817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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lQ/BZnFhi/v6wsGLOMNfviJdIq6Zo2LbYpvNmLHXvpLPd2XrNm/geH6dkdYATZ9Dgb7FiZoM7j2XzRObVMUE7o24m47mBC9zWOskG86DrAs1ZE1SjhyltEEe277VfP0r7dG/7j9WbGN2H67HVruLit1j21/lh3DPIbkRwHBfF7VT4YNmKNSbZ0q9ZZIDOrox1J/2DdZaQcv8zK5/beq2n5PXJxu+iPnH/v27O8yYa9kxn4MSQhMy2pOSwabldTgcxx07I4arC8cmByyXW1/Fh9787k2O7FwqEKWcZ3LA8cpbMpo67Yr6l35xO74g4csQyTQ1OSEblyd1EonWTB4WkHhaVzKZpuzdsnrHlePwD1Sh3ZmwYgNl6JWn6Fd0lNEzcyQ1XrrxZ8ctL+t2KwcjtnZyQzxyt53bVNCr296zDofTvr6NymLue39vzcwOlXUBWb6B+zmnjEyNweT72UamWMtn+2/k7BrLqARKJHYR2SdKR4HDsC+7gPSYjjrV7rCTbXZFOqcm/k8cyCy3s9YPzRWIKtQ2u+sdoTd5GPbvqoJuUos1GHzfuL0esnUv5akXgma5b7Nf0kiRhSadWgHwBU9XPGMSpJgrKKByVyQitbKFhtKXOOH6t4oauybV9ijwipYFgJ4BbZ++egoU72JDRgcosQsYh67M9oftYT9jbC5blmoLa7vsFeENpaH4ve4IohF1u31rcDBieWWGJ0taq+EkjPt7z5npPl3khjwoBYQpWcEQtv23PJ9OTz34rlkvNvAv4xZ1vBfAFE5TPCWVpQ4QqPd3L3v9KiDQ2scUKs0osgfJND/rFRmDntAmKV81cFxKLbx2LGoJVoRgYAjwYwW3/J37LasYrRTZ8cBPwZrDPw1/xZHxIvnqEyh02NU+wjV8jy87HaAI8G4DcgwUOg3OAHeP8rkK44A4wF4ydCv5f5h654xr40PY8Mfst6Nwv5Vo7au7TAapuO3OK78dVcpW44M6KYbpqj0TsvSAjOa6H4amQcd3RDxhAN/GBm9JtwMA2oXcB8HVt5pDXunJmW9/0f5gCuKRRlLFlzHiKJB+9LnzZK9bswwtXmqfUe2Hbwvn3i5YKUOcULWymmJwFYsDFdjtGJ4OLLhN2E7w3Ke9HGDZF+zx3fTyy/cyYaVtlO2llglCsvbZGyhaGk3hKux3aBCgBCJ1U5DzUYH7ZaTJi52fP66geZDW0Z6wH1OlN89SbDTkavlJOMza8vfS5wAS6XwVsco4uCbYeL4RKgqrAL0vLdl5eOevXSktyKsjTd2EoVI04OqXoMOF5fGraduvQIzNpeAG0SvCzj2GJX/qoPkkbNn7OFRytHUu3NNy2mhpVI3elzdd53oWEOadqfdHco79OGrniDmdb19/bIjR8HET3B8g3GTwq2X2NOZOG6uZJLXOev7zCWIByghr7wJhm5k+fbJGuSwd8e6oXfyaLcc/cCv1ASjww3U1H+C8nBWmKVrR24nYTbymKNHnU5WzQMJa3b0gBjh7Dns5klpsxL2Q90QZf7hg/n9Q/njTpdv8LFw7AjOu4DTZpPJJsiVexTBJFMamlCPRTZ7xFIc8ZQarFdrbjk2FRIMBADUN+q1CqbJy2Yf3a4ZXTpDLdP9PebVG6IdR5tipB/bYToiNOVwHxXk0YupCy0z2EhiYyTpVIQIZJUGiDToUgmShRYoOowYgc1K2z0U0twbSBN6oSs34BA8AbU0akZK6+c/bSOy6XMaYX9QvgezAVAjrtkURYg05qegUJtnHawYuuQfVJxzy4c/+jyR75qGYFvR17DKWhCJ8gbQhLR3T9/DYWPA11ucRuUC5EyM/2L4rKxJrJ85U+G5MJqwjmzjOn1QyDoyE41LjZVdHJPEOlRIOah4vP1QcFrxc5qrgAeBBuPYCf6qD1psbFX38BdzDFMi6orGMBFUlSYN3HzW4naFt/p+Fqy4etNraQSbsZAPGb/79K4W+Gi0ugA5nqWtokv6wPPpDXJ1mGdZ6OoCu6tVqHrC/BxhX4vz/mMBYxpf8QEKHU0lxo4Nn8GQe9d4Tl/4A642BlmV13yMutCR+Tp4FM9VxZ79THo3oaSOQNPftqJekOFOVA6FmPFn8dn6UlvhSqPYpYYj6s5SWkX1gd+kvw2uhfatKHAqqP2iDI5B7nYXq9B2jM0Xr60rHSxS/WL+8UZd2G2IRXXKT7Wjl4y/75oC7Hnxk/pXZxogYI9NcEWKWmNb6EnR+sm8VokH52xPsgYGy4pmqVABeKjMnPbaME5c37KtxaNd9B+tXIX+mGNQB58sJ4aiVdDPAYe6knbG8lVSHGg+irq4uj7jqC1I4g9ak1M2ZAtZhzMJ5hyHjMghYONtXpJOf8U84FhMyMReVN5+PuDTc+d4j8Evt5c/N0rRwTN7Jzxdi1+HrBKOjoYhOCxK2sud8QHQRnZ8HAtd8h0tiDq7UCcw0/i+IXLIInbryIi0J3gESK6/f6yPHzlMFZC6sHC292kZ/711pIO4ecVvoUgrvBmchu2BaPbRYdN4mY1lPsn+udg30JTchUQgVNTszqDdBgFhAAoaL1yoxGNOf2mP4MIWwbgnWx12daLtjhc8pvAEvItf8I4ek5HW9AfHwb60U3copv8tHlB63SUHnExlQR/5SEpNeiM2iupUHhk7nadpUVpD0Kcrx5Ok8Po+UUpNdywpDZ3jM/4b4mTH8lMrgWrwyWkqnJjw6Kl7elmqn/yaSFXiw7alcSIMt+Po1XrttJXWa/F1XTx9rFpiS9U52dhd7/r5kD/GE7IeSKEPdu/pZZxStg+/cfxdAhnfQXUDoyZ+NwVX8+mfR4HxZrp5yXGLWl9o68NHi0aP6D3U7MIFiJcCxvwRVcLYYCUZ3WeD31OpEwosg4harZuYYhMBZeGMllWTyBgWXVay3BGP+h6nMceUP5XbXderQIOmrd45csNvbZbJ4Q0LHebAMl+Lezb3IeVUlDYoZN9pb5Nuf2rNN/Ra6RP8FhxNg8QxWrQCBw+ct7Ln43/Zv0+UoWwAE8P393L323E6f5Xr/5DHf+LmHxz8F8TotGbwNVc/dLqmv4k30/b1Xw6f+zh67f7XySK08sp59Z6MD8h3yD2yWqqEjW/lFtXO51bunSHDka5PyUfnCWwv0zTJ1MwJKLP1dvAi+9R5DQ8dHaiAxtEBAp8Z7IUwHgs7PO5gt9zpe/7yb0k5KnFk1cf6HU1AUgbaO3Z9EOgv+NHHHnQd4PeiG73CKTmhApmkosmHCCHJnKk5Ej0nx1Fy2lMOQjyYWrR3sbvlyITTxSohwj0d2062iLEdDPbRZ6/XKypP2aOgXNZtEROPG3kR7RGH7eWv0Josr+JIvB3yvO+ntCpnhvbOGSsvGXudCbcmZpjWuXr2bd0MnjGaMW2ENi6UZ0k7JrV/aTjw+EuDX42/Sd3Fy8PDgM71sI/ELxd8Gme/RzGKgUG3Ur2VWbN9I36EYs0z5wMI+1fYtEqB6K0a2lr2CdcajMHnoiZJ+iIJw5bjhUfLRvM5XcDbx7wNxwcc7UYko+y50XtHapD1A/vxLEdTO84rGi09G79818gvondruDHvH9cgwU4/QyJP+qRdbNNt/ZHEGUm9XTdeylZ+aAgt0pa2Th/IjG6wzX2VRg+kUXtVZnBy9dqC/RxJNq0e6CMfOKLsG5CMB9q2rzGKKG16ohGzUxHYxRtheRdHtNEbx1oLrScOyH1sU8fU9vWJl36kW450T6UXqx9OF2TU9UxhOMSynXnqTutYy/L0jwYehd7s/a58ghrAIURUHeyasKV9j6E+K2HdYoS1rJHfCBIg3ekC2oq1gGP1Xd3/S65Wjr+dE9Qbok7wmyFiZpRwv+/L0+zD9pNplbR7Ugs22tTdiBk91jm9DkhwukBOImtUo/UpepLY15vGBNvoqC77ItyqB5fOPm6xHzhdfE+XlSMru7R8L5oj924u+yFlHo0pX5MXQjKVF/XaHKPY903mtne+qHy19hUSD6RwFRbN7A2Kswx1gGlfHeJEVZKgKfNhE4sgZYkmJMpuj45tKUqEwvrReOGUk0EnrY3I3aCIdTw72uOR29uQoLaw1EZbTsQ9cGFysQJzQOieLv6lykudAHvKubpMFOxxVPo02R9wgqvZX1shBhDETD0EqrmZJMsIPTkYWyOoUtOVLq4d9+OpXFx67+R294jwF1oCWORqM0mgbXNEHrKi3eqkZGzjFWmR9zLF3k3TbvkZNsNaralYthYeUN5FJYOAj621FG2f8az4wwRPOKh8hOGEorW98lhvNv7V116BMuN+kdAdG+PFVEbbSBj3DkmNMfqQWwUDs3HSbuke9iIYb/7I/rFHU9GDdU0YlD9aPhglsfekAnMcjuev2PYYEZiaB6Lth/PmPY6uTygUsuaIAcS9mpfa6pxx0QwuuHY82oBwI0ZL3LUenMj7SE/fB1120I3GAhRerqHazRgb9YHXdSfrlWOdLGlZZM7nrHMmQ5m2y35vYiqTPb3o14SVV/bm8wMHlJKbW9I3x1xRIZGWq1BLtZtuOOLmG59UMpPmtXzJ5DDo8exUBrOb+7vUVX0A/dhcmMTQwwQcLfHBgJN925as+rOyfejpQXFn/UUfbneweQYvYqkrtExiV/amN+Lfo1gGDgZhPs0HePpHfY6nlhaVnUQzYsbghReqPJMy3sAx8uYg47aseKVAY4bWqcq+EGLGxvFR6f6PBuUORSuMrJ9RzMKUfjm04helpfbZmWPUv7o8fytaFWzWiv0wyPHbxqfmh47t9xHKihDRRTf2WUjVKC+9wfaxMtMfeir0SG2RlRDW68PgFvKB5UFvQlknZKOlJ0mhmNAQ0An1jj019o1KtC9Gp8ra+pOptgJItnDZJ8Kh3m/Nzqt31cMIECnvEI44ohkdPDKEkMJjiG08wNgVJqgwB+2AGPF9Yo9tPrYYR9tnHYTgoAbGJ6FY9SNO6nVlj9G+pSAUxqv9ghYcYcDpE3wfKOV7VY5jUJaZ36hl7k0+nN7b5/UwtXFu2pfVeF9Cj+dCJognhaOYbCalBbDtrDUAU2rkchcXecKIPuL3Q2gRJxfmRd49vX9MZB/M9pddjtB8ffqAkgHmUFizDC6SMCn38X4r8gJ6r57lXV7XnJes4uW6W/rOHvGsIlQvRKO1mtE+mFSw/Uh0HT3EbsSvn6VoNVxwUI+xV6YKKp9d8RvHsXqjwL4RymhPMuPlKBLCPiQG6Skrcjh566/1zsh9OWzCY3jXdKwHxOBUWR3dAN97f0aAkOPxiJ3l5x49t9Om8BDhsmfsSprt7cUhQ2bvTMYea19tMTYRMrjvxzco2fbzBEImPk3GpPDXKteFQ+aUfOcZKRVwYnHwgYcSYUoujd7GhlMfeqbqb06wz8RqjlmdfNhbBNmMT/n5hj70Q5+m8av0RKcHKlND0A4W0QrjwMtHy4MJIgQbFDVSypEQ+U5V+wNyq6g57VzXePdU9wmfp4ufcl0q0Oa7iVpjgmufkR4uzdSqwIY9qGiN3uZE+elYkQPlnC5ezNNUscl8QMHHVDrEmKb8BfFqooYjuJD38qAbinXh75s8PagKHdZ0cXx4ukDuErZKxGWGw50DQTZqaxKcL0BjwE1lxxyQGQBdSAX9IXWh6K+wEjDkJLAXmq4udMqQqaDUh/zqk6dajs42mtY8QJK5H7tJaAfx1l1eVvSvtBMcOONhK9otag8meZ5WcH3XxFh/wRUk19JcvhY3ZMHNsYbVLTvwAQJmcN+oFzzc0Z9HIlfB7vVYtLe4BW8scAxCG0bMUy1sH4hkjU14RFuZ7RKMM64SkdbKWXu6wGjmdAUDqyhh5BnWZY3kBLo4HLfIp4IQ+Jf2ULST9eZR4FOLAA/M4Bca5gTHmvRlK+6wyBUJpWHpj0ZI2RZS0+4FyWkGZajPBHLCDCOYzYE5Qr5VQYJfsVfYtxr7veVlfcLO4DqJZ1yu9T2nixQr1GB+48JJUtbv8iy7wLERJ5LUt0iXokv09xfSQrB0JZ9pgo9DSQDgJ3wKzWMrd2MjHqAjITrGVJ6mV+F3UqJ4BlJRT5E/5g2GwH99BC5i/UaOQ5x/Tepr4KbxQV4TMxaVG7Mh0MkPxg8lsuBJZP0RHwlp+vejprUOysLJA1AWf6aFOlAZezoVAgSromjTCA6t7XEseyHglAHS6FprZldOFxuxVUuDv1DnQKKTU7trGo/GaHrr91Y2d3nJm6PC6SyE+iNBdxwfpYRyy1iNP9j2ouK5p7zl9e2vfL26f2IQbgXfh2CSGJWBCdHuZIFLjwyNnU16MEueD0gVy7XKN+rk7jOcnKlwpMN53lX9pKsvs6fqQtQcY3RTMaM7FIWlg+WxQCogq490/hk+FsRlKYXfuILebo7HaSHUiw/aZbnpbvssq0kakAlTYonJsmuypUZZMOo+8A36gNpvYoT9EmKuxsbN23FJLFU/qi+tdqy+wKG4ETYTjoXv2SFj42gHK4KdU0wV1O1QIqRG2PtTLaukXTzkZoW0wD4Y8qGi1dSysFPnSmYmBOw9jnyMTFfZaZD7Ks17P0V52H3t+1Pn1XaIsf0rFwXTzw44wb4PRsDB+/YRdoZJT69HkXJ93p+VuS0z/axa0quu4EKCKv5Be50JWW0vparAYUo3GDMT7pCGT4+yDOEvZgrKHWaSutl4gx+nYG/y4F2C7cIiRhl5TCiGs9EOKhXkB0TiQNfFKXl7sJLEE062EBeq3yExe/YBj4vO9drlh/xRKpcANEKomLxjyi3JRYuhWsHk25jsfvDHrsNfxWaGgEIEEwK5QnBA3NWnVRNWaHfY4gyHEObYh7icjupRhR6PhRZbfLSps/USvMyubRSDq5mQiNMFKl2z5qQFfly17QlpC1zJGfx5V+TCSKTTxSSGooKPk38A02PFhBsvcOQlYrXaNM+YgeIvC4iO5MbmSRdBm+aJY6nuJbi62iV7ZsX9lgU3QhqZte+UEqYSEer6oy7AY+jsQ38O9kmfbPRpBPrIUuRDV4oX0ZsPMqRWFw5EHutjPoR0qyOlOwQ5MbASPCYRLNoh4B+J6WBB9KmBitTCJ+0OHpid0pxYEUh2zROvn1Xm/XrsYjgUfQkOCYzRZUCsELJS1UGvW6M3/yYa1gcrsp8RBAs4lf5raf2TCv2ni3LFYpS5PkgGCpSdQ6IPZ/PykS0EgI8R017n7PPd/4+Ew6s3jahvnxYC+cFQWBH+JFse5QSxco/cRgFBto/XtLL1LXQ+dl5yFDQx1rOEnbRg07rux+/oDmJ3OehzEk91iDSr54jfIsA4fPDFnEQrAV8dSMAHrRoetMhO2u+bYIdzP7upm3pSujLww0iuUydOl3LlCXe1TtwwiQtFB9zBRIXJioRTlMh6MUmUXCswg7qmQ8T7qHmVYqDmany6OnjcJFIqFXBv8h3cYlo/5LzKUSjj7ptC1uyINd3lIdFufv6qqgroXhIm1a9v+YBcsOe1XHuRE4erpVhFnrvyYm+5DBx/Rd+SKAhMXwhkRFjtHYhLoKnAKJ1sHPSjwyJfDP05r8ZRG4cT0A4mcZqX9afLxKj6Q2Sd4XkxOUT7fOAgycRtHtT9CETD1g5pAAczSLEsmvPtpceZ0OffV06MUDhcuslKZpHjr8MsdeRKiPXK9WLhBY4X83EYvfZwGuqzWK9l7JMtuorczF2Hy1SuVrHrCsdZ+iII9SPceyXNq+dlGgTe2o+cMAvWXrD0E5mESycS8TqQXuKrgC26G7LhWSTrJFkHvivcJEjX8Vqs0ixLwswJUimX0iqfzEszVDujR4O1k64TetjNHFfQGI6fhmG2pvdLN+2zx/HgKHNWI9d+CWbOIT+eX/i8FKGbBa4XRunac91oKYMklqHjOrQwYZBe9ktxPAv3xQTcI5XZRnXZnrMgyZLMDdKY3r+MaJmJS629ZezRkq/WXp+si4nY2ewvV3B7Xi29NEw9z4vipUd44q3XnsiyZbxM0iiW