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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u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( 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i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new _n,this.renderer=this.options.renderer,this.renderer.options=this.options,this.textRenderer=new Pn,this.slugger=new Bn}static parse(e,t){return new Rn(t).parse(e)}static parseInline(e,t){return new Rn(t).parseInline(e)}parse(e,t=!0){let n,i,r,o,a,s,l,c,u,d,h,p,f,g,m,v,y,b,w,x="",k=e.length;for(n=0;n<k;n++)if(d=e[n],this.options.extensions&&this.options.extensions.renderers&&this.options.extensions.renderers[d.type]&&(w=this.options.extensions.renderers[d.type].call({parser:this},d),!1!==w||!["space","hr","heading","code","table","blockquote","list","html","paragraph","text"].includes(d.type)))x+=w||"";else 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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</script><script 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</script><script 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</script><script 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</script><script 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</script><script 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</script><script 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</script><script 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O2m8FZDx+8WKcYqEIIA1OrAzgMm7iJ6BN3R96cPbtz4HF3Sx+Y095TrxmzUdcV5xRzJnCGpfhqOnczFLs2OZJQ8N9kcWJ173ajP7imaVR2C9qL5fmxk7lGszb2eez3ag3BHNpeora65NY0YEH6Hi5EibRPEAPDzbnjpr3wS8PC9SDdmeTD0VbnIJngREhmfBGZxonlop7+CqSjeMt6dDlvg2DvVpobjsW9apsnypgEynqcsDYWGyfXW9SWXOTS3JnyRkGUuAjMcZmO23tLjXpOhCbblB/G+aJ/6En7pycfZE61YiAgQQSLJ5fGEBIEsK0XBgbWUl3/UsJpiB8LSzJMEFwbNFMYOmhc53wPkKstDVzWFzDAauk6fDPOHPQ/C9RX6WrVOsfdB+Bg+/rRGTwHZFHe2K7upeOw+hAxiGJWpqa7xA36uUEHOx9j4GKmlkIGD4QB6fUcTffZBuL5i7CkTEVoT5jqfT91OgiwwXhq6FLjiuDJ6W9tp1kVJf/lXoyE/2ghbVamoaZAOSgLgAq+at6p+i1e+JCAQbGwWNR37M8KsEjVZyAv767d8EuKyCB31W0xywyj388/ZOeTPw0+5nsvuEh8JH7Ws7BclTpKvKk8730jiAvHEa8NXFuKSeAA4jMiEuhbxvD+aX9PC/w4ffritQAwBa4UJ5ARGLMi23mFaT0smZEOyUsAE5ngwaMTKOZ/iRUlkghKDF59oVJlUdIQ7+LotI1RnSNiWcyof2sU4RQqlaipKXefJhujJyqo6mxRncMCRK+X1QfkDgJQA4vbTlOzD67+9R+bmQRRSLqz3AtTS30cAxxpWcPMmKkbWdihiEffV0e6x7vixfxvZ478QeWuy1cZ3bfCYjV1wpMo4nvpV+rXpTp15CV7hGGfjbKv/wnwHjA2cXSAIHgrcDV2duTjNdqKAjxY8Ax1JepwOCZY5xuIgCUkL/DLQ9hYbFaC6agEl8dNRGg2ciEF6RCJs2E/UoJefeERYWpCewroJIG3My+ZkcGRG8D3yb0TRCiWbYQKwD56lGmrQU1mA+mx/bbuogwMISftyiZsrGnoRU2FYmmW2gc68TCkHkmnwUfdx6ZEsV9hw5DFpwo91duG6oY+M3Hujuq/yqydXptbp9qYPFC2zCheT7AzYkiamNfkq4/MQNq7HliYG9wreSd40nROcnzoTPKYRZrZecGis6kH9uq6e7tQNr0PDuKnJZydbE3xNg48XXplvmdt/ZRt5JBWznTA98+NQV36Lak9EM9EwsFn1bGyN45kxiaaHs9v0vGfTVPfggaI726FRleQIOVJrkRntKlqKFrL5URLFDkU0Fnly04JcUxcyamQm6qfOMKcX0yiu8RK5Ciitb8vggYEXc+cXZNa8rnjW7ODstjm8DnxPoXtB+mBX6sjcseihuQOBNUvzEGsYffbH+LOeTRPr8lsmTqUy8TAn9N50iE/4O5KkDg7PH7/OXzUNO5Aqc6kDqaqqgh1IjtfS0uIxZ8xqjW+Fiiy5od3h9t/zWH2X0WXJMcnCxSlSqm+GMtMiwkFHK1tEv88xbhmo44/LloY4glnSTFf96mbnf9zDz/DmK92y9hnw9VktdwG1nj8Iu3fwwx+Oq2LPJXZGjvZemH2ZfDP6Vu5t201bu5ubWmt8S3tE0BxcOy/iYB/+TG9DUFVH7DnB8yimf+UCzfjF1NHR14Jri525t4M/mV8De3BnyBGCSvt3aM8cbSPEHBiu4ICAIMMtSO7b5HFvzwcHqEkEyHDL5SMuPYBEFiQGN5GVFY9zuDg+STWhN+4i3qPD2tHMidnbETpPjwmeuJ6m0VaKqeq5N0a6vSC3peSaj3Hu4FfyvSDViw71ULbeoZ/G6BF6Ynn+JBiihytz3KAc2WMCEuC8HNcmhwm4uUzD0ElkSO4wZvepXnvP8coYFxnPFf01YR1PxsAEsnSR5jx8XfEUWSADtLA2Q09VFipHZXUtIfmCLyEP0M1/++1vSxgpelS2s5+rh6YUDdteVakpmDudr0qeSQuNpKMt15LrUm8w7fmZ+flcl0BeiiApCBjf42gL7/bf9l4GM72Nx4XEXAhDP4E8jfMVD29/z5ESCU5Z6RbJEJ2obKxVSv2yQ7UB+aI/JsCpQVryX7c/X8AM8pRSjbw2yo2DCbCAZpWXFtPM8rk3x7m2N2aPMsB3XOV0qu1G3b4Rh1qr1s63jqwK7Bs4pNYq2xaxYi/PtxZWq5wq58gahDtw1pOZuwxFZqgQNbXMjqM0NnfRS6Suo01N45SGtsuW2SSFTfda+clYqN3frqdSlJp5NN4QxvRpyeib3owr0yBbZsvdEOa8NATs1zmfzN9FW/PcwmVGTjbyhyFqkLo1iJbFZqV22JF65Pe8JuEPpbfytKWMlKLnpG04cCwiGKHWgrYYfdBfE30r/Ha6JdKqF+F4/47YwYK2qaVxf01DfXNLU1ODq6MUb9HcD9esK+HP9wbb/8ADPE+HRaDhDyse