKn56IOJKx8fSY43t6T6O67eHz3Xl5yev7Aw3zJ3svvGuZ7U3PnU3ImJlqPpudTE6ZmS/o72konrU113F44+yCz0Ly51Hnm0NHF04tH5f+xobb05PT1//1LX+fTxqc6ugdb+oY9Hj3Tdv/Jxx4mB5b1/NfjR9Pu9f3ewa9cf7bzZ3vuV3paWsfsdp9Kd6dma853N9wdvL13t7XycGkv1Nrg7np8e6Dzx0diJ/p/Ofmv+aN/71+/MZjqW5gZH7wwOLd250tz8x2MLR8Yu9d+cOjWx0H1jvuPDozcX53sWZ7o+yXz45703TjR3H7k5lxlKLV8enJ45Pz3f0Xo/lf/27EzL6a6+q3fOtk1MDdyYup1q6eiZuTOe6UtO3Og49klzX//5+1NLl+anOrs7Hkx13p0d6vwoOdo1dnIsfezRsbHklbH5ntPd6ePdS3eXOjoen+57MNHe0nzlePvRj5OD8/eb09dnFk/+ZHlocODY8tK5T1umOvqOP0hN3x0dW1we/f10z/hcV39v/3jfp2Onj1xaHGoZWpqb+vTknbGW1iPdfVP3/3JoZuH+XH9f/zjN08BM61Qq2ZKeON8yepZP0ExL+9L45cFjXS1zvZid9t7OlvsnPrrUf+rm1IPm5XkIaij1aKoFE7GIqTw/eOTjxdFLmIWFm6kL7XOHe7p6ewceYtK6mnt6By93tnaM/Yexjy7/LDN35dnumenB7uYjSxOdQxPTVya6J8YGf3EqMz96vPvKq0eHulqT3S0PZq/+w8v9H11t6eq7kLz/4FL6yIfL5862z413pZvbP+15PDs+86h5kHS2wJ7T3t0//OoPWce9lc+In9jDGZZKp1LsN2aIG7exDtYxyTPObb0UlZ1pnU93904tzvxl381zD17/3vWJmws/ffeTk3ffXepLjV26kf14883MuWSmZfF+1tAXXzl/9/LyW0MtP/zeP+ROvXrh5vHV65eG+pczS8u5L18+d/PS8tkH03Mnk6P/V9/N072Zjv4HV3sXjvcvXurt6LuZ6Vvou5sau9w/lukeP/5gevHk8sSR9vmz3dNXkgPpk324qmX89FBz6kTL9ImupVPt8+ljg5lzHaPn22eO9swvXUo2z53tmTkxkD7WPHdycP5YMjl7LDl1oXnx3MDS8dbMudbM8Y7e2bPtE6e7xi+3z1zpTF1oWTrVnLrSMXq5Zfoovh7MHB9In+0ev9w6f7V/7PLQ1IXWmQst6ZMDSxOne2ev9mQu4U/n2OX2ifO9s8cGpq/0zp4cwgDmTg6Mn2+fONI8dhk9GupMHW0Bli6e6pw72ZM5hyF2Ll7qAwAsXuqZudA/dqRr6VzH7LGeifPJ2bNovmPhXMfCW+g0NTd1oj1zCo12jR8ZGj09sHSub/FcV/pYx8e///x0Z/uHU+3TlMdscoy+dCv1ku7Iyx+919+5sDjeN38iOXX80cDi4uhc953F7j+Z6Tr36MT0uan+ocHOsz19AxPzn4wNPR7PdE8Ptd6ZG+9vv332RurxbP/jq/0tdxZ6ZvovDQxNjZ8dWEwnl4aaP+rtG2z+s5bupfHM2cfnu5u5NvXmtGoFLVc1bf2xkqdLGqnQMyvJoNGVax5u+MxtSfpr+PJK68dWv7p31bi+/dKR8Usnz16+cOrspeNHr1w51XH8S6dOnzpx+eSJY+eOZU5ePXtiy+aDJ8/h86mTP7hy7Is7z24+duVPz2/98pd3/GDbkW1f/sFvbC7/4ZGDF0798GD5l46Wv//OwYMHK65++fgLO97fcnBb+YnRgz8oP/gDvPtS+cEfbt68ZeuWL73zzrb3y4+0fAlvWlYefzJ59cSVK+OXT7xz+dzRk6ePnjtx/sj85ePHzh0sP3GOPp/80rkLO975k2PvnP2tc2f73z/4xdOFL/zJ5h++/5TnXyp5b/Dq+6dbv3iifPMXDx49W3hlEJ04WPjepVu8Iz9ER46fO/mFt90Xjl348ts73i58w1144WzhF84fvHLi3MI7PyjfsuWLXz44c6ykMHucOlF44dzJqz88dvbtRer3/On21r7u7vGrY4vz48dnH5yaSWdawAU6F062Tx9tmbudPtXce/PC/MJM/4dHuh6kp5d6UqOP0snO2aHTh7qXUqdudx27OTU4l0pd6f7wwenBB4Nzp8eHms/+3VDy7vz1K7M9Sxfarx/ruzueOps62zMw19V5Ymp+rHtwfObM2ReuzW5kolvJG/rImXzMtIv6Lf7apP/sn/zcpv9i3fnPe81dl7vv8+5ffc4bbel1Z87oBybPfyXbzYp1ryVK3vlH2YuurXu9mPiHbHNvT47h4vHR0av5eM1nG457vpK9eeu61y8oX3nq67PKC099zd2X+5y7/vPazV232vn13/9Wla0ntX4QKxK49qRML87nJJE3uJy9+I3JI+uf8Kxiv/yVp/Y19/k3q9b0nWTzvYqn9tWtFJz+cPL8xlN3Pq9DT0zme2fGs++uXUw/deJzbTypIJ+nWJ9/3XsXM79Ur5588moPbjWNc91glLy/2H80Ff2H1TsGixvf/jejM8x2fnn97Yn/6kzeofTY1THvepVxK7ZTT5/0LygbLtx5ojfvnRl94ama9wXF3nx33cWfZ025IT4p1DXn25ay3/ysKfN0BX7ydXU0T1qdPasHpHNzFU9tbFUHc583nvjwqdP0pLaTdme+8sQTtz4hxa888Xnj1eWH01s/pyeO80/X6s9aroPmGHOKSb14ejSrBWs6fHFi67X3k+1dN38p1V03a3fYxYuZn66ftcTILzV7K9+Txj0N7NBeRXrgzlTzydT/QNNxvqXjaMvdk7Ozrce63Uz+RcuFXntH92TG0Zb8J4H681Tu865/igquvFZ8S//mzNYnptJxbuOFj/5J/HvyUU9q0hqP0b91KPm5Pnnqn/x2dOCTmYG+y/fnByu2LI8N9V955/L7Xyh0v3fCffzZtx/T2dnBoXc2nz9S+EbOob999Avvnb9w+o33rv7w7BcKz7491//JzMJg/5Xjt3F5y/2Jy+8cOV549lzh3QPPjb3nWXj7+fk3SqcPPDf3Rmma/8H7xbefz/A/+Grp7edn+JWj/A+un3jPM5u7eOUPLps4UDp3wIMrp3hr4/ziDL99MdeU8XEu9yDj4pXHGQ+azV2Zee/5pTeeNy7AVyl+43Su2zO5243Wxnn3pnLXrJycXfPc1Jo/Rg9n30afS+dzo57I9XntwKdy/U+vf1BqzVOmclem1vR2LCcuQ3SzT7T5Hh79/EKu5aXcRBjNLvEbp97wTLz93HSutZUWVh69ctfKBI3mOjP7GTmsvBnPzfuKfObXzAhkMvXG6rfjOWmnct0w1OBqR+fU7EJTxTUQ9baHU20DC6nxoW9/ODx+UWv6x9T4K/l9jg3iS5+eenysfej2qdblmanZ9p4bH5/q7OnMLKanlmbTi6MLqczUeGpsfHFmNpNaGpvDMTadakk2D3YvL83PtlxLvnvr1oG6niM/8078/Nxi6rcGL53q7r31B7840XlnerbU3fvhxPTJ5uRUZ2vX8lzm5YHjj8fP9fTP9I67u38enRnv+PnZ663tN3r7PhlfnO76cH5xvGN5MTlwff7y/MLE3Pjpu9PtXTOnu9MXRofGuttnFjKLN68uD87OTeHSzImF5vGhTHphqP9Yz/2xdOvobPuV/tZWBKizPQtXUzPnB+6fG1y83ZOZm5v98cSViszRO12jPenx+zc6KrZcevmDvtZzxwYW0Z/2wdbrHb/yLvz9la3ZHizd/xA9WD51Z4u35BenH/3W/1Hz8mwqdWlw4FFr/+CJqenz3UuPF06kl9rn/+jExPR8343O1OzV3s7l0Uftn7b0/PnNicv9t8e+d3Xhm9HqgVOZ5kdLV25Mj10YWz4SxfHKu9EPvhXlR1/rUOuHV59PXloem+tPnf6P2dPR6Km/7O4K9re0nm/u/2rmUu8rszPPtl4/8q3bC1emnx167q/bU4PT85nuweYjNxaTqSsTg0eXPkkfH+/72z//uz3n/vPc0bN/MPBo6S+aH3W/8cl094Wh6em9XanMwkxq8a3minMLc9NDn85OvTZ39Ht9Rx7N9395vPY/DAxOv/puX3vzc4XTla69M4WFYWfhylHmLVzzIeilb2unI+UHqssLC3/27JovC2vL+OX08pR7ccx1zra+fOjDk3eOznxv6fbBD6+M/3RmyHuyc+hBarmrJdl99/T1mZnlPxkZzCT7ml/44yMLH3Z89OWXJ+bPtpx2jneOti787dxSKvP4+PJXj97vGfro5KdH7483d/Q0pxcG2k9+e7rv0h92LJ+/PjV+4vr5O6faX3o8f+yFRw/OPkiPLXYsftI6c/L68dYHt2/Pj3Vczgw23+/8bvNoy+hEsuVAEjb0Uffs2Y8Hxv4iM/jfFhfSPbPHlheGkhduZybutBy5c3Sg/9GRb0WbZwcnzt5JXb6z0N48dH3ho/nz8+3JjttL55Op6ZnZ/u5zN0/1tT9+vSWzNJNOz7+1+2d9PdcHLsx/2jw4d7zr0XRr52Lz3PTnpEP/9fjX41+P/2+OpSMH+j6BYS59OnGh7/GPvBNHt15IXj5/pD1Zvvnv3e/tPtA5unS880+6+lI/ONDbejDzzlT5nz9feDw9/l5vKvVsa38SiHFi6y9amj+9eufD9U3Xr7xLsbxJ1nZnanx24Ujn+185uPDGkduZG1Opiampqyde+EHHe82db9xc//EuY5qNSjVtDtsZh+Zg7EeMBVjTcBMbZ/+YouPo1MvfPHpjPj3V39vyxMuzff9lqv8XO5tX35zum5nqX7zytDP8zcyp1hvPTu9cmup/u+fPc2/f6P7Tl36S17E03jl5rms59No/vLN1TG6SNfke/j6j/Jw1nWlbmubnF9vYZNuZn19sGl37sa1pce3HM22jeR2Z2X/3J6GvpH9gszGH7eUCW+oP137Mu/o942PexYts44aHbWzDhoeKWMAu3mNXe5Z4a0eb2HDT8M8vnllc//H22o9NbTfsvctjf8Rby7OzAvu3C2xX1n3Mu2D0JO8Mo7qPh2LBGXZ+njdy7iLDg9lDvORvQMTH2Ld1XEPFp6xp5uQx40b7hou2DffyN9zbyN+8op9x8LLB8+2nvvdEyxfZiQne8skz7N6Zh+ie0fmTjKqqjeNe9v1D0XhPxTQXW8+1jhtXXtww9HDj1YcvjzNb24QhtLyzk3m3m+wfv+s4w47c4ZddpvYn0b5x1zm5DfP1EH9P0nyxptmFp5xvY2emnn6+acqQ+Tlq9v9l7016HrmyRLEIEtkvSOb3ZaQKAjSgbUq9qVIZMOUCjBpg+C8U4Y0XxoPXb2H00gujTVVtYuCkKjw4Bk5SLRwDJ1UvXgwcPnRvOGSm0uiFOSgzv+eGAQ6ZqXzPGw6pTN97Y2BEkPzySylVqurmkZIfeePec88995xzzz13CMjV3mOb2tGtgR1wTn3TXKf1e6P/JX82bj2a/AeiWPx3iDwDi2WwCPg/h8VKWOTmjSQoMcWiQ6Ec+0b/O+VyLFs0QyRw7zEWJrBQPA6+4GGMfOboT8r5QuBwc5kFeZDtHDzCQcEECTcdxRAKHGYPOSV8m/5/YCC/R5xR0PxEJY6SUliUON/LSXh/xCKpFAn/RJwUHPAsEsIqzTwWxRMgOxHHQrEURoSIMBTEkFtPnHRqBTUReDheIZug90hITCiFhRE2nMDCIZBGJuLx+9ZJFri0cI5Fw6CbAGpATqUC8V7C/BVIHqoCB8qGY3iiYh30QEkhIkEmINJwGMNJ+L7lCF6BrxuGMlDBYEtsqWiCr5EUFsOjsWgkT2LRKPxyHoskoEYRJBSwKBZP5QEyPBIigF7GYMtDcQzPp/JN7LyyW3iBuGFLL+1fKaCasC48jkEasFAYOyesjXWg+Skvf3FYLpGw+BRPJFz+pSpQr+GKThi30kI4AfgeC2OJJmhzAiMiYUBeJEw0/f2XTyWwuM13+BEBTbC+kTZzQ0A9gPQn4nnYD6GQr3gcywPOwV4POb15Ftthg0k4oJogSbsSKx/qBNBQ2Lo8ygoM9VkK5sHPMWuHoAcJBtlp7faDjY1DBYT9+QyrJGAfRW0Vze/0GPPT+cPC96yikTzsfyAZUEVv7uXEvT+ikQrocTAKuSoaBkoSgyraBPIPHkWioJfBEBMlYjEoLDYjoWYlXBUFj/EY6HYgXAmkokTFUdEoFiGgiqZcFYVV3cSiYORDFIIevICp8ANDG5VRz0aQioYBRldEw0Q0nzikoonLCiwKW2JLRcVS0ShOnEdjF00gT0SEOMMjMaSiUAQJUJOrotFzqAwgBdgjvHkdFSWbSEXvQ4Y7KkqiilM+ZvtVNBVQUWguX6mil5gPKgEVje6raASqKGBVCqpWKOwrnrBUFBi1EOptbF9FQ6BhMRIaQzvBUdFwFK0Yn1T0O+E8qSiCk4p+Tyr6DPM5urBvbn43R/cWav0nWOSWb5cIEXDsoqBrIqkQEfkY+/wLQAGO+E8gIqHrkohjtzEy/OFNzPHTItE4pCaK0OLNGHTlXFn6oJlqCkD6OqDbFdA+DruNx4Az1QwDtyNC3K/AkrijLPhNrAlxeVy9CBQQ4I7FAOFNd69LCjpYkLWw4+NA2FKOd4VH7wPXDmhR9GbA0bUlIgatXgwwv4n5lDZG5A84ukQ44OhG866je1ZB2UC7EztHF6rzazu6wNG8hqObd+d/wNENp6D7FdpzdKGZBnJNwtfIA3YR0cvv4Oim8vkKaOabc3Tzf3vA0c1DrFB6gBW9QkWBbXkGMf8eVJ6HFeQv8q5pRN18wNEFJhZIfzxxtaN7FrWpufntHV3YN7e+wygK0Fma+VssduZkt8oHRg0CDBWRChgnvsCoL8BIAFUUCLitooBjKaiiBFJRaxCIRCuQWmuuF4Eqmmi6k6bfNivPwPz75qeA4ZSjosBS52NA0mME3LQI1cBR0TMsf4ntxhFQQax5Ydl6QLhfRYEEhJCaOCqKTDceu38Jh4oIlBTfKGrPwQHOiK2ivll5lGgeGEWj4cAoCuZDzih6K4WyAU1q7kbRPOiR1x5Fo0BQXj2K5neGOUxEKsBY7qtoAn6koFxj/yaMXWAxR0W/1ShauY6Kvs4oulPRVEBF4Sj6ShW9D5VCB4qagqgrQRU9MIoSUEXz8dTVoyhUUfQsqKJXjaKXN+wTXPAcVhIdA0ui99Dbmd3Dmcmk56Cp9cLhG0nrEgL0BKFAp1jtA5/uSVenvPsziU59JdELfeAfGx88UGufhX77bYgXIsOcs2roPYM2edZPu6BDEsyfdEhJIkIcmnclnaO7dhPt6lALEBEWTeQNz9lUiNmtDWUlb9g40VvAk1Zh6xT227tm24d9rXb6GIEy7/HDqsginLxh/UM/bSohQospmFsTCa9gQIf3EOuSDqNRg62HPgYmrXLYfutRSdJqqVsJQuZQm3SeI06hVOvcIHr1a9LlHwLSZo3VBNJ+gjmNtNNRCup1SGnSd1TR6oNAP2AIWdLqyqTdFTbvXW5600iHA7bU2mcfbUGwes9mvcPRG7ZMWmx920K24/sNm5UY6Ry7TzpMx+xm3PBLPkKFuuOGq0R2DvfUftLmwg1XduzeSSZdM3WCE5zgzxLi+0nR/VWDK6By6fsF5zzWl/MjBxZsOPdl9wNywyqefBZdN5FBOUZe5TIFnDlYakeRRQKk5NKfGbgPlQPEYIfpOQhRmxg4F73p4K/s5p3nbv3YfgDpIARohKWPU1M59gyFqxzeX/hQRM8dlle8JV7V5EowIUgown3pZD2H1zxYlUH2HKvHfXC5K/ctwUfgPrPtNa+LY8WJQ4kXyMm9OFjyQIGbVuoFKnMQoYPmyMPjkKrJ5kaiRoZanI/EVW+jmnxD2QwbxlwfSgWR7W4XRYHR0umNMp+1aI4VjPSMymqtwmr9lJ5thz2+W6Ta0kNQkhMe1uhG+/fFL/7z5J0nk+H7v/pH+icSp3K/e/+Xy77OT5W//8fPmP9BU75633xB9arspJ7J3OvmXmS6m/GnvKT84kuKMnvZT0cLfrEwapP+RKDoDvuC5ZSxST9ktot3fyJ/rX+ivF9cfq0pdGmopeX3a1/IXHo9a6sZJXNXuKeX/gthw49WvelM/8c+pypfzunxihY77EOZ0X4vj9m2+ZxfSAWJf/If1CELGqFUGaW/KNx+ME5//eMem20Z9dX74ifGB//e3PYHy9q8nxFzHXqQFnpD7t+PGOO91ZOJOR3p2RfKw8VmbXZyk1+N3/1pefzOdrrQh4L2Ry2Tpb7pbT5gXrYzAy8jhNbdxUKQH/v5wTwAqMfrTG5rpL8BrNHbEylTz9wVAd0DVchO2E6XomazokL9ihfaI3PJZqrP1eJ2nekuin/N04rw/6UpjX38Dl0ryfX6sjHRG8VcoyznXAaamWJn1atpjdKnvxM8raezlMXT7TqrCunSVt46bN1yrXWvnKHvao3nHwib1SPGeDqSHgyU0Xrao9bSvG1KD01WGHxVWj/R6PqYz6Xrd4cTCbCm9lJ5SGUemfPCEHH2yezH88/kXHmkP+nBvvnn0lNJKKrVTU9dTaYbLVfv5DYyt6Z06R32o1XLaJvmzNsPpkw/EEpfaeuZKN2R6Dt2V/TG2bSoUiXzox9/9IvPpCyTWVGrnjHs0ubw8WjY04QRPdN5c7aVzKdtqTif6C1jyqsy3aqlOzW9a1LL/kAYZLXOI2q74jK54qJe7i6pmmCOM1nGXLXGi/lYFGlA2VJjeK0zyLW6fSGTNicjk+7U5Id3zbaS0zfFzUB8MRUyhY4xo7esrpuCKc8eDZbb8XJSXBq1Rs+YmGKfb1QZ7pGsrsu9Hp/WOlw3+41R742mbdDErSE8kTS28Jyn1r27dHf0wcdwtyPc4vjWL27f/gRtdnzr3Q9B0lvWgw/QebEP3rot3b79mbUZEjz57L2Pf/bWux988Me/cXdM3v4CoPr0k3feuv3W+x+CBHeD5fsIz7sf3w4AquyzL25/8R99RHz211aNn4I63/rAru83qMSHtz9577O/9lOx/vT2Wx/+yt32+dbt938EKqM+/S9fm4xP/k59Zu/o4GGIpek1fn9ZUMHuB36/citJFEaW7HDas72nqYOp9pCAgqxW7