60mJN4xulXl7dkTkht4qXgZ+Gjv0JxJytZQOWOXSWbn9CuPBP1gP7jlN1unaDUN/FcdyGRHfyUjHWgXROgs8Ykr2KSve9/Wicc8JoVC0EmjQlLrZchXLyFs6SyElMbh07fcJzDze70lifo7DtfBpt1ZEb5JWKEyCBGMHbkAc1M3UwQkN+23pzs+RDIkclyLNJJH0er1yhOdlUbSKIt+X69U0HxpDT0rfPa+X6drJvERkxLCzZB0vYyJnP3RAkUGU2MnTGqPhVrdGhbb/HHtr10npr1iulyQIYi8hYkwzgjN0w1iFy8FZjDEsh/FzFjtxFsboquWlSbJy/SgRycoPlyQ5PD8ybGmUi225lI1L65uys3UBhN9TuU/5hXVad2In8psaKS/V9NNnH1MP1HMooojYU7JaZ3HkL9fBUnq+vwyEk2TLJJKTWoBYgOe1SKOUMJOWJ01IEfGy1ZLY6jJcp8QohWcyynHz4axy+uX31AscFWECUfI0/DBNl0ns054R6hLJuZJ0oMzPiK277soZ328es8395+XaCdwoIza/8lInCWnEaB1k65SYquMkieUBOB0M/xeKEz4vZZRmIls5kU/yYpUs167nySwI41BGJARG5utpn714tJohYzrR23MYB6mTRsTisyghDh952VqITPjCy5zIyY6VPMQAo7KH+PK8juQy9XwvIhqljY+IegUtASmX4TpMMk/hHVbZ9cVSxNHKBVDh0l87sev7znK5Dv2IVt0O/lD8nfP539ohxn1y/3PmpkTbJCSddZIuibRp5mGWEZcLksAR8U/2uQlGO16C8Znk+jpYeauIOA6xG9eFVkxrtI7ChMTfeq+0v2Jo4+gEVU+gHafO7KfOawVvnECv9Z+DNV5ezPwblWZRZqp6Ga4+rxMvIP3ITdfL5XLlpDILPSeS2cr3HNJKYhW8o3QIHZatJsUKjENqSyQjZ0ka71K4Yg10IRpfrteh64hsyPMfWPH7bR+JSvrHYB8/04MR6WdLF0KMJFC0dElWxCmJpCR2l6kxoDGIDg+0QwHV5A6ftjIf/mnvxE0Z3qbNF0oyotSO0T7gbOtdZYyeAfHmYOmSIAvWiSSh5vnLyE1CEcYi9Zzw6/Y7DdO7nQ64eSbVD4ZFU2FhOkfrzMoZeFt1ZE9YupW+bkVMfxiCdqfZXdPIyvJO38iiXp15q8iWPkX5kG/4lDtTDDmkukjD21EqAcAYYm91dNJeANI06EjNcxRwYoJMviGYZIgfscJHOEjkUIjIixEiRhX7HQEhvzcARAd9jE5es8OnISb2xQS+jIJHzF7Vaoan0HpUiEs/jIl5YcqexJdY0S9saPcP/TXRKFO/2JFSHX1S7DR5ZL9shz6dsQP1vy08f4jk2P+tjzL/4VD086d9n105MNcjZUC0fXMw4/lAMNc3JEFPa4bsx55rbtcHnE+CzC/34hf5ch9jqB6/3gsZ3K9IYp/Q7xcnORDbqJO0dYSjLp/ZLsYzOhYwOS6fidUZZcYM9TRJx1rLlesufej1JDQyGN7u2odWIcJAoqr/EMqgbbhjKeXHI6GvdRydiZT7eT+CwkquHx1BoSOrfQpl9DvznHLaD0cZ+77+wcF/oGooy6l0STplSEocNNblihTlBKpiEoSOR5a6mOTXMROYFosx+gZw22QTKWI8lENztLSMJr1D2SJDgsLz0gndlOzMZew6ri8d4fg+jLNsRaqi9OIDMWeYtJWKryPH9V6NE/MPhYhj5XgCHAL+o46vvnypZN0k8taKtp0WxtF01Edg6oDM/YKuSEt9FmQIE4ImUUJLEHkidlaOE5EJ6TsBwe+yGoPuxeNscJDvuIqAuq5Pzf7aMgKDTNWnlvYj47ysccWB54RMtThzEo+MkDB1fDcimy5ZhXIZSxjbOg2KVcB+eBMzeCBh6XuT8TNN7je5XvYpn1UEgm3cZ88lY9Nx/Izs+kiGMSm3wo1dQYZ+vBQy6ishWEpWXxNBOzIsa0lVQxi97GAM2rMb0XYKsgppW7NkTXZGEBEFxqTCRsJL9Kk7XnezH4j2V5RXONXn/kPthOfVcuUn6yUZKY4AAZENtRRrwtZ0uU7I7uwrq7DS25dwf6mIyvhw/tjpNvcoPlzL4VRVBHuhnMP+EbNV3+FQlaivnhaPMeRgSYi8PHrUqTyu7eTE8xtr5nNX6iG+4EiJCZv3Wwfx+8fvw3m5xfZ6A56ujRiXdfqMSfMZs6lmwVEgGMT4yS16F61y3zzLMFgJopcwifwgpA+xv8rWa2eZZI6UYYJd7NNUeTBIicOxwX0aIVQsrbiMc8mmCWOHssKqxN5RrsVwJMVIKwI+iTyP3YEBWaZZnKY+3LsyTn3hhUkK3y9bJOaQYZoRww7pojCpIWIU8T9U3P76+efBVXnOliG81dkqXEeZWEmXbN+lGyyjiLgUyenhXIE2RIOtVAHFIp6TZBXQ5qzFMnL8lbNcZmkcxMslsbooicKsb61wKCjolM/m9uKChgigA5E7xyJyJt60g+EpDIfC9UNBKfTzc0xCI4xcN4vCYJ0Gwk88IeJlsvbgBHLC/YATeqqPMxmFkRhfnBXqcTzE42tVXQYkt+0FnUViQv6eSd905dLJ4jV0zyx03LULSe5B+/Ti5SS1BN3Zx1WGnh2SFqmTrLJVGrirjASGWGXClV4En7kb7FWUYf5U6eR7rIsqv6ZZhcUPDhS3s63/Q5VpDpe9m1RB+HoQa3ww/PRgSbxjQaIHsu6N4XW8cJ5136TCDn59JoqD590LaGeyKM7ipe8tXSeKSfmC+O7d0OdaRerdmtPUYaUUHUh/GAUPjrzyL8QRGntqGk1o4hG/JdpG1/QbqfBHyvvZluWxSn8TMFUWx363vcMFAbWeZtUGtE3BvZJBB7oRPHupTOKVILETI+wgczI38bzUSSXZCVmajDJFBk1uv3bSqPig/YPhk1b5NhzZv1ie0LifbaqwKhb2ooT5m12/cJSiogO9XyxpaN84rm5o/XK40GE1zTf9MgrXt5fA6CGXfVgbQWeFlJmSVH2tDnXYktxVylGhlvt9Xz3A+Mu0H2OSFqp5D2pZjcwlcTCfzUpnUlUaz0blYM6nZSn2OkxMqi70VR356+U0FXScBKqqMA+1tbTb2S4CqbdfPXek9hYt14FCfwcjB29GkX5WhUk7cR6op3PW/6Yp68P0xgnr03R1wx1w1xB5pt40Tn60qmGyGBgyo/eKY/bc6kAWtTb4judtPbvCidbrpQ/O4Gdu6K8d14NMTiOZrKNolL/FLILbRhzN2+KL4/er0p12UbNx5ha7DV/MoRolTKkzzueVFDFZ/NnadZahm8VJss78NBbJMvFXYRyPzqDZDQsebFVRU3k8k1JqQ4w2LJFx2DO/1yDq9RCfOolC3R6NDmQfUyJXQbry1+sg8IKAlOokSKBhB8swo/V39koQ8HmoKkOgHdMLbqr+TpYsMs+tajkHm7g8SzdzY2+VRE6Y4Ox86Sahl4glzUGkThj1K/XtheCeU1I5ZZqIgPSs2F9nK9Kh/TiNSQkn9VMkQ6U4jhL6PdXinv114rpp4uLwc+mvAydOsqUUTujGaRKnoSonx7pxX1Lu2YmXkSdxtLRerjIZpaRRJjHxncz3XCdbmkf6ugvPfpLgWD3xU7orzeipNApFnHkiScgEWpvDF/tI4znzHdomAt3D7aS+rsPUdxw/CGIvSeJsXL1OncR70coNo4w01VUWuzKJ1kG6XobJmmbsOLEqcUe3jqvc8UHoC01uSB2L0gQns2FAIMarlMy0LEK0VSoJEHmoJh5HoRxInB7XylM49BwEhDG0rVmyzKLIWacrESdrGjkSXrxarkyeM4CMl8Q6siBNUkEfoiAhSNekGRKRrvxYZKOye+zF0QzbKrw37rDD82JyfY5FGi3FKqYpJ2kcB5I+u/R/P3J9uhDZx4SPX6nP9+ysl4FLSBHADgyWQUDqUBISgrkyXJEpaAr4sX2uIkgn7eVxzpSbkE3V8UIrS1b+is6EGySRZUbsB2o2k0hNkoxWrCY3weh7YFgvRB5PZ97EIaxKgVDBoXr0g6GfGEQ/SEzDBJ3SaIdgmFRI14Ushd3Rtgeph8iS9dzOQ711qHxsmheSydw38uHAG5IkWt6oaFqOOXAELI2IePsqlCvhrb0sCfyUdNtgq48HlFe9j5eeBPQe7ndoNRnJ90oE36MqmtWc6+AKYYbr1dLxXGKpcEf4kpDIc12igNTNgtB1lwMS0DRN5syxlbTDj4/F8ZKdSYrZYKdzMO+o9dfBefrZypeSBL6TBlnkEPd2YxmkbhgH0WqFWlFoF4aw5H7Ch2Y7tG45NLNdjskojY6rbFspfuog5oXWkpzKhx900yjuh/h36jfJx7IvNp2EYMJlUoMhwluWVOALh7tR0i/7DSmPtqMcPBL0TahutW+L3TVMlqONKtkVbEc+jANbJn0r0bfpozrjTs8FDfG36GOpVYC+neWRbpbcjcvyko7i3P5Yp8vvETNhZ539ntaXzzHZxKQDRVm6DEgTWgpSDmQSpivHFd7KTcd6CYIAUPSYZvm5/FzL8vc0y+TeO7yGL7bN/Cu6Zg7V2C90QXGrnunhPpqtTs5DLiov/guNNbNMNY9kpOEGqUOrzb9Xo01FrYe7bd7cNlXXFabpJmscK5z1iTD0pEwc140dz1+RcuCnAXSh2LE6c4LrFnrt32MHp506QSAfD2yt3QzweZXEa7laRqF0RBil8TJxvSggRZiEURh52QAfve/rnT5tRGDVV7tnFagD+e22cSny4lBj0KbbqaItKc30601CVXHgz3yI8G0NQ1WA1+OzlwWOL8lMXK3i9UosoWeHoe9IN5TBSqTF0EAUUaO6AD6Si8YpYpzUwVWFH7sHqbLIhnTnX9pTlVHCfm0yT+C0Il2SdGQvILsplstEwtpInZWvk350rzV61jhPfkLDsp9V//eEs2gWTiY4uFR1/zrni0hC33W3dD3VcTA4xaM1tRtF0E3nN1cf+JQa1nXVfPz+/dX1Gc4B+EYG0eoYMSrJxH+VV5MWUom2K/GgAj/42tBMgh0ff9nJnbTbSnwhOvmh62qiO8IeeusnUog5sc4Y9bTXlzhoUAHOhLGkBrIn6xrhVZ1KSCplh4VlqKCJJlptf/YSScaLTB0vDVZR7LvROvS9TDipn8UrT1zccD9FotS8VGFqnLXfSe3QGOIqF+f9x5vzy7OYNMWNTD/H2a6F5YRZ6PyiVkejLc5iuF0SVeLhrM51mJrC+o9p/AlZUjo47UJutbthqLzS8DkkEscKWMQ3nz7HqJeFZnU3BXoxLL7/t4+XWKHRwRI76mmflOfp5pOta+p61Tla+wz5XNARtuKGjO57WTydkM7adIuzR3O8+Ikvo91l9xz4vpus1qvUI3spdvzIJwMT+QYyFSRhPPY1CiRK0sL+MkhuU3UHZ66omzKtigJWmjAzHmp1g+tbtQ5UrDZS/WvVjeOyykuytmBB9edNqji2Dt0ciI2MeeKla6I5MuHWviD6Dp1UkpZIpt/STw62ruhT8SojLk7UFBfTC8ObDncNNpf1fcSEG9mdEH0mcmHqa/DLaofrc1+n6ha+Q3XQIOaiC0HcjqRe31njOc5WQRLGkRd4bgIDOQ2ESN0gWpIhHoYxG3xW+w0ks456Fg91L+lOu4Fxo4gBiWGjJ3pwGvBavfSir2pi+I6CbKgxvmtvR1GUkE47VH8ngqmKXadiu0wpePY99zXZJ4X3vtp31mowKxFOAStvqCF/sEz8fp/Z55W/DJdhsPaEm0kRZ74fBp5IyDiPI6KHxMQrnOr68kf7zz4vwzRaLdNlKKLAR7oKCQHfl4L4UuyTmD/WtoftqsW4K+051ONC9s1pETsM/9IlUKjpy4yY7rNH6tw/O54Hf10qV8HST0PPX679WESJG6dpQpao1FHrkxIhhzrU/pVNaRv4s61utEBU05EW1At3SEbqSCa8FG4XGWYiXDrExYmnO+vltAo/Dil0lsTxgvyjzrZ2V9vNbaEc+4SEySIjMv9NfiGxwn7I9Fgd/1aDNRQy+eN1/XUCpcrUUqrKM9KYEhnGThqTtctJUyJI0shLw9VyGascFl1UCpibJY6TxRHtawaW4KZOIOPVOvHjKHIjsa3gy0O8j9qx54x0vjDIQlKGAi9NfC+IkWWTElaknrtyylEoa4daWDcVrbbVYoBe/ey5kLrpGil4QSIQhhCQ/A2XsSc80nmOdfNlNwd8BRKx1OpwSus6hoEQF1TwabakVFxt0X5L799JGwMTPQYHqq5CsKuvbZ6mjMhjrYCf0zRakqroL/0QqUdpFi7TOIoj2qlwGZFy3MdzIcaTnlCKAqI1UNeaICRQ84xAuR/FIA0lPtQx736HhVYG3skvbS+o8s0JiURi7s3ibb75qD6ysa1u0Spsr8qiyuYDKogkd/+OUgvqIBNJzNV//OP//o+nixe7vie/QC39539uUFhYdv+++o9TfGzxgdR0+mc6Qo3GdwdH+UfUD/j7jT6FZH8dONdedd1Fdkq7aKqYNEPnj7+sFcduwzsn+d+mIJqVBP4t6dzTRG41zJFMbv2rSuie5nOrHydZ2Mdyr49kXe8387VSp0ete/VUrATmobu1nZt8ICtZP2r6/U7Sk/WvR9sAv9QAWA/8YrqxrkbfJxUfyR7WY01yhK38YH2DitsbZf8eSvkdp/seKJ08Tt49lo7b1+NFCsq1lRarBpzkxE76BffprlbRyD6d1UplPZCUqu/+hsKDLySYmsLmh/NM94qbqdsnCaQmN1RlOCIQw24LPE1evJwWnb54qd70gdTDPvPQTix8IanwhZ7DKqT1a4mC0xRBjdFfyRG0EwLtfECDZ8casRxL3Ps0Ltk/aehro85+Bt7hdr9WOpuVxzYkr9mJaZ2uSbzQMQ8Hqlkb0jhUtnhSsbh9N6pFfLiesH7TftlfK3PrSN7WNB2qzzuyUowML8mnTYan+T/2pg85Py8k+XxzZs+35fT8vbN5oNwfzs/5emaOXpYXEnSONEnuiegPJr4cTHnRgx/vt7zfBGGUvGK1mBwNZfcx+LHvFXAkm8UwsENJLdNMlmkOi372UCrLuMmlum8/R0UfMhzISRnJ+TG330sNUDebbBSTh6ISTKzkklFSydF0kt/VGnOUB3K4AfU4iWOcYQCnqvrM2DyKyh+VsDex+L3wtxtDWd2e7PD63G5P83KMvbrnUx9WPw1XH/XoONR7YxouP4TKH4uN1w+OQ+Q7a23tAHu1hkejsfn+UT1/czI7qd7f7oVN9yHTlrhTwal0cT94Wt92IIbajp4+HC/9N2oDfiCEeS9CuWfz3xaM/F+gh/jvDye2A4mHJuOTiOFRQPA46PfrMb380F8Ryfs3aEv+LdG6w497Abm3o+ZzdlRup//p9/76KxG1fYCssmbshkR70bLfEiB7OIa1L1t4PEK018IH08GEex4ozQ837DdEaJpATDsGs89v3wuqPBADaWIXXwhXHKy2UVvaveBDs1svNqP9NLS4erH9rBksHXehvTzQcvZoh5VDEXW93Bs1odWJw5ql8wxGkXH70XC8tkb16LvVvhzjZt6tI9lwOjs6u2rZIFM+r4mThY2lA9aNQhGrHzFcCgQnqgWe/oK8JyLTloy5BEUuWjZz1QtYvGtX7a3xHtMjKA+JUzqanXH6totVgsr2png9yzBmNKkY6tVzefq+wjyXl+fa8igjr2vIcwH5XafrwOcdV4B/uOPa7yj7nidlZmq5J2QgqMrsXIy9kGIorL4Vd1ZF9V/bukZ1cy5tzhW02xStTlCoPM8yLlFeDsXJTfVxThZFyXGuN75t4r5MOGqBZ/kj0RczT4yIctw79vCqGttFW2yrgitfo+w1al6j3LWpdc2Frh9JXHfdE8RVsw1zLhzbxsXgsTRlYduq7AvC3nH1Vy78SspLmmdSoIVdbRdwVU8X99u22AlUmAdYqjxqXxu1EDGqosqC65zmXJT0N9EMxUjhkjHbiJKjfb1RVBbNt4+moCi9vOIDXEK6JCEYa2JytLmPTzi/YId445LOlG3aX4vb+oSIuIatibNpDFeVTw8IPKMFUaUqidoxX8KjGt2TgcLxLtvVtewaWrw2T5460s745b9ukS9F67MldKziCjuH3DdauGIXg1p6HO0IQoANTzXpaXHLr9yStC8ILe6KX7MCRfGFrJ3VU0FiLN6VefdAglTg7J4Xok6K24au1A/5BvUyeXHusZbEs9W3k9tuS4ud0/Rv0yLfPoi2keVjFND6FluSBc3TEy3Sb4QWeUO3nmhH9UlNYpXIVxG9UEf22pmq/OAYOE/jE9oXeqXyuRoPuZQy9L2iemAq5UFAo9/903fOd5oRIF/iBK5dVGzF4ap+IY9jv/F/nnP8T/f1n+7rP93Xf7qv/3Rf/+m+/tN9/af7+k/39Z/u6z/d13+6r/90X//pvv7Tff2n+/pP9/WrdV/XHi2xcrxs+fOp4M5/xB7ak4ZDRY1jJmXPZqNiVk+3eal+RhgprrUmryHPnhb6Yy3uKvUwPv0ncVSYB92tfStP49fmBIOfYGrISMWcJ9esuOA2V50wB38nei+qLoYH44W/pRSR8paiSxM7TPkFtWMq6X1DoaJjEvOlGlmSszHqxuUGV+NSyXBpECJci4w02MFpIfkdt2+fOvQyvr7fDOnE3C8Lvcbg4kVXVLu70eDxRSTvYVsepGH8wdz9ChlcxiuMXlyHLCndT4V/YnNpzzg6YBdpg6jPs2m/0RRSiSNfKeNh3NdYDdW2zKyd6uir/dnIxYJLG93U4NVmANmxjd0YJZEMnm7Gi19Nb83TBWfpTfUt5ZIwCeWpzl5g9/gpOvlyXvXW0oqI/bUwuqARf1tJqz5lJkdjNe1yByTsdQcA3CUuxg5a7nf8oJq4InYdmMp9S0n6A190BPuWUUS1bA==</script><script 