+jBBhhKCMWqUHqKBh5GBGONBN1QveOPyUfSKNSUsIaVoj9wv72dkpVj4w/jL7RBUDG7etlRZtli3DFjGzeJDJo0uUDygeTa3Mt9jrY4QejvzStSLIOOVzjNTZ+Ovz0ZL2CNHQu1akOqIbfhKu/aRjyQkqBooIsCiDEgxrKOhExSCDlAYCgYYgxgYu4xd70We0vbYTMP7Ey5tj6K1uKWgwKtia+Y1M9wIVyunmjbKbiLLS8Tuajszrey9UiiR5kFKMkjZmPo4Ay20R1IKw3Gmvt7HGPJYPbmeXJ867tbuHAKh1yZ9CV4Icx8LVU6/HDg54Na9uBQynRjsRCZKdBT67D9/0qZ1riUNjLzSe5NzQlGaqnWzy8pDlJuS2Bl1OSAKo1BtWXw/Nc0aD2M4YlR7L8z9j8FOIgmFIJxnptNog5vu0e9PJKDywi4qeihUoh5YnnzDL3JduS7Hi8Et+JFxZpgb3DKljLR/jfq6lJbhJ8vvMcBxwJ1dfhroKuPgR2J5yU0L7uzqp1FMvgIGSTkLnZIZxtlPmXlqSjApSLQJ1oSOZ5xxy/Rzi+FYWNUhA3yoUT35w2CTzQlueoWKQMZGOrghoh9PVYHFayQX7pR0cPv5MNiPl3MRKb9mMFBlIDH/6uT29IVwO+Zrj0OYXjhF2dnizlNBShKGX0Y552aqK0EBv/QyCDGsM0V1WygL1TVBgSt+KYI4GPQuRKC2v9f1MmfbyA7/Jnwb3uNf7980ubsEG78YbP8NVi+Ld4RgzSnpZeqHJ03DGjIz9QmGdVR0TQ1PmqSiTJSBQfh5GnkZLjJhBW7Lrpt1GF/GbbNrnVLHoVnH2BvhdhyEO8IwCfVySTziE3DyGANjSJ3wVYc7bHhe6qtW7vXedV2l0FoHRhHePlsfRaQ6It+Jb75mptVmnOI5jsy0pvZk72auAm+vA43CWeYjfek+AGb7Qj+PQvaaJ2Dv5gkMAgNzcvIp71ot6ZBMPqXZr7mrvxrutfeCkuR8wOvviC/b1jDUxn+eoYFeel7JTMin5Qu+eUHPxo3/bOdppUrmPIQU5Dm5QQF0XSRfcVh5xr07bc6eYUDYrzjsPYp80evu3QnrjFFzeCAbhF+TCn5NDvZrGkFfU4SxL3xN/TAfFEhSQM1glJQIM2UPSUMwWsuEToKCgFUEgeBOxvBLZ3PIqNXrHHP7NDvFR3Pnc+cL3uA+/dq4FbkhY8ioXzvVvhhf+Ltw+/8S1aY6jBsukPrHTL69/Co77/bPv64flbGOXfCl6D8hVMlTcOvdXAgZkBkiGHoKfOswyDcz+wN4mp/fFnmWkQXfznpt+0oQ10vi54ho+wJYuQ72p+qstjPbxqF8lYvJadnUomxiAsGXX778qhmmpIAJuWWGAtYPf/cho9jkVwZPu31Glb0xeLr4jFWadhlVyc3qDgmGwVIJPnGLUWyNE36uj/fFDH8aBCrZ0jADASwNI+aSlYNfBEkUngZlgb0kh0ImUGmIE6PM/xJNKsN39Vcs7BsGFvLRa+AtI2SzIUqladEQPVi564SY0cprg/J73pDA8K5ojM4tYCV4J5Sg1itPLiBA5S8MPoV/ia5EF3RSjfHO/NZAdGBrSEDyZ1eZmyc2xDv16/Rk5PwQnlqxNNbYoSfdJ0oY7n3hTCQskwqJ6Quuf9J22lr1tLhc8XpaQwvNMq2MhyyZmlbT0NXK+FDdCXQGOnNn1ZIRQnCu2KWqQ765OKfD1Kvtnegt9M71TvXyMPjzI9S98SfeoxxrqRrAXXh7e3tOpqGrtLRO1h6SLWgoJVVFQ09T6IJaRlYOVilpFG4PlMQvUHoaGUZm+HJckVk50sOCSdrLmpAMVtdY05Rtotd59w/my2a9ncpTY9S3b1fSeHZddl1Q5fZE6egmt9btUb4VbP8Tms52UCPU+BOzGjxflDgrhs3ulUXJ9DtlVk5qFEo1SqmXdviqUjNhh/BRNs6QxVVVA8C32rQllxnOuCDJ9BOkn8cH1g2sSwd1fKdQZYmv0vGNb5bT13aOtLJvvj6G3EjAD21d6KJNMM5XbSu22gSJW5yOQK+3VxdShTCQCiVDbDsO7j3hEu8TATDUN9c33QeMlzTfYUKVbBXxBoGKV0VNc3EM2fNCoWgAKm9VfmYx3+UiEPqh3wU7x0cHRXE2XOUr5dNFFVhjZgwunu/QWFV4+4NwbUV/zaRHF2XhobKqBXXOIyptso05HM78Nx4ZuMh8DBu3VlZleEz5aSrMa81rFarBY0mxzTbXNHgs9Ja4QxzC4QANTarzI0/elLVMo0kzkpbGoFTOhwtEGoL+wEKH46WmWAO7EU2FTTrXytnuvT0b9rdrOy06NNleEn+enCEFdENtgOZIZytxWU9URt3zZcnbDjpO/7qEEuMlABz0z1Si2M0Qz2BEG3bHqq3X4zcUp7wVlppA79xLDDCfsl6ffNpSUwyPbxjtUZxKvISgvlu2T3iuT+bWYKXLQACRDiVC7EQgFvgOawz9mAoTk5YKD3EKWWaeGkQFHDSvCkvDQytoSVLml5UCajTrmpQtxt4DlMshxpvlWdDNqwOSQQm0CuS9sF9iUIGP5lc7petcIpvIKHRoWJJJnhtT42QFMnFRyR9SGGw8IzZQPU015Sr6CVeTf+3vfThT4QvBrJf9xouCOxqBmq9f7l5mE/neLunPAvykRA1+WG8B0aoFn0V47H+jODvvXwa5GhbkqjLo0SbSbFdeYFunW28FVpB7qlBlWzfcNfq0jRtXWcEEd3rz8I7G47caj3sIwTVQxROSlziXeGiHp6NVhw4jl77lAaq5QAELs2OKQbabbubQg1Szn9oxyViZHVkGjsV1gnhz3qgTKPnhN9JXh7eO6fN7EtqSX/ny3BpUuTy0XQZ8lymneEsW9+MZusdCnRWwtZdGDaQNNZBsoGcKhc6Ssm8IogyNUToaGYHMkCQGV0/XZXY/DJ+RDnZkn2Ph4xTaLq+F3SWET0ujQpdbtI6w8YeOz23iMzs5rzjj5rvYZT13/ra2U9kWomLlGmMoMQWEeqkWhll7goQAEkEdKKhBFt8wB1LykrFWz6/QnkwKHS9o9ruOL/qdtnE9MqoODNQKzZeyTzywdLZqCTs2IXVTempIGpeC+155c1NKSoQNScuCk1SINXGpYYqINIlrBTr9nhm6JEPg9qo8zKevhcPPlrcAB8h/aeIBEy2uHAZgl4hIyRZ8dsF/8to7/oqiCxVurugYOBHjlqKCMgOJf/XVV/OK2NvjfYLnLUftmhFGfzwX8EfGrs82C3SxtyMXSmHdhVJ8pnG2OWtzdPC/w87ftNaMZ4mkMAnUFQUsx279hRoeKWEqpyWlQBKM0DBYwMoZG6Y5fGTyckOGGHlG+YzOFmgfuMJkQhv+6jK4aR/7eblphpYkZN7yr4VDtxnpCeZQQgYtN93W5qYPHfLLDH9LNmZtv//ZT+zbBa9GNtTkWlhnSM8CB3pEW/eLtmqI+N0EPU4Hltky12Inu/dvnqRGJOd/cGWOYZ1RPgT9B/yfroAhLReBmNIqQv9T/h1v7RR3OU/ZLo3u/N4ukyO7w7z9YVjQO5qZx6K9Ik9Hhp6l5+QPzRGGyOZqjFBSGaqxR4iBOK2s3N2CETyz1MP0XKnCgEn+IGRasEByAlLs//w+BrGKe8ifQ9wfjYP7iRm5AcfL6yD92uyrzCnbaetphcvxmsJoX6ds83A93OC6+HPJDZ7nIwfjzjky/Ozo9n6bc7/YPW4Y5NssZkOMl6owGqd2MJ3fTO91+/dNOKZ2RLof5uLvGe3M7HXq8xfHUAkNUwo6T3nohU6E7VF85crHHLSRJmKypAxaHtoBjYeOyWKygMwwD4a4Q1x99cTrHv7Nmze1VydeT30vczd3FSvdXkVAl4LaExXvQKugMTJYLnwBLRWhqyHq6qIyZKdguEEqGqfq6jbW1cGBkgncuHEj9PSsdWiH/k3xdcumcMX+W/M77w8bXxv