MMKo8St4CH8F0fRrt2yE+75JNEX/FW0RQPLVjuwCbaQkJ5kclcCJDcvrYgZjNwcWgvE417asF2AyaoCBlphFBlzI65uNj9dpI0C5MNJGFLCrJhzE8ujoFIMYrSdBX9E6S8DiEA/RbGAmO1BBTLF6Zhbe4+Jg6l2/pgtUCgBVhyzOxn8Cz0DZclACfs3EkH4/UraKkefV9xIoCPFDnbcK2JY7KYTVg0fmoyQthS5ZZw8EYsneAimxOGqia9cPLhCbEcmQT4SRWwhWC56BEYUn0E2XlpZE9hfHqT+RKbKyt/0mipYcfNNm6ojz6PXNFUXjlF9PVOVx1xTFfq2puoSQ4t0yFSe2a2pYFBDfW1quqJ8Xd6nHEpJu+NQ284Il6a4RVL8uMpWyL0ki3GW9pCksxAUswLx538aU5Wya/WaKvgn9IZN1X7rbTTXNFXnzm5ENOyEI26bQHcQoMesonGniPOFcE0VaZkqkIIwJFDDL69jqm7BpSwM7iS2uFWx8N4PtDnmivJ1eY9oTtm13kfZgACldjRZy9RQ0vbK2hDdfxJF3Ra3arhtpZFo+R96gidTZUPQVIEPW8LySGbA55m7GIb5vuyZKsAGa+AKI3Tn1zBVF3D/gb2F5t+ixScrr7vaZBe9gXnXELDAs2teg3oYjpc9XNc+HKYZS76SLmupxLNusY93P9VZ9yCdWydtrrlLOvZS3K5u5/pqG6nNzCtp2zF8/4mzeOOs3zgFkr5reZNJX42BZrmXabuPPGwgrdVIq4pk0sfXHb9cbPYKn7UKdMNJs5YdTwtAJ/ge4OqFhT9jsB2GP6fTKD88RKI/nJmIgkHzFlqtwCr6smg+XWgFrSePGkOtrNZNc8EIlCAIj9hvZlJLqtFZLt0dapRM9TWRVlmB1uXnHYH+WmnQVN1YSTrDUqKmjdXykNX0RV8pSq0Fv+V0NUPNt+KUT5dN8wXFTfl2a6zRdbZOPyrMZUrRObMgSpLY0xROEfiOqojrh9RDVeJAoqIrrCxLppjWqlm+oBcl2WSeUk9lTqbl9WheVpWaNG0Mu1t9YZhqXaIlWV6DptS02nwjypK2NFlB5VlZYQRRlxRKVCTBUEGzRPWJ1TCqvzLTLMdwaZPXDInnxMHXKr+qbwRqprC5ttuyjt5amfrmntZnJv2qUlfL/JLlzcU4R3E5tsC0tttFcSv00+WSuVzBppZo1Vjwj7YDMSPOquzXdGnDzBdTbcvPlrKkCKw+1GnGoNMqIysF1HZA+QOqNBX0rMTVmbaojCWDE5iFLn5FZ4oLrr82hHJ1NM4YDwWpNtGYWu2hcYd6ytOQJeMuc7c/HBiIL8MFV8vOi1nd5JQeXWY3qpTj6dY3TIHXZDWXkYy0ytFM18owXutSl8k+WihbkKtAT8f90XAlK4pOD3RTU3PtNG0MdFFgNJkCxR6s2WxZUYThiircYQudgsmam+GA5xsPeuxIZU1W1v4fk2M++4fyz/93YxcXJeF8PQb3jsdS0AHOY9EUBr46vmAT7j/L552fETAjw26BKWOqCXflxeDWWSzWtGYAdg64DzRqL4VdwL2qz9B22BiRh3NNUEHTqsCyPnno9jUr7hIpdpPA4C7pSh5ijaKZRAxVjxIv4Q==</script><script 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</script><script 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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>
|