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VQsD2cZdK9JS40Kr72442jyUNirYHFIV33CNdyXqUqTch3KIRwCtCB7oEAlTJB85XoRtZxdG7zlkk/BjZ8auCU79jalN7IEpFLLnCxKypShPA9BKXYZituuuCYM0xsaxAZ6JWZXedomj9oyHBBDgCADxnFSlUUywZfKLtnAlozmL9yHEDVJ2SlqM3HjOaiuK14ziCWNWRIdiFvHAUSSNAWsiGwv1HCUnn7hXFhCZVn6w1UyWPPm1k4E6DaokvdBoLlJRREAOgQToibxLtihsF+eq/Nkms9KJp6HgW7nGglXR1ByXbtIeFWbBUsSkmuSUQpieCOVaj7MFQ4dIq28/QUCbLnsw3w8gNNka9QyknXdWZmxDeYnLkDh06QGjVIUHKKxhr0EmLZUnBfVPYcboTqWvYwVxJBZt3Q8UgVN5F+NC5IMs8K0tPUI5eLFls1S6hGiMg9gw2yZlOCHDUmQjJscoTrZKMy/Nu6GktGZ52gUBmqxb63SXLMLJz7ws8Aazscll8PO4n6vu31aIjr2Yw/T1J19fQ4NwVAh5x9fmt7rAz/qWUndeASx8HawdcPcCU67zjYmCiJtCSAbh2kDEStAJPQX+zAbIFWMg7xKnBHCIRokaoVOsF2fHUfIATYVdYUdBEsOKa+aS0m07CRrOSTxiHa1STO9Dnn0xAasN0J97RZv0PBOSBOBLRr2J6rMF9iGbm4mR/cGEvvdxQTLDYS4jJqX5CP3Wsz0iMBp3QmtRC07w3ViSwlnihpyMbJDp1Znm3I7uTlMo/VIWbDm2h5ycLDM6AE2boiLDvXJSeqReSKGBdmZzrHMIFmkZdyocpAkkF+g/nrmeUpig1PWZ9BOHIBw2Y/mgTCQzDMmaEAKcKOMhcjeKA4TMnXy0LGhB7p0ZDbuWW4byXOTQOPUs9ISgzoszY1U0JYPaXCUmEvQuTTrHKb5vMDnJMeyyYIClckzqsGihG0ikqZL3A70AELlbLULWCdLKKwsZJygiaBNVGi54ErqXEI65KmolAkljKocJ1Wt6G4SJ6GZMDzbZyeKoCEoExdatTP40mChU9twlqEl51PygimFOEJJ2yGadQA50BavqQr7QRFnSqkw38WSs8/TlmWlqHLerQfM4PZrlo4M9XZm3NPExqkQkRjLkpQrjF3uEqjboulogyevjuS5GXJ2KRhc+Tpo1RiFPGRUkUpGvWxaroNTpvzP55k+phIexIc1bCA3t5FCiJ8peaEF5UMnzw24eBS/upSjup98wm+O9n0l4H21SGgf97gvBYIHOLzrw73nBh7o9kdX28Rxbx8dAhwPJexEVMGXxpLUsdI33EocHc1WPI7kLpDohM6Oz8ht/5WZtQD73HPw8XjS/KjKqxa9VbLfwPkhGp/srU1jjQmIpcV4k0aFNXy0rD53Eb+EdlQW/CdmvRxxogMrOSdUwF1IL4lmqp2UZS9BeA8Gx5VOxvSSJPuY/e5KsfE2JFvh4otJf3MlQoBbUbsRhZYBfePpWgg6kE6Aizl21n9Zhw5FRhs9eNQ0lLKS5hNT874iG60T7TpDGoOV0SqH+CCGM32JK5QTjofdspuhYWKVwQ7iQevcjuvxOB33RwhOr32fQK88LLtDrcd+OGaN6u2EAKQWDUiQVVhHQHUu0X629SkE6KnZPrdcBVsUt7p35KTYMYFMvMo+FDock8oW8YvtnD0TE1ZSwrgcyN2aRHWpjpc7gXty8LZNwKoblxb3kx47JDgCrASoQ0304rYPDchRPqPcAyXvNGvDosb0iXjgWS0kqmJOmWP9fFZpKimaJTi7u6nnfdvPabXtdOwzxDQPUM7fL2kXjsGKh7rYZz/2dbVFYytmKcdlTdN6yLbT6rLfhzQdjqXs+xFOBE+mJ7E8CU/mMk1TtXW57vcRx/oh7FYQJFvd137odg8OxfVDkhgiM3lrwJ/MQJicJk5kD1K7KWQiYJzmJitvdgo44ytuFcbs4VfGIifhZdp7lSmORCzIWUlmGk6xt518YnvzPjPLR9Tcp71dnIP9ZlfXso9rmR40ibPfj3keWNris3HV9prN1tHG9i6yhomkedSC0bYoNQOKVNik4QBQ7SboTrhgib5p19jbJ9h2ltQxtpgpaMZhxUyHK84gWqCwEkiXoqMSI47yiC71kxRJJAKfXUIQuRR41NiWtJ4B/M2bLCXLEs9LbvZjG5WrJ9krkgDhdrjNm0edsOCZM1dovtMUCoVfLdmdRsqwIgJU1E5zZEtUNHCQHPJJDisghiPVVwITqAbtUrGgrxOYiHE7kifvItm3nLBk4U2/q+VgQRSJ0TxtgatsbX7ZE7CkTnlMAmVm5HNrxDFCdpIyetUDDF2cEHeBHjjIy+gyQy8qYIGd4KPs2tFLasjJwx1tjqeGDo5+GHcUXyszJQxipPSgaqqsDo0jWzTTZfmHVwxdgNns3MoIR6UzL4uoTc21m10tleWH+nmUcpm3zpCrpUG5HVxsuwcYKY8dN4jj9DWkLJnsJPrYc2x12VmB1BgI8DYLFD+JMdU5Y4sD4Jk2UEjhPeQ4QU6PiU6PszxOKvUahCFhHxpYsjyN3A8GK16MsFPH/oeT1pPMQJnDS42UT6TldsL8mbceEINEYVLmw5VquEmClAT6WvR3VZyoCQLhnGMoTFJipj01TqKxirHKi/hJBWRbsv3RekLdvCkP+qLu7nfSJNAYSN+mACmS0aXs19QWy37qYYEasZ07Wy0dHjTBOfibXSVULotcSPzusEfGqcpFWqBwFsLWeKyezccuayMIVcIqvB6mtrMokiwsHOiXODqryq/ZbBT2msIYMuguQQVxdnspDmJ7CS5O5bV9JW+QeuIllIfbwW3x0MKmHrhaHTT2gYuPHSIPsNPZByybsAyHVOR+c0Zr30NjtDL0Bov7VmNyK82LjVgbxL+yTZXtbPaqbStSsoh0qMHQi4KBCBD6lI7xkmrKPgXGfEz5HFg3XKLNMzoO5Fw2BuUvP6qtnU1QedboN6hVLdF8WR9XsYcgKuGT4sQiprs5LRYdFjYdlIjpjhJe5NlP2lWlsHJ1kqvCTliOh7ZUHFb7pYe8LBb0JyeKDILipqmGD9Dk9We7nQ5gvgxHa17ReFOgqEPGTNBWCNk9gCjkAYR1pDFlswsmuISkEIBTLe3nv+0Pwzv8McEcNFvrzqoivJqyrva5HiwS1DJNUVYKJEV6DlA3PeHWT5gjlbNAS2o9uycUSAftgZSZ91MxpULPBPiFLt9yck9Qs6powGoojlyPJBzPaETA4ZN+h4CnKYJDw41YWpyPWEaFbDF+avyyu0QYWi/UXGZCQecNMUMAhI2kuTQNSElFnXnEgdwzuSwCwLVoC0u5G0topu21+FuNLBGKKKMnOLmiNtoa7qmLarehfQQjL6DimfgTEhfR0UcvFIPqPnSIiA9D9J6kkIIBs8zkoMlXi+uusdNZkhYVdcLVqLCbKNMkNCyc2UoHrkSqL+vTkh7YuQX3b6OAANAxdkGTiLfOPklQgDuVf4OjxVMYV1+MQiWbzEKg3v9gVUlbm0LdzhAGSjidak6qhW8Kq1XeEhijdcfqx4fJKiULZmK96WiHw5EqXjRuiLh1woUFB6zQKRhaGhtNn7VO9W9IGW+afTGnQ1uSJh7YmUDHs2pRQ84VWzlTGb6V5IfYEkqc9UxSVtU0RZxroH2ybD/pjQ7WWJMC/mD9QYfysSIjLT0aJwHoEFTu8kyDo+5yT9UJuUVUhywZXaq7kWaNLAdyWtKTKZj1RfHsOfCAw7NMO5NkWvD5wokxFKcNw4tUFMNKO8LzOInAQSlSiuN7xq0FTXWunLbjUEgVFYTJ5ZomiVNTTQ1Nxy4YLN5gKySSzA2lRssx2yC7J46FJC9RRPUrEi61VMM2z7FZfVQtZ9jvp76E3dmg8iK7JWXAuWjEkJCkgVEdDv2BnypRCn9CDgf1gzByoI+9z+k5k2GPI0sJGusmStF5c5Rq8kqS9UrIMieGIMtEFpMLrMU61PDJs2Gsl5MegHddPli4ahKjCRI/2zB6mRBqSqBa9kXJtIT7Lsw/tFAnjiDFaevuHlxEaEuaUhMVG3yMBeXg1FyEXctWnVK+WBn1AQ+VyJtIYwRYhJUxj6ucqM2tlBNkyRcAsorAbq6QgVBlFYbJd3cQr42FRo3SrJf1OcGb2OSztGDDyTWEa0yCvbUU+SeQHZAFfshqINOkQ2oidAiwI+Phsn8gixTlrUSUTDlNhKlPNjh5k6W1pzYfn8gkUt5HmNB1juh0hlL0X+9nKRra/bNIHNhPTcJflFiOMsND+x3NLjTKcEs5GcbEfRuMNdgZBbVYEAnlTcbpfQgu7S7Qw4TmSpQGWM9DHXB2L98uobNZlu3o+vq4iy45LA8s6vpouLnGOPKa7kJ8RXqKNN7MzSdhcD1s3uEttRMoLjmgSWdKtZWGnB6IvexwUNBFoDU/kzU1z16m6Zwr+2VdLSqmg21bK1gPmNysR/ulZbqHI82c1oMl/5PaKjzEGmlABPEJFlnqaSIRnHlFLAsiOSyzbPFQxaQ4EIhbReIYpUr0P25E4EzoOU4SaB4WK6gP+7zaV13bOu0OitSPN7cwCdNyHdcHY125utMIxGdbqs/YnWYK3WnjHkQwo0RideOuTaesUQ6+1HY21EiyUI+SsQ12pWI59Lif7SqFskLtZau+NwKYkghStDIGMNQCqvSYLO6lAc3WjhaLTEvRw83qdHdedsomSlw+EdvAaqBJGK+xdKe2ioaZOD6lNwVWAMHqFqnx8zTLSCF4EUs7LrpxNRYDRHSERmEVIu0pEE5BbDs4Jyxzh0ap9lJNGx3aF9hsy2Dz1yE6w8EvrkVmcoeimkhiDc2yTCCKqAK0HYXlBZ6FDjwSEcJCSdOcJZSDkRm5iAO8YxtpkpyENIrb7LnaRBwNjAlUWQ1f1Q2lT78T3nywJxlkN3lhzQ4HUx7sLq28JBsEu0Yt+1FVyQEB1mTMEohtSMHVSAggprqlJWpnGu/blWy+rNKsWpXVF6mwIqsRutGHLXHSmnBVQbZlEW4tW3YvBYSzmbgzDDRRzrku/czhDRaRq+gl10KDYIN97FnCAR48Jyan2dWnIzLqLPn0Ko1R2bI5tj2f1A2LDuSAk422CdRx6nh5xifEr+xYruGgMkDtgWjVJN89SaAVjYeVsbnt4pyxbdCmsKVdZZwntHtpOzu91m4fMh4Ou74eV1tI0wY56RxdhI18nzYXDQ7hRD9lBzOMAWWXCWEWKql7Ww1Ef2FGJtZxHG8xHbL38xmq8vvBAeVOYV3Z89aAxh0aa7kX/ZqKQq6SJNdZTI4tbrVy7Edq3oe8G6B2l5LNkjpB6OztbNNgCEP1065xH3aEUa7BA1xVsizDLLphoiFHoCTMG13S2VjFN3Z98EJRycqxe+vSDQJSvossQ0MQRN/KBnkXxCIRPGRZ/gCvl43sjP5X4TnShEtD6AtsKrCOhdYzSjwkebHSHrZvmnSJZuFo83b1FN12R2uKqFp3+QVpUqCSSt6wnU7A1NJ0i2wte7lOLl/lJKhrw86CXE+Ia5BkhbdS1eimg3aViVOf2AoEPqnXmdZKoVPmgpenOXw/eUgMRdOciLwGOu6WCxScCFkA5VkYkMfRu31oTgIFzaqHciHljGqXmQhG4KZgloJQ1pu9L+HkjeB8Jh4wnkdfES2KcpbJfMbYBgRyaGXbV6S7SGdRYNnlDh4l9bBDH7TAVGRdy74tOzvuwg7ZQC27fNiVQ4gHKMDkCsCHhY6d5Q/xCDmhOR7CfilhH+3yH1LZxeN+fziW42E/5ePuUA6HcNilesjrfNz1ne3WQ61P5ieWdE2uglJGvYpBDC3HYI7sRmgMxcWHKxbtgm8J5rqECqXgITq4YQFFRNk5z3TvBapzktmP5WxDS5/j2SFZhNl6Ok7TYd1V+wqH/bzssuPDSHLOrldbFUkStQkAQ8mnDPaBiQ6HUTNV9yByj6OVKhQ4NhMHmdOo76OLGSek42hkeNLGWeW02QaiEeWqCGpxwRc8RZ+aF6J0oBxWp74xa1wOEGMGx0QlvBQ7AvTy9oEOUDQYC7jxhmcfAYU82Q605yLieqY/nuxsKTGCRYxkIwWqOVIVE7IH3jIhaG8cBC2OUWbJdDJhQM4KKfSDIcqUGRcq1epRYqo0LUe3htDJongBVc2s/oUayaSLVnmGs0aB5Z+UqgUKRle/O04cxe5iNbKFElvkcd63HcxnpqFFa9sfs5mH4ZgUyzo/gPHmx0oxg4QJLN2ZvTFEps68SU8SiEbJ1+CZbHKRWLziiBTNlfCS0MRkD7CFTLgjF8T8ML1FYyhHhzmwJi9kOc2e2vLeWaWxpP067/ZobqL+8QUS2MzJdvB2DqM3p12MwSRuCDNUFvBk4lnQGVhE0jfm6lUX6Glqs1H/PW5yjigpmI8kukFzDlgGq5X8S4tP1N3xxnUnGsECgzrX0Mut7mKLHcKrkWdSl5vULlCbE7mEmVzGM6VaxlYJsTidhH28CqUbKVRiqZn0Ex5zgQCy1Yq3FhHkUHVVXE0FDpH1W3Uhertl++NinzEf1rBbpkNoRzu8PAFhDcuErdHAgFLoG2yOFONJAuleKgUmNzE/ZCOB5jXa3WGowkyisxaZldXgIJkYfaJdB6uOjLrRJoLeVBksVFvWwUlCafQU+GokuJDvG36FZQFAi9QEe/UThAWNmkn6pFge2BJgFFPdkA6vcFLmFHpj78Wo+lusa4DZtRDAbq5KKmpL3ZNaarm1zQBQgAh6ezEjrZl8y2xLuqgmye7Brp4zc9KJiCS8/hjMI/OwfTUPdaIxzHAXSUeqbgIOFFWaMQqnXgN43t5TlhxZByLcPbtQSiCniIxqGJxFF9EXDLNJyZ1HdJzPXJcElr+uJLRNhnitH8wtIHnt6q6FThBQD3eEm+oLTYjT6LABdnSmV6lDhxVxJ8iirk2UlYHCw5n62x5b7UDb1eP+cDhakNwBFAMt7FrasdRj2MVlTau9Zt+OSI3eHIo4+5IvcQBd0digzAcuIkfUM9epzxhCHNBlOY7ianHbz5CDphAia1lEscq8kw/O8t3LwzieNEvvwBOzBGCl5lxzKZsfLiQ+iNrneskITHkAlbbqlas4ujYhqLGwhS3SNnJa7jy8ZgsNTgBcxkws0/MReAKB9dGA7q5qRYQS8PnCKU1DSNctjmt3ybOZmMM06d6lWRQIFrdV/AwYFXt3OA/FAhcsC2zSVElqF1LX5Due0tbP4HizCWSJxjj4ZRIYtyt3hiyL/pfB21dKKoZo8RBMRF990loKQEek01SfwS3TakNa6EL8Bigx4QM34pE5h4YWzPB5H45zM9tpJdAP1k7rSXLgYSOG0fOA9K3iILsgMRrZjQIvjBZ0gOJ1U4aWJaBAp08KyFR2+ZJDOl2yKXNIQVMwILfwJdhC1kh/EpmJrCs3n6TYt0vCNjocoTeZZnVbMbJwjLAcACC8RZs6FDiVwu5e49ovKxh/Q827UxSH/l92rrBvV/OwzJh4X4DinN3ra1Yzwn4TRlCnHVKteVsI7E4WduOTWG7FCtE66GLqfD9U9WMjT1qELN2D/JrAy/DkBl8MRj1TPcliV/hcVF5GWzXSryXUoktCES2aQKYDd1HiICb7vDOSmk69WSA9Jk6pyHjAbJN3nPwteeWQ9yux1EomUCHWBpT9wgyDcUUhBelUVmc2cFopxBEVxEOUrUrKwCZAuyPJbhjmqsNZJZPGECC/5bNOyomwXTszf/ITpLCcnaHISc5jQwGaEXRL8PFllkBQ1ZgR48SZSjmWfNBriwRQrIXGBAE1gCulqfnFdcslsdhJuUvTaimZpbFthzuOmmu/Px4tAVrXdb+z4ALyDxkZFOCazyiuhZkO43aEdsRG5wEbaxQzKhuUZmBgkByHDfi3glQalvXDoH2W1SzQThyJkl2A63FSjMFs4Yw2JWL56+TAUV85CeDqrcUDTHA3UyhJEsKdvA5CngnsPXmKuEoupBKJhaQkdhzY5wyO/CQFcSnPzxwxIecs6u33NI+PK/lcNvWT+hZDSFMdsMxScmamQSXE2vzuV0FTRAlDMtUIUUEk4gnAAauKFJjq2BoAOgdzfqwIsggkfYF+V02+Bqh63aXRLo8aK1TPuOEtJffbFJEJLvtpl+LSi5Xwawp79aYIkah1o7E77MAdUSwC+Bngkg8JrRQo3WaLcscptrpaarQHcJRLgAecFF+Q8tRaNog3BzpNkIzGrV0r49imaW0fvZ1aqALP8FSRPzVdBh6gyS03RFJgB9XIYZq9vfQyNUCjArraVw6mpuoq++FjaEoLRQrbUPaIrrGk+pGbSkOUTMGfkmUxjdkz8v7k5390iQ+0rgjJ1erGuYD6NmSJhyuFIHMkS0melPY+yYZ6lvmLFyIJ0SqrGnHXeoBcBPti9hkExUU+AdY0WqYNp4VlEcl9zlxAPguSSB53YB8LwdIu2rEcY9/VJa32Q10P8VhdI3MkToRH1baVJmxeFqX6DU3/lO0YOaz2Xde+azhIBMCqLWpAxPZnpE1XSydABKmrlNxo5QRVRdBIdPVtfkdVgTADdUv7zNTJEut6ONilPYLOldY57/OutnYWJUopXQoWHs3jh/OSYlDsSC69RG79TKvGRGztRMVoiKAC0CnJdxKhqbVTvC5VpplnSVAB5xfFF7FI8cDsONB+umLOLHlHFDhUFs5JuiIU0wPKirXYhGogMefoQvdVNi5T85XDsnlSDpF5Txg0LAaQvyCmHIIPMPAg0LLN0QDdwDQRLIamg4O6O8SNiH4eSYK1HQuqx/DYjoddm4/2vGb1z7HWgxW48+bFQ0WYRHoTZNwsM7FjZZ/bPu1CX/N8tK05r+t0XMq01B0c9ZYz4gpGV7vCfFQEcgpSz047hVrdlqc4c4PN+Or0DHJGkpMxpfmL0nSmKEpXcyOpax/rdm5xTGnRmzAFUOc4sqeMKnz6NnJa2FLRVt2W1qXpSSpkO4uTOKcCB6KaEevmKmxUUzceV5WpRnLU6ANP8GnWLgNxkhzLnDECg36pzpTh6ZGVVdBYpielE0EAPNli4OzxNkZqrNP9hMheiSCjptCeNAgZW2H+QrgMiBkVC562dVgcvRCQB3n21u3GWKyEU+JS7WC1Iz8sbYfMgd1wSDCiVKfvLFx9AdbES+cYENMhxZjQpYT3m11j6giD3MX2EMl9MCqcq4PGxXjA3AtDEvgKsANGwuIEgzKNqlyeMHGKiTLQLVJnjuMIAMJ8wKpbzHSkBjQDDgaUIxBErYFNzABES0AcA0jjoAOGYAu5IFoBP7bM+6zQkQefG6lkPfMiWs3ywNLMztHdYbfWgvF4gIi/fanlcNjlvMx13u0Oi+2VZV93tlLm4w4HZw4QHDrY7/JiC3Re0mwh+jAdFssBdmsJuzTvWWSXfZnWVPep79bcLNavBRXq3jL9fT22kNfdLs/7IyY2a6yHtCC9s7tkC/xwPE6Hta5xsXO+7Oyg7MvOTsuwWPC23V8Odpt28bg72Kli5f3BUvV1Py8Fy6GvxS7TcV1zWXb25LZvwR6R19bAw2jo07dp2gpAxC32fWlSx65LQ6Ne2iNUC5rCQGlbUe80CeeAQcU5ecvBif5tymdkPrdJLQucZ2160IFq6GdzvA+MTYWOMmmT0PuUaWocykyFipa20LDmktqZ3IiUyieaIwWhIIM7zHXfsBhwMS2AlBLZMGBWEy1uqxWIvZIU5GuWqEnWkJuxIHE7UjYYyYml8BLlQCocB1QbJ3kGmZ+0Dg1CyY22J6OLEGi5TepzkYs8SoIevUpAI7ZDBhsUALt3mbNywaksF+IqJfO/zYJvoMnCeueANDUCrNP6amf81GYB2kqVWDWbN/ND/iiC4xjnQ/PF/hxPfedAxQ86dZ08XBCvcE3Qh6KwoxXMUNydZtsx3T70zj7CTkMIPlUUUTH5Z9v53VsTlHacvTVl+xgFA2nR2XMVO67rdMoEQcBnwiWUJD2F2HlEhKCQVna1DeinoI7E3YdGehwyWhKOzcpEWOqw2d+kSgYSlMqBtIGhC1XNo7ceKbtJj9EClGyCwdxmghMwaqCnUJf7JvPAQCKF4D7VO0pN2oob4tXjOsbE1AaiHFyGPBASEriHw02xioZbQGdlAkix7jYfFguny6EclyXHJR8KHDCV7k/UaM7EMGP5NO9PI3qnk3lHC+EBmaVQdQld6aB7xRsV0kgFAxU+2X2Xw0VDN1ryXInZX952vfrRhBImplhRrn403fBxlnx+7aCmOeRoShO9MhrRmEfxOQ75gMbf7DcVgsNBMLpI7JJrSCSNUmQ3Kc4SrEZQPaQuMUN5yDXISGjqjM9JmEgnbAIGpTRSzFNWw0Ktx2InyxkdjDjUDJ2ucNQPd6tWMjAZxJO7rnY60bnYtQuIFNpWoRMwzCAAmbHsA/Rt0HDoICleMTFjaCiRIkQnD7QdcViizGykTsbiCz7zYEEDLmRpsrXqPlS9UoFTLafOJRSW3Nbe5nVBPjEdV6urBNannLmEKHQWZLHRMblgK3dCLTgafNzvxOhzXgQGJvMre9v44NDhykCrO9Brh1AEtiLo/w137DM9pHgC6GmcXZa4mSvRFKMMOuDEtgrZngAjapGgNpDGvaoIKLRsi1jzOYGJvI0dCHVIolf5GK/FAYFxRRJcsFCkqMfVoHXSPUII9lzIqK0bUwZnBxZ+Y2lUk5M9CxOVwjFFL3yngtG7jLIlRJQlok86e5QGgV35iaQ2SmVIbBVsGQqCwpQSybhmAVjk9huOIeyIxGJtwzXP0rFwOqZTPKN/d0MbORJkRKApguo0wMsD8ESZCHWSE8VXeDBZBXvmo6LTb9FIc95FlncxpD8gRz9g7TRsQMnQiGLfkoZS2+bKSZFG0Fdmer1q4wfqnnO/0rqEzlQznUUkdjw3Uv6hRzOwUV04MGKCyJlKkvSXvlVsG8oTLUGawyWpvQlqS3GdyVN3AIiL4OFUsmOlT1VPnfPVpeE80rvheZ8lQEZ5NYwHADujPUKl8knXRrWPNRG93mduWaDjSE+krinVbXFFWjocarRsMITdEixbLB2yx4STsPXTMrfn3AUbpjiwV1ktb/Y0Xse3HDdcMpqkv+Y+eNsgYNAByrJ/cyjvjN7iTFMr+GTVYV2B7k4jMiIR5oaVSJkoHHyjJLQL791FluRoIXqyB5VfxXpW/wTddOSOLvexQXxxFJOJw1bMRC2ezDGj3FkSG0G2ScM4xhmUI6BUp/5fH1jVnB0tjgAKmjE4fFW9Pw70GbCpNsy4jcxugnEBu4Ezgb30BaFNoAVe6hKwRpugDxI4HBGYl3oltg9jc2ru8K8EVQa/nTcsudzxmndzC+GIA2bYWonbWBhqK2Il2K8Vu3vemm7BXmLAahkzeWmAi7VHbyLdqbCP30odzQKKM4B7f1YUV6DL2De7abJdFPnLULUj7ESEZ27egKlld4nXRKRYIvQx8yCkwLV71GS65EbGSopu4LZxqgdUGU4gyaaTTEtvuxLdPHMiM9iNMnKhjkDniGCwjTCb0RyPTLZOERbenk21HD1SF3YpsszA0UUK+UxtRluGZd8X27rzDlJ2Vm5NOHVk8jZtIWZrXVgRNrfDBNpMi/tynOJ8lCfK0GJnPtkArtYYhJNESjtHD4/e5U1EZM/0FmiuCSQtmAdKa5BFYchkC8VqcYVG74ew70+NFp/D8FwF1WpifeXIevi1dIGRMwnfxbvvtUMeM5KSRyYcC/mZGDr11ogeZOsvjwA5Nzf5Y2UPtEeTShjp7V1CnLEy54lUAKF/p8Pry0MsKvW70XslSKBLzDxTSYL3nqLwFPHJUmXzjmv37klDnMeKmQG3t7RbsOQonkYWmWIKVOIMLEd53Fl1EmY5udOgzdJBuAQlp+h3JmGWVJzuuqCf0GbBeW2bIy/745p7Ou7tGHZZHQKAKY4hgYOZCOY2WqtFAsqRNZhtiXqK3Y2dsECdMB5jtosd6qO/exg92U8VsoaQsGpexz2QIbQkz6mChg0SniALDpBdgrt0JgJ5JioDyEyIZhJOQFWaCHeESgprcdCBfKUigcW8tZyrzJVtnuw8f+xgatgSgF7lBQBk01Y7FYI0pVhOP1beU3htkKvSPbbKEpsRd+Ymplxk6s5UTpxctCGH0/rMHlDrGq4myd52FqTJKu+ovIbG2a2nwcMBZBhgACwUtDdBhFU1i/5m9y466mp6D0299ZM5KDyCtk2IDh16s+W41lr39ia9LVptfUzdIjtsck+pEkHsyM2LvGQgYEhVeETuSijFrLM1eFstyQQkKuUiPz4Hn4J5Bzs3cad4/Wep4bLO5fafHF2DSZN0mkBvPlW3IkkVam3IZpZihlG+PoTgtEriJhykoZnldBYIw9DaOgLB2vqhH9A8jG21T7xf7OI2tSkTmmYAIAG6Rc4yzGZ6AEgXgRzqo4WdYdeqsLrXvZ6gutJIXRJKt6EHScu0DZyLrzurwe8ikJhFSPY/Ntd34kqbIhVPEdUrib2ghCftIfYA2AbCL2nNEVioUcuJXgrtzLk+eB1K32AuSphGO2t0koCZe1Nn0kqywr4ns9zaFstx5nV3qPBpnOsxWckP5O0xhsOusqkRjlbW7FveLX2almQXa7+mw2K/W48HSNvY8tpbxFynQ2qHg13l3X7d7/dLz4v9olk5WOoOEgRhTUd0J/ux9yfzE1uEE2mAtVN4hQBUqalE141Fd9ptSyD3HYDHLdXbJzPJhLRUVdeVNQtkZ2byI6aC7x/6BCuA2YrSgAJ1V6aHwIUI3p2tftF9IYRCXB1e1k5TR+bSC8ASukmhzj4uyheoto/OV5roytQlmIy1IU47H15HZhhJcVXDLxby8jpN26iXJThllPpcUrM6MzYJyC4UbOGcR0zETDJ7JoLJ4lkRdZpjqllAxsrCv86SzcoyQi4E3DLFUU6pi9jYL5yBq8PyIsCQ0keoB0WnaTIdqXTd6FGWv31a7Xscp2O0rOVw3AVbCH069t3RwtPetlidprqzbzKrldRdvyQwwRoEGlvCc+Ax1Wc7Ix93gvlnF/V0oqJ9JRT0s1Uy5RQT7bc+a2biM3P4cTJJpb+JXrjzKK3SI8MlV/uQbc8osQFBUWcpXDF/rKIxT2ryBO5wXD20MGedg9LEZGsDTlV5nKNup8I5HofEnKJbGkJpj87GH52aOmFjoidRlqYgbcrweNr0PKKHrpjnk8wVABV+EKg84OKqFO8tJDKDhScQWSbfHcHs5NdmEXDBBp/SYV3tR8v7baug8ZqWHfCYdkeXQ9ntuzcCd2m3m9OurkfLGI4FfZ55JIy22QLDnlfhzFVCZAumD5xp5cM2DmgMp6CWe3gQ1ND+47VTIUUZ8apaN1kaeRoK0PwXYhmo2OekAoIjKC8chgIEJBUJOaZBAODBspFPMn+InOrzkHECJGgSrPOrbjGDH21D0FwORdYxnSUGXYjYAwAgKLcBIhQKgDzzSRQ4JF6VGzJi7qqxXSHfAHenusOHDGII/YdjWB8KkphFzTG7iPVEM5SRvbg7JijWCScloyRFIGYqE6GqtKs3EY3KxIUoIeL5NBmI0xmvZ5zPsKyS8gAr+NJqWea8j/W4X3YgMjFDnKnBYBvS23LDTdHOu5jOwiiMm3eNu9sbQIJBIxqxXeo2ALIl3939XZkRdelByBi8STrXbgw8NpASJQEr5zqWojRXAM3MR5yvRUBHd3OpSTgO9mkSmrvIMtlf67PSkVI2xJ73ZzoSTYDmxVicgA6hrfDEih1xBGC1WbIIGqzmSpHPruGMCoMKwUwKX4N9iYIApgDzhqyb4MSR1npExbssaS7rHoDmM1krk3UK7zxaEdsf0q8w35BLJrEuMptNeYzI7D3KtExWKq621a2wPNr5dkbuWU+nbWcvKKMr9Ds5skGLxZsrlBXhNW+kRPS0dVpwvUH2HQrbs2ujQxFJpg40ZphowpFc8TE6CwELCMuxSOkwE42ArkOFbrA2GdWpKiE/5EVDH0S6rE41RH+YBzr3A7WioaMUKXbaqOOGDdWCs8HQ8inIIUDSQfmOcxudJxotkHUOIxIk/Ez2iY54YKhAfn4GWFaJR56GkRnnSrHbPol2ofdl2mPcvtgKQi2OtmIn1QjIyo7OOtaWwxtqR68MzdX+QHtdIMF8OjUt1ah5gW9qnQ4wX4AZkG+iMMY0aJZN8kaowVmYBFH13M+IHgB+e7hLysySRiQCO9FNQViGlui7OA1Xxa5eaOU8pQj7AhgEQ2Gix9iESIZJhcq4FPMmIRTc44ISj3079FB2EC5HM4wmxk6hdC6BQDmf5BJClmNrZfkPwLS3Oie3DEWvh1Otnvf7cIA4JDQZQUBLx14moUzULVLtna1u0i7sJZzF4jBZDFymsk7747Ed9ru45GPo5TSTtrj9AO3cy2hQSirYrlt3EiX/hUJ87mXbNpN098gCxE84LqQwFofYSCMcBhhEFGn2fapqZoFSqztOUY1ZZj2Q5VaBTfsERDca6G3wY5qkM1Fs7K7IEMIKAFok2SepPF9Aj8SMEaYXrbkdOuIiOPlqfbmqPLp+ICuio4UmRaeC5MSK7KSkSRGjOSnS12koJcnWrQOciHDBMFEHNJnc1RqPeQfBgX2e1t10XKolo/SItOQ6a0TRQZPUo3WYdUAHR3Ow13HFZ/b705BGlaorneoDu8pzHcaGAAMGgmfJNQmk0KBHLPw3b6bGNNn1Q6AWLWuvwpQv8GylExggAhv4GycXPUvpDor7mQX7hQWINEzZCCYEQKBv9B+AuweyqXFwU0AAZO86SrkBuFJUwMj9cRv67Jceff42qXXfm2drVg5Rqzt2F3bmVL1D4JMyXScYnmbhvdXh1ULPt1h2xxYPLe1aOOz3eS2HLr46zQjrRH1cL8yacjMGSjmxVebYcTNtITMTXupeMLmrJWgMLWvkIh4xkVXO51A3vwiM29STlt+dpPWQmsDhSc4i7OQjK6ROlMg8GOnRu7lRsQXT9gTkRM4uL1sIucxMb50m+JhsXmXazQcvg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S4pWoAgk6+pMsLEqbB8KM6xenh+cNOB8gwmiZIH7kBfmTU+FzVgkemkhMsRnSm6sInJBQ4BEVrtCCm3ORB3A71lrdbxxkrnwLoeoYvkG8LiAc9MGRgrumyDfCtS+fDt8M/s+o1nSKkS9BuMpfO4SgGCP1e7JJEKEGQiWUTJUpMsA/wh35zyoGZ80jgAfF5TMf3Y2NT4HARXHrUplFqBel3VwHlN8/PeZVwVtdb22iUcB2Vod451mitYgvRg5NAS1o5Dmcn3ecsJFVxJn4MonWBNLLfFmdEbLv0ZylV9RYs2VS0islM5xCZOZY9DGxGNYNpgTWb8cUneTaBpslMl9Tcy7Ca7gd7nMQtBcaybxcoZAlmOldNvBTYitfYMlA8lhrqZO0Dz2IutRN4e9nZUREeGNlncL6my82Iqfk+371YUZ9HqqL5I4cr7VqP3oPEMPJ4HKylvOUIi4orlDt/vHPZIn9n5xgZ1Eo10UZZrfvaRlIP7N3gzCKYtDxW3Tr0v/y6lt9/VeIPwNQiznVaRnbgp/60/Z1AlBHvm0aWYH12j+fI9199R/Hvoy/n4Dc5tovoLnQOh0mm5EdLWmTPa7IBVAYFI/ED1GVNaucRVBu8WIy2Katgz3a4zPKt6u/OvZcueVr0V7KcXc8946Loe6JT3wsFyrurbsl9fxG5XY1XP7lvFwN3Wd8K9cfpat7IXv5afR2N3fI6sL+tpOh5I14e5PZe3ecfeinUmHU/szqjS3Av2J7lqJX8rWG2OliHv1d2Qp5xseN29RvpWYTlxDes3ZsVb4WsPOtU7o/xkslNvtcrlm66Hi2L13sK56/CMizuZYSPTm6R3/6tr4j/lvRq/MwxWp6FcwN6yx+325x2BUD4Yyn/bEQy5XHlHsRR3ukYfLuF9QFZauub8fu8L3yv/Q/JO2fNc80f/ZRTM5f37ydhO6Y/vzhfJ9J/82Z2HTlcjt+iWzvx9NJdrBv/n+h6LrX/ZktSe8etPi9zgVZ+shsbFtLNUlk1S124TOcfe2Xrr0vcuvFbWfTa/9loVfZfPzkqP4FicBbmP5KXXlsgxOgtyHc3W2dkIucIXX8uhsObo7Gyhca5Cq+WVs3z+tVjlyFDFibJqIefp86+9BJFPXXot9y4Ef3B2drqs8Sjvnp3NobCvXXot9s8Q42/Pzv4vDVatqCYOiJNhdaEcrXPSrBw5m86m0xtmllVWfRNYzVSQnYhQEtijY1dEJtiJoxl8zkoi8WATxAbW4dRI7GGR2rJdL/UY6txh2pfEg7OplPXN5vFoyVXyBvOl6jK0Q1SCAvEqqDd2qrNODhzlRfcriFzmiSamTbj6Xd3mHq1k6liTSEc8v0huXzky5Gg56qPVmKQ6aCvucBSSCafTVUCwCixS9putQiuv7hZEOeZArlV7pfalULSvNiTqIx5Z1uDIaDqW2emR0cRCMlx3uf2BgsMVUO6idNeKtdUOs9ih3VdL6sHoQTBs6Tx3dJ6M7ofMEYu8ETHgH4ky4I2IRd6PmHWBU30gpwusnXgb0xCyAcC1XtO1l6JCEarRiheC6dSoGPzRWD3s5tTaSnLdAWikr7y1uvumdgerMPMlbJLQFqboXZP3vZPlIf5oUz0/zB9t4WaN9V0lxyfWGGUO11imM/ajiXD+QHfAoxn8rZEjXkyWEgWFIwfsHdcoGt/Kp3ZVgOgprYsqQHi7W2XlgRANIxFylpzkHpEyMtavU8YNq0AZz8sKrfh8VqE4KcZI/ZqR2sAf588RgthZdigUs1GgrGjlMrbRD0MZa6hnt+TN87KYUzXmrFjQLhAduPaXdPwlqra7g0NhoIXMYVv0oCtpbzjnlJDwv/6sK1E8BQD3vx5MLL4USM5KhSaChZmKf2HDnt+iAnEcKXnZD9SZGETR/P4vvJkYLquhFEpYp/jFj/kH+6eyD0eT1rJbedioVKPeTAAM28Ti2/7t7Q8STsdLgddCL+Tf9jsTrmeLiXihlHD67aF83BksP4rBGXmp1xkMp1qtzzUf/pG97vF6/sTz6S++VH72/c+8s3hmfL/VD6TimdHN3317p1648nuzw/zwrGjVaGrY3EJU2q+98O6nh3hgjtsMNRxvbFGSGcUbkpV/crbbuvTOxTd3Hu+zdOFNtJK/0z/rkB0d7AAJRNWhC9E45mdB5lENAYfr4ptobX9neBaEI0OXcNZytMMcTRxNl6a0OOuAoMLFN4vECbmfvPTmC6jg0P7ZxD5y/sn5N3tQwLtnE6/9B428RnWL5r6pdbLcq8c4OeYVXSghH4iToY+LTNOPklad+wfRiPlAkHp+oiIPFcWX8lFXMe5oKQoVaRbtCs3oDXtPbsPhUc6fjUae50UrT9EogpHG7CVWiqZp7CCCBMSEsTwPk41IJ75bXz8GpIWEcknKGVn0Z0Z/m+T7gsrdx1DOakTRrqlvJbF3zutP56zkd/PQyLXDI9OHRm6f0N3nKY7DCQfxUF/KWfBWCqWUPZ/wNv29QjTddy6DcT3PD39N65QEwkBoFeF2A73JdTm5LnHwVl7kBxAIH/JhiDig+OZ8pLs/WiOKNvX1JFrXFPJBISJd3lIp757rt/nrg8u85q8MLAUySjrXqFRy9kLKWROg7fOqfubHYiQm0XpBVzgz1x9TE/YM9dRap4FNEh7onaN/aRKM1zqEoN/pjxeyiWC+mVB4EtR7akZQlEKL+Eq3BseJzRXZchSDqIZ1QbYDmG+WCnbtebWurqQVrLbiusXQn5gtXMVbq3JFfVrsrKl3ZPL9Wcw5Kl3VAvNodoJLWijJ3c4P652Svas5rqH1aWk14ZaaKjByFvdfWSXRtHKwaqJGj598woPo32pKVVdogMwQnfky/tyATwl/XoAJrrnoFOepajdwBFs1ctYnioCerCQP67WT8GJ/0J93Nv5sNrkdHEb+76D32s2dRm7yox+w2GznD+UiCs06x2yYGe7uX7Iai50Ffyq2cPCsuQaWwUffYXbK+44cuVvIRzLSoCYNxFcLbY3hw1KwEQovg9fQMKv35q8Wa81WrOHMDsbh9Kv2dr2Vu+W99S2FSWyLohkwuMgLoiDyFBjv5oUBL1HAQ0tvgi4zlmY2aU4UUHgbwaUmwa0SNqNJo+UIkSQMTW/gCIIwPbGyFL1utFEZE4hMptqUhPqMpTeYvt/T3U3cftjf6cxm3sTsjvBdxl3dH3UaCnODiRbQ3xT/GREUjMzgxNuXpmQE8J0NRzMReCr/RjR46tvPOXK+3301BdYXQzly5mo2Uo/4HIxIrk/wRhuP/C0J4EGzWHrRgEhRo8lCWW2UaLG2BYuVYiUEGEGibGAKHdKbjAaxTXEMh5Y8KyrCaESrGr7S4WiLlUf9CrlxAiXUrI9az0Miyrc++CABTxdUJC9KIo/N2tvAcIcA1tpNFGtiNxkTK1JQSxrVxWCCxpkk3kaxm4IE1ugZRG2jdZ4S8H3SQESgZzclAWUowN3PxwZQmKAbqBYshygOmPMmBv0g6KC6iDZxINhEigUeS1R5wWIDgNoQ2ExouWPAprzAwxiiaQLQTdbGoyAOAMqgFg8kGSLQRUaT0kMMz4yokEQFSPN4q1log417nrJZSZ8BCw5sX4xG2cA1K+u35QEEFFQCwRV1ugFlS7EG4wZjMIoU1BLVxWQwQOMMNisaARsSgjIPWVmtaLsklyhJKGPaLAigZR1hG5oBRhUedxH0gtxDEpWQNgSOkZTmcXWKQ3ShAGQRLfdZTULTCKVEBAFGywge1CavABQGwhEARfB/FIAyvAxQCgNUqoEtetlyPKWahJdt12Oz8GBvnhiyB3/si8+jZDu5OBU2MU/Jvoo9e2LRHmelMVUvG9ulFJv2stl61di9hdjkxSHEYr1Sn38r5unRvKT0B1vYY7AeDwyfi/oDMHZTOZJZP/06kJrkcFQQ1u2vWTDXkkCN2IrPFWjZ/bvLkKNed0TT3kg647sT7Dpzi/BOa+zyvdefhG56A+Wqz+3upZpBt/da3j+uzBuL2y3nchbqjJchtyNY7OT9hdjtQC7j9e1U3FU3enzznWrXibK91Rh3Gr1F3dcLZsqLXrox63XcrsReKLZTbXSTmXA2X+4PS45M5ZZSYjqzqDcq5WouW6lG6om68/Snnnpqe/uzT2yfiQdyX9x+4ontLz69/fblYPfud9j0zn73jcgXFP5xAYTkeKktfxCeF3GwWHSlV0u1Riv2euZN1ayKFQ1/hP04Gs3nGoIIwuIczSIHa8YmLAVKQjiB4cQahdZGzrwJywSY00YLLMtPB8gXB0+pAZpEZFTj4b02VgUeX7KbwdANoES/z90PVUezeb2SWzqribfefeuD79Kenf3CPCm3pIGwvCANpDbajdXwG+0NRGE6QGhNbNc0MoDAzoKZSRv1Ub3b/ZZrMGzFbodvatglwXJvcVJa/ID2VPZH1xq3NLzZS7TA86+62rNWzBtxv6qARkby3IAyAnqh8D0w8bOgVcaGR9XmIX5bKAlOsAlprdjPjILxxwbEQxtN9FwAVABknYwTloeK7FF42eOUwji5m6jirXK1nprbExX0MSzV4HPHX/anX8HtuBXZVQSFjRZMy8APwr/4Z2PDBJ7MJvywl96+hGpxTn8S6jIH8+GK23fqdYd/+6m33jn14qntp0495fi+433/dsB+avuJZ0Nvvbm9/cb2G88HTy6fGT07/EsOgdZ5NURMVPEUa6ME1FcUsGitfqcUB/5SGyg/OFWUEaoizcnL7DJie5gKN5yNTur0E9mn3v/upkdDO8n8RkteElJB50vxSjKRf633Hdp7MArq2HPvf9M/1XYt2qWAhRZmA49iNJ7ReERd8Ta5BWdnrSqXGzrD37QPtMnwjffOFs0y8++w1er+/J9G/0QuDCgrcE6xG2Dh3cgC158wwFOL4egtxgwhkii2RRGFoIUKPC+oiF1jYJ3Gt+01EJ8e9TrNXjTryeywt37AVfTFsRijYa48mnDp8RTBtxxBd+CBaX+tBINCRfEP7Pd89WA/ZC96Xu9/h44gDHJnLiutT1jQVDWgWrIGDlZYfmCRMI1Fmw0MZ0UTWbQgBGBEy+cFvISt+g4bPYG5Lo3H/YQvEXNvOqJ/pdRanigWYC6W0B4fLfJwfo7628JLyANApo8CcETtMADZCeqKYM3+0CjttmRFxM1lCfI34MOEKRCLmoKEmsBvctT3eSUKojYwUajJRb5yssgLr0IRyEu3ZU38+OhHass6k6k2oocR3QbcoQL0l7xDbSNipTYcuzI7Hte9fr7h98674/pktvDDZ68/c97rd5atVn2W8oQqc3u/mDnUhjccoba8/nHA0599B/3909aAvrzZpn+G8UB1v3s/unsbfd+b391ZOcK7t8vIdX1+95rG+ZuR3ds/kRcSYE6bqkx9ilNQrOfIR15gC0lIqvIF8tq6iT8uKuKcLYfCBH64GSyXKrvKy3CryUOJ3DIBsPwNZ7RO8Wa7maoLhXHzznc4d3m/OVbEzAQL3OEh0p5hDJSZZThuirxAGEpCtTFQwByFaEsLBXxqEmgYkcmx1RmHemYoVn29UXaZnTgy9r4zP/vBhruy3/3R/MeaFePnvLSQvllHm87Yg8q1b+lYq4KbPbyOnVq+KJ/o6IT5HnmL8e/lsf5SS7Mc6itvMhnYwyBqBhZF3E0Gtv3oOYuU0WKVBSescl4U7KKMRs5Iod0Z2o/AgbJaCQNr5VF8Efge0aYJPA1oFbEq1US7LeyNCWeTkRRBGmBQ5P4RLWFBq4xxkzXCNEHfRhZlKADrrrCiihH2Q9t2zPHFoIrg7GAjhB+lRFwH1AjiYaUM6lhdG7Sw/5RpdlhKoHGyBgI5GmqVVYEzaoMJN81ohQDKShpoVTI2wKmUFaciKcADDhlwleHu1ArZGBgjolwMaBVCf+tzCO2CKZN1iuFjteImQUfgTIgsiwGKgiVrlcpmkVNCD1iUikG3GXA6FXi0iUaBHMS3yB2JOswK0Y1W3Gs4qQDda4UHjR+lMZR+D8RZZOKGXAiLkIEMXeWU0Cgf0hkNtAFAg+JpRyBPWa2kweSN6o/K56HOVuhkijNBMvSCPoa2IZRoQYQIZQTAMQA8GpNYBozvOAZ1M40GqACUPqL9LXBUYNEN+08w1tpj/aWWdhzG4tDkMoE8hEXhoaYfC2PRNl7eGlvRuAMZWMrIIXoYrWQIk8CQ5smCbsF5iyIQUFqMxau3VDaUgYmlFSEMTh41PEWEyUwKxrIh6l9EW0y0ISEYiwaMxR/EWDYbnjw0WBrjaDkjG36UEmWMRSsevIInqQNXOzUVY4FMhYXHEUzKeT4i+XhF5s1A01gAzgTCgDZonlVtCc7YBFgP/CzEy3QoxqJNLMZYJpTCdGAOwQkVg+hBQAe8aANqFp+/2VYYywSrBw0Ie5XKQloNR/0iqRh0m8kGvzUlHsvAfoCjJBtKwuOsaZqH6sJZIGXiidAJ6l6eF1EAZ7OpiZUTVxlaFhFTSBZlT2HEjdZjLAAia0IYy4Rbph2BIsXLULKQZsM6g8oXAVg8Xmo5PPDQSIY+JhjLJqIINPsJxvqYHusvtbRPMNYnGEtJ9QnGOh5jCRj+DG0jWwderoNaC2jbW5IIDgMXt4iCdSAaUe9Z2O/BbY2woi9pw/aAkiEn137bsC0DxkCGtlVY61OGJ7tey5es1qc5RM3KWw6KegKAbSMHmxT9xDqnBId35QPF+Txt5CSrkbKyVuQ6/ZTiryF+ucuYsCWjEkULPWXUilPTVhqulig77jY4K2MoFqayIMjNQW2BnqVt7FDuGoh4kkFkrQEB0WSlbLADeAoz11i1Y5CRZ4oB+C5x6YQPk0WYg7JBy+iluCLtWdiaGSnj01Z5qim7QqDV5U0dO6AOe1QdVgL+TxsA4DXKYF3tCmkMUSPareABYYH+ttjWd4UWvk3Rm2giyhjLQgAAQ03dFYIfDXf+IjVF6XGN/kV2hQwFR1faXaE620z69h/cFZpwnQ/dFRrxNbO6K7TI6oBITvKuECKT/c6H7gpNxuN3hRbb2q6QIlUzwqigD90VGknFEJygWUfsClENf/W7Qpuu2WRXKFCGE8qu0IgbBOMOIz9WeJxdIWooggpnkbtHsuGlk5XIQizKL4QhRbWvXhPgwhXlVrSJEt8WZIwVR+kkHcb68oCS5wqFAfhl05flMQXX5bhp6xiL4wnOEPM8b0cuG03LUZ8HhGCTIcZQ9PPrzO6yLHVNcQYRzSDwqNEsVPT5K4q/Zilh3uIoHcYqPsVqMRaLkhvQMhwnGIvnWYrF6mIEuTkGrAaVoiV6LA988D/JIZCbEBAZkRLQeiq9BnXjrIxmDKJJDVHRKmySe9oiYxbaCPJQ0F52ImkWSrT0I+xJx3kZYyk0Fm0lc5SmB9RhjyqaqcdYJn5FY9E4AkIfnAl9AioS4b1GY9kQMcStMJaNAAByV2ksyBJjLB5jLNwT/yI0FgNcgzoaS+3UNUUbB2ksDtf5UBoL81KuaCwZYynzUKaxMMbiZZ8Po7E4+ngayyat0VgUQQlGGBXr51jyGoJWX5FgLGjCETQWIiZ+9TSWdmKrNJYEGIvQWHjgsTQezARjPTqNpWAsoiDryROYVQM4LLBb5hXUamGHSDjwHIWZNog/CT+nqaxF1quheGmDtEm0z7lVyHpOqygHMjpYxQ8r55DaHMwYq4fF7YNrrJcxy4ucmUUF1jnMeaKWck4GC9xSk6QHCjun0Wd/CNAomZcFA9ZyglJYZc5hLheKkvluLPgiWE537tzh7VYl/S1KRvhD27Ukc/l+h/S9zK5D2rPip8FxCMPOCVkQ5xzh6TmnRsZ+UFGLMj7Ij8KdI9dBzk4Gn2XFYE2iyTXC7D1y3eUaKFFIspXHOU2DtY/cOyQAN/qcFijyHSUB6TkZwKTXcJ004+mc0qtql8oeTyo1wVCjVJYlGVbrA8xyQh4rcj5Pkv4l1bSQ2uF05zRJyYSkCO+TPKXOkWGkDiDcBgU6q6GDqyt3iYUkVe5kV+NgHXRKAOkZle9iFYt8ajpfOwJlYFDqJCEI5YSCVuRho4w7OTel1nJPyAEySOW2yUksMn+YDHlZq9knzyfPJ88nz7+NR9J8s0eLMsNTI791raeI/gY1av0Rj5OLPvg8gvIGWS3LYQUNHqMgdnCgqENFXdMyXNo1JUZtFcZTsqYwzXNE/ddYYAfaHPRJsb4whcgWKdJUYpJAfcQB9aGPtirigZIf+alRyj7kiIdWYpGSHqkIVqlL7YjgwVGix1SNf5QCDnseXasI9eHj6VCZ/scZ6o+Z9eoZPEoeInVEbcQPy4PVB9aOL+eITjrkkTPiDylPU1G16UcrOSDPFsUHXe7oaDwsBFq5qmc+jAXyTrurOQkUc4vGsNpdZuKZVLy0iOecu/Wr9tKkcNPTzNzPdDPhUGaSit5PTTrOcilbcKT8xXxqFunemfWczWau7I0VCvHiYs/bLfrSjqQjmdlJhgNjf30SCCUWrkA60LWnUolAsuCr9KPzVMjVj407rqo33HXcKPYCFX9n3il0S8Vey5FP5HzFSDW+SITsAXuinnSEnCGnP5MILwKNea9kz/vzgZS7VMzVU/v+5mw47ySju3mXq1hy+F2dscvlnCQTLpejES7EqotQoeHJh8sVeyx5837SPSvaC8VEMpRIFoLjfj8xc817rUm94Vr0HyYqZXe0WHQO45Vwc74s5PLJ4dDuv9nPLpf+st0fGIXul/qZUjjbCnpjuwv79XHfvnzgcIbS4QeJRagS6QRiqfjSn+35mqlkopTp33UuAvFmMR++l+wFkyOfO5aftQKViWM2jw7DzfDVhr1XjearvvS1xI1WI1OoDwNZbzRU2F/0u/3uMO6Oupz+XDbmtdvjwUQpEUol47OQK2EvxfPOSDkSjoZKXcdk5nTES9fSke4it/T7uqRrx+OCtxxNLJO3sp692XLU8NedO5PqKL2z6+wVncX+Mp6LZ6vdbqdbXizzZcdVd770IO/N7gVvB68nis79YM7tu7VYhhFU6vGE05Me5cuNwJ7D3R1PWolwNdZP5pNVX7cXutuMdHeDt/rdQiMz6fdD5Wox3Wki8GXCxUkwlHcmXCVnLpa6dc+ey8TTsQfN0E7UjcbNMJ66kbwzXF7HQ2e+TIRTt5KFXmCxKOEx1KmGs5NGMjQe+e2RQiBZ9TeCAU++GAwmmv1SxdNw2QOBSrc66db7pWsOR7gcuY2H2HIcWfjmo0IhFMlfc7lvNqKLxNV81htuLIfjySKbahSj/cLYB6Nv4ouEbpbG9qx9POrgMejO+e3F1uJqLxCtL4rRSXzZmxUjdxfpSmwSzebSsUkolknGig6/w+9MB/OJfMI+z/iGYxgT8UR4XG7tdSPxYXYcH4396UphEipVM3HfqJHORgtpb3XUd0TmBWfR1+0GivVkLjQPpffdZV+v4C3OE/to/HhaKTSAxsqQv9/1LEOFSGLWXA2dWKsZ8SX2Ro5WNbaYDf2+zNiZ7oQX7lZ3lBqG5jdhXiyDdb8rkqnk43kvnhm+q3tdGJbDxjybzCTGk7uzEpoqiUAou+NoNSb5TjiWTM8crnDk5qKRDY9K2ab9YYHMHG9wGWgusplZyp2R371+yvkg3Q9Ul7HiQ0fDVb2d8PgyztAkfa1YrSTzsYTr2rKeStc7Sce9wM5uP1MJj/xV39zddeZ2vOFyvFqeRHzlWLhXL3Y7JY87OV6OIrn0UnC8kpwOW7HPh79wmAYa5SDRQHAhD7JYPEgXCqIokwYWUZAoBk71KNrAGnkBnzHjG0yeYo7Ljkao3wSmvcB2pCBnx9kksCDJg8wWbaJpEKBD2W2ycCz+sWe3xbIoNsOwYDyO2qI5OA3kzNAQFhvtEHlo7K/zqLEI/7NmfWMNAmksCjPxFE0zrASCXyCFL1IbLE0LkCuUzG5hU4481G4LJFvgQNisr51JIrVj8GE2fZ5s5c/Jp0LnlIMe5WyICI3J5wTK8RM5FiJCACfIuRVk9DGLeDEbqAmbG+S8mN1EJHobtG0A9zZZKwf43cYEKwL5oA2Hs0BKQqK25qQWdVYsko3lc2mfz1lONZw7bnc6PvJnsvadaNYXcfXzvuWkVe+GI9e6o4UznvR6Jp3mwuntdvwZiBNpzGbxeimY8Tp7yXre24nfiu+VXsGCFqrIClzJ1Cgaa6FM3K2FNqI7+6fGCjO1JAgSD3oCBLEtkp/pgBdBQKgtiWCDWcefD82SppSwaPUX3dbiB3RMlxsaarxEDUCklJ9SNfIrDeAGHuWOoIJeQm3N5Jg4aFOQShiPl8txd9wQuliIQs04oOgKt3607vswViaLpnesFovVYh3wwAEr2KyCxSpaaiTMhkLwva4V/xPhv80Cd5cWnke+NsFms2LeWatNlNDbiq8rLYIVrk5BwFf2wAksPGWzydfEVpQLvlyVcydFaL71YVAGVMUKpVkGPK4uqgcuEV+dGIwGA4P+TJuc0YgcJoORZhiTCa56DYwJrnxZgwFC4Nli8Y24EepgtUk2uGO2tnm5Kagc/CU/FuUDNdc2ELS1s1rll6ituFxfAi/Zow0RbBT+RlXmcSqrDRUiIGjDP4vAA9YAYtn8S+5+wYq7Ec0Em80GdvJsPK/c34gSb4Nm26Cu6A91OcKYFhEuqPD1HZpUNoQ9kZOXJAnGhA1ucNELxbZJ0P02rN4N9TvyQgEYOBAP5Yq+oFB5IEBBpLMxlGRf+RFw99usqHJy94sDHn2LaPCBLR8K35CZGJoxMJsMyyIHYzIzCFNzyJM2cQj5MkY0GIwm1oSGhGkTBaDlgoVKWNFURhW1IXQgWGFMozaiduNHxA22yl82WxtND6gtD9eGMEoEvg0xDnS/MBBRc3iIjNqPut9mkShooY0XbCKAUoRiUXoJTSAEEwl1fw1vVj7p/n+/3Y8qYNqkn7DyVgQXhGO44mm7xfKOLWFIuSxGw9NvGgxffP2zTzzx9GmLbdu4vZ2vnGG+6HeJ3Eti0b/53DuXs99+4bPfHjq3OESbsKcsnJ8xbCF0+EXR8lmL4WfC0wErbXrDKi5RHaCNVqvxp2vIH/1KCF+B7grrQEX+MloH5A+tBey/hvwtfE2Qo8F9NUH+bVGqWZAHSAKidDU0mpTcbB8f8pcQ+jcjrE6bVsgfYXaE/I008lSQP2M8BPlTCASofy384Cjkb7H9osgfOxTkD9w+K+RvwbNJnCLkz6M/QP781GITrTy9Sb8oYvFlXrIw/pNJi81vCxgKCQttsP/QYHr9TccTT3z7tIWH7i9WXuDezI8EriCWnObn8j+5HEfd33JuMTTHsS9Y6CJj2EDz4W3elrCZJryzYOWYMS9N0DTnJRjTbH1t9otoAtvAsgR0vzr7bTxMYxjqNhGEPA/MfhtfE+GNSF00y8nsn6IxbbNRoIICZj/q/n+J2S9ZRWoTzX7U3+rsp2mY/TSYIVJmP3IcnP2I9AG6DQ3eo2a/TfhFZ7+N18x+ESGY1exHiBFm/xTjWnn2oxmCBZpVJRIyzY9vSA0vU4YnX0YhL5N7VAMEGp6kTlheVq8kcQC5EFWuXpVL2CefpJ58Gd/mvgy7B8OqBLWwf8sPafDjPv/a2v7JDe6/64enyM5vjXVxY03FpXKpALqxFD6ymszZu4ETwxZ9Q8OytmKgMtMC1V7KOv9qq5KUCBpn7QjbVAee9gEfYc1bvj0R2occxB/+1A5mt15aTWtSfN0I1gF18uaj7wygLH7di1+LIHscCpCDzdc+a0nah+bBD/BBCu/2dne8k0LWlwvv9qv7nnL5zrA/rIS7N4eBqjtcvTFJLebDnifbX1btkdi1ZLPquz/phu/NbiYiu/PIfutqv1u+0c3lb9Y9neWt4ah8L7lXT0e9D+1R/53IctKMXA8Hg5Hboc78Wqu1k16694ZOb+XWpI6K3Uv6qqNupBzbn+/Wg/cSu31f7s61WaTZ68wmEY8nvVOpeCN3msvQTnpvuLzuj4SjlZ3sjXFzXJ/s+m/Fs5E742Z3HExHIrmb43oyHAuXs9frpWy3P17m7iWz3r3A7qxVLzwchsK+ctbnTbu9Gc/VSXcxu1qfjaINT7iSvt9b9vvLZKTqdnd80ej1WCTqiUUrkcg1VzjivTVO3x83dzyN7P4k07ffX/aazXR37Etn7pWX0NpufDiPxe57Is1h+FZn5ovuxjLzaG48DO956tHJMt/Yb/T6jtuZm+Psg0ljUvS4r98edRrR5q1k2lOp3rIj6FQrub1GtpLdubtstSLN8Shye7RsPfB7Mtlux+0u30h6Ivthb7hY9e0u7fvB3f7wasA7jtzNe73pW5OuPxIZ+qK+8r1Q5louU8153O5w9Go9tZOOVKrLsnuvcL8XzfqyI1+kWo64K975MHmdD3SGf/Ct1RGtFZRh8BQNdDnoRGNpM2tgWSNtJqGgR4sGugRNLZrlNhCtyxrZzWNDt7YERJNJNQFr97KpOXOYYZLZQKRPjW/jo19EqihpGWDmZc5rKROVEU55jj98VDCYoExuMm/waSLjji3vjCeLZHPWCkY63W6nOS7cyGaT1WrF485tBnqhXHD3gOr/r0vub/zh9W4Z9I/stmLX0FvV1q21QHJRsRsTcjg3qPG3kqAZMJGNH6qQ3YoazNCyHIxVAsU7W6CYTQLFKdYDqMUKrLFY25QNmNgZntpEXYZaSePYW48Xm1PKrVEpQAkbq5rwUAVSE4bi0e4dCHw5pynlAniaV3lLWPJAzpvDsS+orGlPniAsaBofolhM5Sd8vINkVoNep1ATemtD8cG9Tcs61WU0XYxkd5z2RCPfHBX2C8VZspKOKT7dvK+fjLVmhWLdX061+oV80PVe4eQ3nYNOK/Z27vvf1PSYesDBovKB6XfDKrYxvzvNbVGcCe9k0M5asElYVxDpAfKAkjj0alspI4v61IDo+zbIJzAoI5MJ7SNMHENxG2tFgQo89NowkqLQHnsDFQWnyqui2sJUoASh1gZD6wZRaqOdBT+A/OWiQLMWFMVxnFIU6uUNdoOjONZsRPFQxswWt8XSmweLEgWlKJ6nBrUnZf5FovLtydX8PKf4nLAcII9/oXsCvHKBop0tTlaPRk3b/FSSjc2AgyxtHKvhedh0lEvBTNabHTuqdVfGc9N323Pb4fFke63A0lV3uW9nK0GPe7fZaabG425k3mzO6/X7kuuVYK3bin0r+k2ly41oArIbNGWzClKNAm51AXjwTUYO4UMIZBAOs1kl0JQDJ+9tHpRVoe7EAfAH9hSnmK9S5a3UA0LS/TLeYKXsQ38R17I8CycGWEmUo+ecqEqJyMiQ0L6dh6lt4gZoazwAI4OUAaFqEyOjPXnUMQaOZQWEeAU0VdHIAKtOaBuN3FJ7lZlgkQA1oP07U0PY1yKRzJAbDb5Nmh9INlTMhtHE0HBUJ1GbDA3+VsvLFjQ40MCDRPQGE6LMDaskiKB1Tc2MNhpOGFgO+ZyntPynZDN0QmY2tTzuloQFWZUp1kCl8ubwMqEKOttkARqJt7caTl8u0nJkx91xZwmUgic87LXAvxKNoCeTCXvNf1Rsj1qxS7HzOgxtRcuVVYBrCTRdjAoDh1UULLxkQeMS6x/dOtzXZHjDYqb4miYHEAQx5C2blDjQxKUo+U6OUlW2yjzIh0+Zg1QlIGB72tvvVAuden1c79eXIZcnG8qG/JFXC200pq9FH35Tv/Dg4WHAmg9FNHgkC6y+FrjmRIOjpmZNZOzgLpLeBOkGmhMpE4fWbZqlzeuZSRKiK1FmIPTM2kAMFI4YBjyW42DpLcaQrFEGBu0gOMgMjVaeQgODAYloBvmAslBUGxvPbdqEGpptq8xECWc2Jbomyeg5oWFWXl1rPiqyEfFbtryGn601bpwtgPVGPrPTS8znk3nLs5y408NGK1Kv93sp5KoHc8NRvwVh9nPvdTvfZcMazWQanVOc6Nxq/CUb1YbKCqoEaSm9atd1kmLWOrAx+QGrVXU2soLyV2sNYRxELQ3Iz9enPC9ZxcEUTWpQBKaZQhKFzY4Ko71x33m7K0Ujl1NOT+6viAZzEYwgSpJslrI2rXcEh7N3CMmT+cYf7jZ3FJLn1vyGogALQ3AAI3BK1DH74xNKfHBoS0WxK8laC1/PvCZfnabj2Wa6SdNwL25GuXDcwv6EvXDm8u93/+a7tK+6f6r7oqy/q+EcJ68m3byIVqYaWGzkRc8T9he6dt+tH7DeIyPyoOW4cvmNYu65Lzpu/4DxHBlTgDlZ9T9hz5+cveqYHl1LRJeaJyhe5xmXN/u3GrysThjQPClQ8qhH8wLUBoIQulZB+SoaCE/DBDYhnCVi2ez2o0aTc6dgyWcAxChAwsSXtlBJTgbIcotiaiCEBNwF0lpuNUXogzqn1SNL5Bxk0QXkp2nCcY+gYilEFm3hta2Gndhb9kB0pRh44G/Wcw3/JLKTzDTzvbmjlVrEJ7J3upl3ugu355HOqXj48rj0/mHEeDRyo1nZD4ydQF7fcTZf0eq4Z4LBy73Y5d44v1tFkbrO/8ZVx7Pv0NHy/qn3XvxAvvk+vkmrKy18jWtgGAYOzuE0mbcIcG4LR8JWYSpJgtWCj4flQ1negpZB9I3l6WhQ1cd9GMOxdQU/fKgrIhBBibCsswbGwBpoBtHbiKJD5CZtQnQG3Cggag6Omhl2kzHYKINJtCCCcirv8B+pYQxuGKLjUcMEOGMXUcNEC1rV4ZS7jRZ83oaoTXzgLsABM5izBRl2UFwMDQPLMiyCC0BEMLwUtCJ6g3mCMwWtBmOBQfTjVBBCW8++yT5FjXHDBEGAhnFGVHkaNQxtEzkTyxgRAcoxRgN8m/CVCQrhGGgkSE3zuGFW4+vA3mJgEETOCAkEDTbPvynxrJ+XAmgTwm2ygYn4xlKgxQ1NwxCpgrDjYzZs82nLpRWVQhGiV5EvUsSnZPEeLRX8OMfBJ8g6hj4ecXJ9PA+t2Ve2QR4YPhROGjg4w4uX9sRr3eoNDlZFjBmt7+rhYHmQ+s1+Kl31VjNXU/Voxufp9ruT8c7evuPBfOJIp3PzefEfF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</script><script 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bofyd79cME48re14i1EhBurbSDSRDX3080+/ff4QNOWVzL39IoheLZq6Nrrk6f9jGW8BonwsBDhx45VTx3rX260g0jb8yYkclzVaGtGgOEE/Hcj9HM9/Ovvp0GTyHL6wHy1CP8Vb65JCuJNhb7WghLV07rWNY/m+US6An5xDY5WWsutJK61HFNjJrm1isbXwCRU7SxQZ8WOrxUrKsnWWeIaH/wsAhbh2nWwMaG5/v4CtIXmbIvmDizLbFUuYnVYeql3BV5DDOKbw71rh12V3d3tvmOS+gV0DQ4+Ez43e/6Dvt6f57++7fhBh776p9Wz9b/vKTytNdb4TkpP2TooRlBO1KL0qYxIvNtnXkVUpJm5xPuhoRClcfOxT0+6ChXFGoWocFu/3n53C8rRFXiGBzuRM2ngjhbb6f+oagEoeboRuleSKR+eP3z9HxTfmKPNMpzmmwISPfHPOPBr/J2uQj5kOujoX2tP4Bumbc0U3DilQVTzB0dv3DnzMi8ALZzXD25efJWfvpVhxPSjs0OrkEUQoX633aRAP2ww4jEI7+b3hig3IIhashKbwNo+XHKY8jc5s4hZ9qb9TFgYEVkyvTnKRhNdMFUzeWihvJ3baeT4kCjKL5nPHWxfFrsHs7fhOOj1AgNoF7zYQ5z+bv2b9T+OciU2d/EMv8HG32nW454TyKnv/hKx/MIq/Ve3pDjXVyU73D5ZP1WnIefgFWQdDUJSOIa92uG9ghzZrI016TqmSvCS9p9tc0MncVPOzljAGRfqhkzdLsTA2S76UFKkSl9p502CpVMMHMADgDFhZ9Abf55N9yE02EpP4GmHEvWWi0sHgqDSjr0dQhZtcJUtRzkWRTXDOJR2rNAnixbJqRrvM4aLUS4769VCuRPo60XNoiYGrAjXYPpYlxyOaueH0kinyglbRCZEA2mB9RS/Nl6zDQ9wxW95M9wUVUdV1dtgLa8jr4GuNyAIEDV4OleN62C6ZKNEjco5rc//2oX8+p/zBRZ45slVxHd2vX0WvCER2oXeoUnHJ+9sQRukKX2LK6Lmr/58x+lBvvwDpOdYeQ8+QvqjRiCHPRnP2w7wuY95lMZfG37xxc7f/ajaiTu4Qc3EPOxsU5/6ZRD7ICHyV9FPuECUEz+02qit30YZMIhvpo/X1E0iEc708NygCLwjyQxS29A0tSmaRj/sLo5DE7C7ov6nNjha2BSSiagQR4OagAm4rkbH7z+vUrDcuPvErrWvc9Y5So4JenFeHODToMEJr3m2notCUhyXLRyOoVIkyvGhPtRIGIlf//rkySj0ol8dr5JygqI1XArroV/8cQUxQHJkFfZw7jhgXa7iUPCorMZNhcopxAvU2pL5JnVTgQOevRmzqVClNLWcfSL4dNqp6mRXwXwvXLU5Vjhrh+/1GUga5AGrhdaqRHqA3/HuRQUmhaOoqI5qsAOcsyDozTKR29A2dOeOedA0aGgyNE313Lgx171JvTDKJ17tmITsSDQ9mk4jCJOrOIZY3OGTKyXjNfWGJkv2jRvBniXT8tnpW1rfBmeDs9KoVe/vmeK8TaUdUFpjC4W4n/qlFLR2uYEetrT+S9o0gkDm9N+FceZrmqdLJjWuBXLUe8V7ZVPklTmV0wevIZDjKelTudO3pm/iENPHqTgOUOvmxBs9dQHTTu7KSLHg1RwRf6koZ7s0XJI4EKulgR7E9Tbchsv6diwGu9thw+38WJOh+TEnbDc6Dqdesc1wLDw/xecPiKptRYl0PyWRsA/rPJHcpZXfU5WoMMh1pG9Cm9ASY2lNwhHUDb8vQc0MQNHhTKcb4CqRHDuSVmqrUqf33d26zPS9IhA6aTvz4ocL4AcPd8FS9OQjffAPcLCN+KlVzW5PrEz3EbudseXUNbY3jnO92P7+2En8wQylQUomBbgR+P0ZaPPihtUD/7/kvQ1wGte5MDycPbvsLrsIECCQhSIUIQtHKEIRirGFbBQhG9nIwjaykY1tbOMYxzjGMY6JjWvc4Bv6htyQiTIhX/AXdapM6I06JY3yVX1DJ2RKJ+pEmdCpOlWmdEKn6kSZqlMyIVNlQufbBcl/kfNz2/d+987Hkfb3/Dx/5znPOXvOc5YeWfBauVNghvzHUARQITpiLe52o+tPRsQOgIL+FOlA/SJWdc/XLfWuKO/CYB703ayfCG4jo6AcGt0jjFYfXlZT1v4AnSB/7GJ6UXWzgivT3KYI+OMYcioDmAOHKOt+p3PczWp/C9HzCwJ8aIYRYhxlalVco4ARcso15s5hE4wFkKgKcCWU2smGsQPj2DgWPSTZZ1t78dPc/Wo8UZ+ufacxLIvVzp9yu0O78RYfMIFm78FZeUZkay83HxJj3wR4XYGOOyT74zohIu+ePhwyBdTjXOKo92AJsk2Ke0hCTxDhNRPN5r7nT+WQHOICLhDfr9l70Y1a4KVfNlZ0bYeNWsCvfvGcru3L+tZau7CRaZaSptET00eNiPas9mzYYz6uRc6d06undELsY4KxGTS62PqbyGyj5jY2Txl0svG13ioT6EpoJFCxUc8z1y+2RqEeD+4L7puhdIIpXmpzrMuGRkbSPfL2IK6CHtikgirYNIUZaBth4NbepNExDjYK5oXzQoJe1utmSr/n1qbSAn/oRq4enePN8STwcZQYHGxpGRy0g6Y5sLqaj6HzOyuKPrmOPuU/WWdEJ5H3J+EkJLjisCjF6H41dxzleHWntXymEeDJaQW9KPj13220u+YOjYGVy+7j/oM5sPVKDiQfuLmp5ozEH7y5sZ7yLiKV5trcMb7nR6MjGrjVIL3qFWhRsbYmUhcR2KVZh/6gfldkj7bX0Dvf0uTqGo5QgarovfZ7ZwWjDTdaNaPJJBg0UJMk27iNEnZq7zjPjn2oJhRgnGeFBvTcGJKFz3tRMzfTWGzX8F0CtgGUUB50/YmGNsYQEHOGbzMFFO5pd9ka0HpnvxP5d+86f0usitH3jRNCOz7WI++e0Kd1WuExl6B8CBjnt74gQ3flzdpt7y7ukNBX+oO8vOSGwSB6jWNIdLt5E1XJKjsy/ejSRS1yquG0A1xdOSeAifu3v7HtC3o26NWcnjheFJfqn3/eeddYi4Gw3W+7f906VqeHmgz37o90ye9lo8bOmh+axtzHCsflDfKGUtB+jqieXhuuMjdMNfdIUL9HeCY+QGwZRX4X480T03bXsBPp6RnjjfFsnbZONgcn4SRiW4X9bjp5j64uf7xwwre3NOKkFsWvq6tCxNtjl7Xh19Vcj9arNR02jtzS2i8gbMMy839p/x82wIxep6WJmLAyjDBPzpFxHmy93QMBBp5sBEF6XDIqQWsANrLamncMPLsOxuVfHydJY0KKKeU9D3j25kKoV76icBeJ5WrYfFEQRvTgdp8ClBN8XbFeeRc7M0MBfhZrjtqc8BdKOUFYDkdxK0qAN+a4OryVFNiQTrzOCg7boAf5+/Zp83x1ie9FouCdLE8zkNxvA2+NbVeKSwLtXXFFpkYvXXhs+qmFS8Iz6u78BpU7Ss0QSYeaGocmdByiZrll0aQZjKJRnh7df+iZJ8+akUVYgDYwgbz56ac/OPts8eihv+08YECee4kDDI1L3fMW/0YCkWCj/EnoGiha4/UaREIV91rJLBnsXdw2CotoDjEgZjAOPv/+1EPmgxIkVRUGL2mR13/3/hPPJOH5SwFk/XOdyuPHf/5MADx9dXfPWx4wAfpPXenpG9p69q2+T/6aQy9erJUdPrpBvd6MuE9PojMbU70he2i71b7Qu9iyuE1umj8yCc799dJbOpABL/wJUovIFCTAq5c/DFxdIsYafOJ5vo5MwjDIActI+tjh99744d9eUe6slw/FB0MCFM5tSD2gVaqq6UvurpxWYfJhnE2qbbPKWVuRmAVhbJYbI/K0CXHuLO0ZRfL4G28XkDPR+wh0coOQVB8kcD8yjRrRRQwzc0PIDBJCk6gK+WwaCEECeV8Dteg4SILtnr2We5TW9JnpBrRmQmjljT1pGYnfLa/SOSNcJ5LiuYCDiKOf/E6NSrgeRIPQCFqtQErDC5cWLn2JmUbFv4CJ46pvKFrxkbEzk1sY27FxoioBCPyFFPy9BgTgj3zg/Xd//cxnZvDYqcc6Ot9eLzn+9lvfa2/qHPGSKdjZ/Irs95s7z4t3r+t8fWd33UWZTNopsoErW/c/1r3uinTD+t3r39i74cq6xnXnGqnn91+p59fmtt4qV+mGkihT48ISpAlPkjOY46nx1gQZhEV8+C9BYsL431Dq5I+6qu4sd/pjQcsoMi9aYphkI50wiGs2ewbMyLvv2IEOffqvkAQgg0zYg4f+cvbSJSs49di135+4FgYa8NTvc+eyinpznetkfNCkntFXJDfQLeFmjn619OYeGFJYbxPgyOGltlVEuPCAftsNIY7vCztul2PHmYL8dklWiLX9q8tyYQjdW5Fmg/0m/YTqxj06LOpQohLSuj5zMKUqXE35P1usej7rUtQ4zApE8cDCY8Wg/5zOaOL6u52n47t91WFzxDEqDkM78gcFwjTN62dqbdCJ1iZhkDJs0nP9xkz3W6Uq8A/BItiMjaHLF368Zfri5EWA/yfckXnbqQJOkqQbTsGsIMONC2+ftDsF47hHnuEuN0thnCbYMCZkPxV6aiW8sPB2gG66cF12Xv6HQHPF8J3NWPRhIZF7ndj0SeK+8gTllSmIy17forzfqsnPPvssQ7Nnh7zLhuSkJTpdqwccWJBFuBFghfVE/xgch2OQ879NRJ7Io6vllMDZGVflcTSoIwwErPiqYadesWOTWMU503XXRThk/dlQAFLscCfOZ/1Z2nlOHusPBo/zJnjsyB95eiQF2elOTGISYnhENFYZSiTZQVB2jhYO2M3L2fFB1k8oXh4RJIFN7GKCT8w6TcJxwJeJAZSCODsCKADS5aE8AeuMCFCj0gkplZEuSAGJ1ihrcAFFyhI1DFrc/48KHhcwWfH5ACepxi+TDRPUC2oBJmBpJQBhllBmgJ8FneygNM7vELVBC1jhQph8uZKcdZSFQZwcHFqNE+wwPvk1rKCKIASnIUnC+jookor6VsMaB82dDZ1s8QLQwOJXDxalDGpaKHoXByMMISYlglpIS9Ga3UwyWKEuwNlxYfcN+rIEZuhLUTgJROIXr30VhaXfksIRlLFYGTlfRN6aQacQCXg+Cd4q/z//1ltvWeAUMsCc2QczKBumEDNdCRIwg3K4z9+IX06R1SeF5gvK81nx/NroDkV/8HAjld7rJAzYqEd5vCAqVetbAuriafOpxY7keu/O3FD09DzC+Y7igQKiWm8FFu5ibUmTGWTkfFNMMXs3bdXtcApDVZkDfjDrmDqpfsi5xgj8zSHe2C4J2H6FA/la+P0RHxpxlHQF6MRryazIPOTehRXNcw35+pz0dVSuNQesoT1WZI5ofVlTk5dSmBlJ1NZRn7wXF0kOOjpokoO8XuqV7J1pLj0Z8YcJ5RXrxZedSOw7nCuWoXCVpHrQgrnXGYm5U53DS6TBkzqrHYius5jV/TaP1bP44NKpuYOOkSm0QE498f1zMgx776jQ9TEH7kyKgRSDtNbsxhTnF8OK43ExfbZ0NfyYxJ+yt+0c3UcPerbnH0kf5azPdarvmmpIt0kISZMepB4ldknWmS/Mn1tS6u/21Lhrbqao9UTBsj2MqPkOUDiqeGC6PXY2ddq6WbKtdG+4LbN/Ye/oXae/P5gml9ROwgYk96ItoxItCEmTDycf9gpH5eg9yV1f6Ko0nkRPesOox3vCAgoig6Tkz0cmuqdbhHVsmKnVt4y1WsypLdlB55Cn17zJe0oNFpGxR+V9th6FJIOk0T/MYLNqm8fmKZ4unZ4XmjbNbNT0vG3ULh6xIpzjFiDvm940qQsis/VPT+1Z7PD0B7gLeHo9G3Sq5E42mK3mBjZEmlgkOmfE8dqKWKjOGE99W8GIN+aQ20TD6J4+UhEOyVByyy3i4W2MIrtLXV1BaBEM0FZPbVlWvAM3GNqQ2Z/ZH9qDHg4/VDwwf2/JEAn5Hk3vJY59HZ+J6oK59WW1heV2QTT6IHpMdU9/pmeF6apN6QcXXOiOG5JoOzN5UHKQw7XfU5ZGv/FtBzK5OzL8toaY9JWejIsLR8OE/1SiOlGtvsvSaLuQ9qfb0m0J1Yq0BFr0J5ZlNvOw765YowHNEflHHIemNFOa8VpGgtUNBtILOeuTphtyHPO61jpb3Y9dGgWqi9Nal8ZZXQRquUQ0L64InqPOZ5Fvcr/BBnrSw90beqwZS1/E0xf55s7iHee9BKn1YV5PT4+/fEblXUsGbVdRPmpA71/s89z9M9t+xVV5UBvUXa2caWwqmL5PQZV47JKkb7J2Kiq/sQrppgVJhtPp/5AwkUu81bP5ipVWuY38hnZ+wxKu6aCvF3d7DigFCjymuWDO7AWQV/KIcun6zCn3IwV89Lj/hMAPhA/Joe7sUp+rt3JtGjJtMLcJeX/T0ekBrS0BUCSIEODMpcYSPfJiEam1QuHpzLmXYfuxuWMFgP28AXOr/Ccix5b6zB2L7AdKEQ7YT3kwhpRvBTig8LJTRgfxphQkLsQutIjMnSwJ0VVJiFIMygTTri3yAFxGXV7rrx6/F+1OD7oGtDw2pO4KNuX56l2ofOk++07L4J+Io0HnWxP8UeOixkL5d0ZrkgdLwhkBG0dvzaKjD/nvfhfF5tf85oevjaO/3ioHvfF9h3fTa4y64pqQ1XoifkrLCzTfntlSZ5SIEl6bn5uz3cg22WAgPld13lkMWBwY5An2tEx5S22GXtzPqcubbfLRB/oUvtwWhyBokuBqe0mgOqNp0MjYq6UN7ns89fNg6sEekKobO7bkRM/pDmQx2Mi0pK2HKyc78S7I3PdV4lNkvzyv8H4FhBlc9d2Us4DNHiyOCEHl7CTp4amBx/JwTGICcNktJLb8rVmILD8Dy8+YKyvxYynwXnAxfGQXM8YvtAAisHQRmjvlFDsnfHV4WDjg7cIYFqao17TD4/CFD+qsthzXxDrNVBN/AFnG6L2TeBBlrAGDoLCSi7B2GhzKnAJLQzIKiLrZg57QB0YvtKg6v0U28lqjtCS0nApYxRCnZPhw5eR8jLiCMznN9nye6vxGGalqM92G+82O3QncOQD8G78Khq9YK5na2NTUpCc0HcI71vEvr6N0Vk0xWkFyR0Ys8fAFHo7jNMWeK+lm4RJivpvoGUU0m9N02T1lCucEaqMsAe+c1ZfXai4QGAVkzL+BgXq2J938TRKyaznpBnZN5jB78G/UMOTyVa02WajSVUEJBYGV5xAwxybWDyilIC0kKM/GgEz/RASxfHleEIOJkOdggp8JSZ5ojgdUFL+lzouyizE0IoeIIjGSsddxgPWVpV4KBFpxWAyhICOeE5MFcUkswEkZxmdnIbC2KaPK0PJ8CXUNaPTXgIUaQYtdRov+xRlqCT+DJb92HUVRtawj0RYxUcYkyfuMndXCLt5omyYXSSDo9POAibIiK2QpLwtuhIPDt5AFsHQBK3Qhb6LLBA+sEGYMMZDyaoeovgsMSRnI2zEGagbgvqaiBGhqgshUNbvTwJx4yC+ZloDak3NSQMuW0BXEMZLPIN6Lgedfvg3vxRW8BSt434w2WMbbjBGirhi7gcAhFLx06NBLK79PNchLy09fKj/XIJ8u9qCGCZVxw2iH7iHPd7y8JSoWCp0JnZ3zLuxPHhZirBfsBG/OYndGaA7Tt3L3RjbL+0N9Wq6NG7lEnFagetoQKDyS5x4vVfkQG2SXak4IZvkx/l80j1tOR9cR5uRV31P5J3WHlbUSf/YJXVXwZEZkqh4M4Z71+Oz6KB5qtciCx/MI/bCJWzffGdGnexUDuioFGqwOVhXXpNfY7mM64LjkSmyLzaxq5XtqAlvmTi3YKxCXiMhV3zn3/sDDsZDJy+HGQcisNJW2uYYmus3r0wQbgngFo8hR44bgFtO/qc8zqo0QYkJMTzgo8yY2zA0p+X5BGa4Q7t6v2ncD8TAM4zejnmDgvpdDyG+iwMIJgoiRMdJEu9Bnvwgj4eovbkZLBRd1bMj12qC3ysmdIbXcADHLT1BjaossCwPIfOechkPkUD2xM93r7EyKzdUKVFfFkiGMx6mMqCCcrhoVsDRNYlFesMqquZmyuuNRqXctS13H6QTmg0v8DbY96RHHNpfwNuqNtpq3GO4v3mftTikXWudOOf7XxM+SP5v4WQ4SV0RiXGzudNNKalawmupoY/VGlDiE1W1obdsqbu8TuWm2xpqrf8DvPrYgMdacFLePyrRyaVC++nNTVd3xtp8e+AFb027KaA5xQpGF261gok6BH2sBWx1uSR3CFFypjR3DfyEM/vjHV1544ZU//vGPOom7hlMVbtDIhVazRcLUae12zfZxt/GRWI9k62yHqTXWL9zk2D3VJD+r3R4yr8QVMnFKx/JIHilSI7Ee9foFU9acVfiazIOzHYXG0WPEI+mtY/2u8PgPXW+yIYalg3XlKZhZVY632gjQl3zhl6jC/Qqapua/LnrFRb57XeY/Uv/BrjVYWHUN5WrL1ynvJd+k6pslYde1J6vQ+yWb/ja56mBYW4qsHQce2i1pSyMhefmU4tcyz+x4W1sKYSDlgPDG8MZpkGuZM1m3uZWFNXOm8LDWrgEv2XuD/5vJOrl61jQvwuRclESZjNnjOD8MQniUzfOU2jAnCW1mw9LWpX7TsfGfxH+S7uFoAvBr6FbZQiD0sP4n2p/QDBEIiqbKy4wttIJWy+XLE6rlxEvgNdEZrJ0PmiO0TWQFMA6aH2f3oRGAtgn57U+mBEz8CVBOtFXAJJqG5QgluBxvSMzECsq7/vga+/vECNivwAq1pnmx/feBbp90DHWCMOIQR4HRqzubI1UXFpz2DSVV8AgHz+w2Ig54zF73bWKPN01fsiKRIz8L1r1qQnamjelDCcJ93LA51zrm03FfzlhnrPkjmQPCfk+n5Akd14BMXH6REyBOJhp3mtECyhyCeOY7nE4zYxREVzUK2BnE7LpFxh7QEkamCWQHoth2CJJYxRc2rCxiXHZ6zphbjJEwW24IcSjhKXhMPDPPzWNix5n2FfDJQRm/PGlYL7KIcByQYdG4iI8znRhMJmDtDSalgF1xyI53MdnaxS4xE4tkSoYULIolEkCxjs7xaHnqIjv8xU7rFEqVUjFjGfilU0zISTEMrdHUQFArG5H5ytN5/yvLa2IoRta3X6fRCpEqjun5UpgnFQxt3DxqlCXK8TRoH5oh50kMxzsET76NMSK1QnYdESTrAHi7THpYB9l9nW6nPdi6tTJlk/27QX5wB/qnELDeSjDUkPYcuI46E38FdbLs/V0iqa/nT0iUUgWDoGxJymD31Djc+kJAMinhUwJ2Yqv450ZAkTZ4E21L4k4AphkR4eMQ76RYAovgqgQGTz7JkhgAlsaQvI3G5FeT2IXBsyVR10+vXTtOg/I/8xutycqYB8evXcvKxuTH5chfrt14X4lzvPwrx52S/GVU5rgyILSnxAlb6sH00Xi9bkcrQdQK2+m9iV1zXu+WsfZIT1Rv3fT5n977cRhJbaf7koj9Abc1jJmREh6wWHoNG22DLpsBN1eZdFO0bfOcRbhztG9h2Bgc2DrQXzo5JVCIEsL5msKWtHXxSqrJX+U/RGzkgFmlUB87NnUyemzqbh9m2DTLdbtzdz/fZLknf5VueeJq5nDwUjDovmw7o9Ol7744g6Xh0ehDBWDfpxbHxFN0RjBzOHRu5BNdI4f2yfLGNv/xznUnW127EzWPp/Y4t330xiv+/Ymg18Pp/f1H02bCStgtDSplcrMJhjfoBgmp6nxgx8ea7sld7qOpphQ9o01vNGzyrEvJY8cO7x31GB+ZDDgejO6O7pndGz5ils4e8Dy0eNJ81nw2c+pc8PSqdFvQxrszGwq6OTiPxAeNF2wP0XuL3AXhfqlGvBUn8fEdE7s4ULI/qzDWLWw27FL2ue7jONR47EhhS2HLjDYEEv3TXjaM72epH9m04ItX+a4ELk6fKrZPGXPDvwntZQ4+W8bFholdhvNjF4vt84ZYqKe36+QG9ZNq37HjwwrfCuJaS6THbyk/jBwps3Gij+6/mZMTO1XbVds9Ozw7vP2389PabcBVlLI/0kdYZ7Z/NWfVZz070tsN+6cedjwefsTbrzZxtl8xD3r7OVtZdus3OGW6NabdLMvzB1W7ZgdYUiTLzOfUGxyz3MBxXfnH2WRpnqjNHxh7uERnQFZhaFVa0G1Gl3PPwuaYdWqHw6rsy+otDfF1c1pnC8tP72CivUnelNj2sa9fNxjZZnho6fLMd/wPMQDEt8WctkeVvqgw+G8Mu929oZ7PP60cSz2OPZHdK+w3afNXw0/6jz5x1XC0wnbXyFyvyRg+Ej5itNgcN4SRs6kiKEGJxXoxuSswEhgxHjyaOzyJF6gSYd+38KDkYtqtsqls+cNWZ2SoIqb5YyayMDjRN2Hl2DMoK2JmzXWhLYht7oljnB2P00MRXMVNHuGcnDwy4SwLMbrT+EgqUJG9EHrO5wlcdL6g6fiE7vQwjdbk6o0WQTDKR8sueWG6TVgzJsABo3FwErILCjD2w099jt1vA8oaGX0pBYx+7aVIEmPbJTHOD4uijM7iS/nUVrKOAuznFkZjsTPp58RCRlUBsn1cMiWB+Lp+DOM3wvUY7GeSh9lm5p9JnsUZJSjCeirQCti2tLcRY+B7he1lrs+RXp6XUdO4roIZjjV9U8xmED8hYz+gNVFnKhA1ZBlY+IA8008xIPgAu3rh2LgkIx2Dt6JAfQsUfGwX8xenFOAl9n/59yEHKT85df1ZoCYlWbrHQ2iQpU4X19MzpvcDiS6+S2NLbvZ1Z8kUT12VshoPes5MrrHYMudnL5hcPmf8ROjgRIe12rgr2uxuKF7MbG2ob2jS9kgeKV1F79GvK10IuiYOO8xpi7f7H65t89/pLTYT94a3JB6mvdkH546cmvTOBy2Bqfa5++w6m2783OTD5kPEQ0vOxQOxrkDTreBk70tsWtwc3+UEell0w01gQY4lesD4sPFwkvac0Rzy9xl3ZpvphoXzc+cyrTkQ2HgruEkNarwVYOfGEJ2l5oMTnsRR89kKNKi2dFX57/Kj8qOlw3bnxJMrqEyOVKDUPWi9OhnKXdFc0TVFZCvo6R9fckoGHeYVJIO+EC1l8Jxyh/WjwKzNbDLv0p7zesfOTB1LbvmIs6N4JuBzHRvzxLpGdys7Pqc7M/ppzRKvUFMxxrHbtpZhXU+oKB21fRjz0eQddjJZqCnVLNU45HhE/rVREvJVSlDfvqPNSrFs+D7mpO+wS0zhTnursMWx4cc407/BJ4U22r8zLM6vGQD7TbzEvVYqy27zPaBFfqcCGokWOd3S/EthD8foFjy+VENzT4f3a7hWEqXsmBFqoB4LwxwSAkIg/sPz5z849U7+3vkNdJXPplqXAIsC6g3slAERhAQv4B2wcAC0/6EjiDSCZtDTpABNQ02bD2+u77WBJ0aGvlfCRNK/y2T97bK68Qa3dlQ0hi6ZD617YlyW5wsEUfrFJ/ERnFzomN4Sgbb+i7nqBFxfQN4nwDRen0OHTn/PR+4e/gUOz6dp3VXltvGaOL6ARp3KbUVEIvmVseeAriWOWY+7JBK7hswQjo3RfgKhkWJXOmDbd37RZvT26UYcaA4zYm64WwOGhfzmRaQpgOyeAC7wiz+3LVFPOsB7k9v1rb9R3iUhDagPZtYN6pFJ5C03ckVPTm4XvDviRC5Jo/hzovH+gCJPzsnHqDG+nCukYidi50KI8PBu4oFzZ8+j4j7fHgdl5E5zP7RyY9xR5GWygOTww8U9FrOJF5Nn8OxlzS5TE0EsAc+xEEgidOti5/NvE/jHBYmOFikB/jumSy+Er/2aT6V6LUZnjfMAwY90ZdcvogML8NClEFj3xecvO8ETjcdp9Mk0Ui/DT/pt2b1P6MF7LvTsP86felmBXHtFhzz+nAOCV9/t4Heu7xroPPoh7HgadPmPH2vEDrWC2S1L2hKwATvXZLwWbvDc82ZCqwJX5hAtyGtsVXMj1nssmyZxubQw4r1A+ycV+QbJ3X8tgrhzwpdH3bRZJD+QOLokGv03eod3k3ZDXqpRziBmo7D+TVo4yZ2jU+okKj5+VSr4Y72f3vlJFDz/gyn+dJut1iFR8bx46fHMTl2Vg3AROV6IazswCuJIpM3Hm++KgFlhEZoGVUrtXdbAlMNMexGzRjuk2pNSCDcp2pZFOs8LSne3fWgWk3BQjvwmjJ5OIe/6PJmHH1sEg+MjYASm+S99Mlj3wq/MoM0L5kHt6cHW7Se7g1izuIP/W6q3jZHh9en2O1QMryDVFwT+Db8Vdv8PrSG2zfae6CH0EdXI9xJ4RClHnnmbQM58hIJUVf1IEe8b/jTKUKXH98h/+4qkesA/8M9WpcwjfmtLuuF/WH0av5zYPi+NEf/KWjWmmWlOceUNX65b8y5Pf8ak4QUetJ0Y5hDLFxbE3sMG9Ub/2mNZJcSe4zewc2reekIkkrEdWwp7DIIGtkMLjNzbXt/yNoODwAUQvBC6ELzQiIOli+TSRd23ni6HajDG9JvpyHYA5jjdscDDylufseMA16+myWs2+kfFmus+wZbdg10jKId85fl/y5tlo6TIq3zNWqphv2bJawv06NrlF6DAgxBy2G+fkLPyEXi66ouwQlMdkYUaDVfCZwrtq+Ryk0fUW1+wMwDG21Z5sSj01s/fu8oLbW2sxqpd5UVQmCRStau8CAmDZHTNalDVZoGrbpUXwtoAIlEsv4DlL5ooxZ7Rlc+8ATrM19bPVNmEaaHm0qqFKvnau1Z5oarVYG7JV8qyHvD/AKS4kPtaowf5Y0MrKGBYCQr+VJdBQRidxV62IW9BsJ3fKpYCCbcE/8JOR3ChLuRjqEYdyIcNuq+sDP989g+H/Qkm4CQY98/+B/tRVC+72WlJo4HaGqc4skqo1VMGijmjMlim3rRwCV/CXWTYpz5qg8ot2f1hn3/kixfa669sFojiKHNFQj57rSd/BcHoBeMFoOlkP7IaZbe6RsFWbFhhZVdGJbsh4+YU03uavsk3WtlInS8bqUAoE33VywwPo5kMwfUcSQO1WhnsXAIzVazBZm+1kedrSFR2p+zZuYQSGexaAsoaZc0M34pbcbfCZYwgc3s/0yJTp5xwDl2Elwnwrp0bPvaWFjw1bGkx6ZOmN63cDuExFKqFE+gXm09GH1DyEi4jLd9TQmZpf9f8vglsAn7hRH59SYudHRKecJ4UoODAE7//5Y+fuDT9RMgeGSzZfNyE1bP7C+VJv89BJ75b3BxeHzqW8Uj2ae3B9myj8fQU13lR51aaI6Sxw7HZggQ7jfqZnp8v1Ia4prbDowYn/qEVWdhs3jC2IXty6divtNXCu83ID9WbUkgShMDCA6Pm2a3yo4sHEoef/umVk9Pkdhs839PXv6F7sxL0dHV1P9WxfuzBkXVtzqaAzXZ3lM4ckHCt7Yf+TGwO1CRQD3j8ufMnX/ztc+c/pJF6HXJ4YOezNNh99PGXr+SAD+nZOlMf4rmwoGlSE0cWTi9yJ7zq7SaZzvXafH0QKqAFn+tOGf/+jh4nwOjWAvG+Zae80eecwSaF4fU7g9uyWznDz/9IAZ8+eZ4+ksemaflua11SGN2/WO3FLd22LW5g2bYqD+halkeTO629KDrJteN/yEl/FAdR8s/Pq0c6dNI6I9w+MIeceOsPhw9s3T9oAGnrP8sz09UQWOFa3uWyz68rDc7CRdVt/ItxFacKpz4bEzslzxn3x0fM63NdK7wsPeqCN3Mz3a94MudfhaPJAQN35q6FtQsGP/fzie5/OXuvHviG/E2dL9hZDqMnQk0sj11I0LPILVweb1fRhQ1uapnbP3crVmO3vipG35njyv2LmJbJsUAZxSXJROeUlkOtJgFTm8aq2DDFKxESfpOEKGmCLZIB7wPBB1X07EndWpVuvC+5cYJvRmLQsXVqixCyEVO4W0CfMQgcyMtu5KjfXXxI/5Cxee5eHzdMoKBEzNCVnNzcEpFcv1puTt7YGQtpPIKSU/UOQSVvCXcF2MQ1zfc+V3WyDckkuZrD0bYsUasGUMUoWtA/7KbT1a3zCFyo4cgAKnPIA/LbHsSrah3AASppjEzw05NYK+tZtxINlbGxbPKul3/1q1+NouwyXgKOqYQXPnxZeEQG8rXTD7dgkw9avQo/exV6eOWNpNrq9e2YgZsZxU8RXNc+1V6vbWxQh84BfdW8a+Uqdly1l2OZa2WDfBjQXOHlljpzJ9tKapZ1fMW7t2KTX5F8JveTeebN2OqoCym+gpqhhl10vobK17DYLl/4aAHzyk/HSH75nsFHA2yoHMmtK1iyVUIp+jjHPGl2n8wdcCCVJ+FQ1MiGiN7eyYa4w4z0iWEPNgVF5asWKRbCRoNlrx21cP5i9iIEwNBppxUM7VeFjyAIhA93D0ujtFaUZOyIBQaU2qT8ppsErUbYSFokDKUecgZl38yiZm5teMUvnAqZpGbXGO6dXjO3dvpUQGLQZBsdd12aJgpV1wLrA843pvius5XXocctF6PHApIZkcbIBsPWxLlp2RTS+IwSnUJI2TN+Aed8+r56We3NrSkDJ2BHcPUEvzzDvbbsOQeTakktCcqLJypz2qUUha244GG/L0F8gjdGkVSKYhcpsB+cBCFRTATqmVxJ0AEgSeI43giARWwVlz9JiZh82TxgxfsLm01DvUhQzhK/4XKlEoGdhw/5zAuBpsYtIwMywX9NMRKiCStnAWpxkiEDUJFGkg/6mRxJUCfGEqyH1VfYxK9/Jb1w7E4kCyLS9SNKsigaAnxQ21RGQyBicTCIPWJQD78nEmBSbEM9WYTLGPvYQkkImMK/Kd586tsgXkLXnXsO6MSwy45c9w/71FNPPfXjWzzGPvXU8rOPPvrI08B+VmWDkOkOJX0pBsgF4PK4PG5P4AQ27nOGTZsps3n6spyX9MG0D2D4HAh4fB4jPuYb8xnwSqjkUAkKnpKnYoKcV/Y9hGFQwjypBDZe9nL2soTHfmqNirOnPYcLUMWrhJWc2JR6XF++jvviPvZ6zDfuq+QqL+eUvpy+rFwuiY03fXn68vyp0KMMuOH7K5lUAhuhUpyCN8NEUi7fs4lZUJQ85S3graS7QRghj2bCSh7yMniS6+iy9yvXK/nOXZ69LFmOt/JsJe6N+xt5rpzZclbKXUmr4K2QZOW6AuvK+xV4WeLpl8MKW9jrpC/pqzwz4hLemxJF5F4OYb0QGCLahSibcMzn8kwIWU7MXpgXmlxsjMhTPp4btgOToHK2cdHLbcpO1hNnUn6b4jkAQZbwku9hmITR5FOUVvQzEktXZ8UEgmG5GsFt941e8gMVcgC/nqaAF3AqK1Yi0+hPRTfiCUVCEexyIK+qETXyKnMMy4z7XjUOerZbh4yBwll3HWfN2P3NoxuMCjak25bfajuUYbq9Ud+k0sQ7jIGls/KzQiayt05+Fq3G1VDqhuwxg2quSNP3ORmMUrdgxPqLnKHMvPnypuMLPHaq6HwN7Jow+NaPtwYHwgN5ERvk54eHs9h0sFtfnuilo+SUh20/IrSD9sldK1sGYNjPXCSGvfs75n+CXrnzsBOw/JvGmxI6VaOz2sdXdk15FNV+bsniagv1FIdMyMdKlDmEsKUg3ADNnYs9syrXqpPJJnArwQZC1CVE6bULd5trTZejk6yD8/idZp8dZffF0IreGasWlI9h4ujRo3nynXfeYXL5VI+wIdQyu9bU7DxUdFbOsXvOnTsXC38wfd8kbiNsxNfA4uZabXnUMxz9Sfgnk7wir8hfFRaUaIB4Azt5BIfzhIW0kB6ytlFK4YCdhQEBP8ZL8urOsl8a+0hBFw740erxapzC89VRcUQ8J17f3cyuj/NJp6TYtHSOCZqa9VFW7L5VfAdRVy6/tbHVxBbsZYrlMFo2Q3jI3R38TsoCvgmgBRAkN5TLOtC9G3jYQjJMAQmkDEWyek78Il0u1CCttUEGwvW44JsAGERpUZcK+evyj67RSlauVYCo1koCTgs21jvanRjIPRk+rxiI2zM7RrfJ92UPot0GjcZiPih/YhYJH3HwPVVmJM+f1RofGT2XcnkfjDyhCVv+V2Ktg8qcXhhpDFrGuq0DqhP0g8Wdvj2K+4rNU6hO6gRzgnS1DzEoJJTaFzqU26c9ojmSGUru9m/WcF/19Bd6U5uNG0qt0x7FFbot0pTWGzebBmaBBctKNLsyrhyVQitng+rWAuZUX4ZaR1QKDW6tQB8DbOGKbeXCzAO3ojKuK/QqN92KTvLu2+CsWkbP60hEJoYX763AyqH1PM4b0z9kj/SkPghItsnHkhdrZy/aA6GkmpghTOTXSPoY1yT3byzsG5uMTcaqPMB6a9UYaxrvWk6yIYefP3/eRLLnkqjLjH5cuit5//z6iaafLW2Zfi31WpYwkg7e15Q3gadklvVmu6ZD1ZFnwPN+XYIkHpX7uix7FR2ScgLf1ycoygmdcQ+bYLFrPPhqYJz1BTXFrjCeZXpYGSF7ywbbumB3upNRT11LV14N/N9KXIkLWS2oFi4J5HL2lg2lxkqsjF6J/n1mLbGyw9Ex1qsoG9ixmXCDbwPRo6j2rvu2Q7tmzXvNQBogP2yHdb9iDyG5m5a19kQpk7y+qy9d7o1c3wPEcMOh6bJv01aaue6i/7M3Ibp5Q5RR/m2bA5UlBb7yDhJFHLBDZRwCJQA737c8ZYw10TEM3rDjyufy4LP8hlNJdoMDdgrDSkS87CwShzhrXbEayMourK1MIBxn58yzy2GoIu9Whx+AplTUst3KrnOl2KW47WDlF6RDNABKCJb3Q5gVzl0Plb0R2JBnQrO27N6TCQI8zNjtFJ/dzpaBE2dgqQAJK0jxKw==</script><script 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</script><script 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</script><script 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data-id="build-stats.json">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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>
|