7mXT6Z0/6swm1FYgMCFTAnlowyQ1JHj1WYsA8DwEmucGFBcwYiUxIYvDh6mem+P2rxi2lffNqMk8Ok6PkPPuBR0gjKVFXzpXzGiZbKEzaDkSn4IBdOESrK/dLeXWHeA2/QcuQQCP3yIPyRwBVQkTXITrFA6IPr4tMYCkbfwXCP9bwGz6oQWub4ofp4TArRuiwdwfBZ+hPh93zWxSC1zlHR4+ajo3VpdYkwpFLHRGTysRscG20+KbP9cc4TcoDhS15w5DpQ3wjrrFY45XZF6b5I2BMH+seNPrX5/VJr96fNc1ueASnyfX+9UNdzIapZrMP8dNeSXrxAKfJIfa/4n8l0YD4hlfrVyHWKemUS30mcx2xx9eM6sfbs6bhjbHu8IHI7djlmYtTF9HxsYUF1Ek4LvI8PCdeOtxLMjijLx/0nZYaxrE833NmkBtSvqraOXvd9+Ps3czdLKWkkZlg+1iGHqEkpKxQ0iMz5bhJxjBNhNSxk5HvD2QSmWnKTAeXmYcfx3wN4RccNwp3R+/q6X5aIV8Oz3xlCHe9heb1jRBPuQxeATNfHcPCLJ6VdtMP38pRRis0mFyR6/m7w3dd6B5X0kcFS6+u/4ihtBI78EsXGrku0Ax6aygsCtu3U9hGwPu6S0To5UsCkwKI8xMh9ePePy8g91eg2BSQiSLgax/3HqpADrW+Av7ZZz8QVBTwHwyDz2aa8wcsh1T7nS+5e4goV79u5OAsSB1UnlWdTRwJeN4JYK6tU1bPFtemh/CMB7QurasU7djEYnMISPgPwfYvQUukw0vOkY5lczYHNR8pOEuA6lU5uljZiFUD3u+ACFvXE5ffF8xB5Up6jrd51Q96f3qPxMRDGH8E0t7NbvB1DCzB98gNIfDDH3766Q/Zv08/zbTavNHQUMuclrN6UFPsGLenX/9V+hV/ReBs+pDxsOZo+oyiZa62+IzYb7zmeTV+pOgOHRIfvJ9orH7w7OBZnItz40c4R5dSW14IHZo8pWhRthivZU7H1pvWmg5yYtnb+cvjF0cuqnv35NhJCTxU7AXsAicf7ebhgeRFzU/RUYUxubRUQAzZoJXYJLJ7OxUnSArdnfMzQABZnh6vlFbzAJYG8+icYlNc/gAgIy/j3+YB2SosSS8lzy6QDwERaNo8K+M9QO1B5w5Kr9whW187uj9yeOjKeHj2DfVud5u1Z3qLvXG8YXSNao2zjdOa3umTF43BZkHLYCvZHOsWVw40R1QJ40Qf54Vx3vDeQPcn3hVaWQ6fwEiDv3f8zfkGY2UxsMh09o1R/aPYpnea1uY7x98Uv1liXlxrrDS9Huue2jC3O7BndGWxIbyluC1xDSUkftF4ACWV77Gb8Q3soXrL7FbdJsHG6c2CrYo+YyLQ/q/1aJkxvOGvXoOTvtc3lLoK571Jxm7wHjvL+CqmA3VonpH1jPFBz5eiP6LIIg87reDWubhsREpm+G90Y9E7yRZVk3rD0HOFg8ULCufsat3+7oFVuQOK54fatg61Bw6m3bkDE46HcIr15XiLaoZH3kHPidp4NtrCdt92dDbOLzOXhcuTv1TTycpx4Jch20b/8pc2ehyMA4vM4IOdHANcLeGDOZ7ydR8W2fqZhTvZjYKp74Xa/13Rod/Qa9ZbaD3L2ULPUxI3ekaK5Wyhu/ppt8wmo5CF011dXSOUTYYMBVm7W6zBwuuTfvuZkmtUTP5C26nWpclMuWPUUu+1gH7aITWCPWo5VXZnSAj9Av7neGzYXI42/ABqGLhysn3YYA0qzgp2je7OOZ377w+bXic7wFjvSC+PQA8ffIfhtrttlJgA6Yr/dgrS3GG2P3fRYloSl3lkpcB/MyQMpbnlbHDINGuGJQacUMpzfb+CP4ABzPyh7vauETiqEOty5EQ5x2aaMPTDz4jvkVGsDUvNQBAGVG4eGR+BDU4wqDR2xtbj2+w7zMaU3thZMJmNcwZ8m+UE2dEAqO8w1rS15YkimK34IyNwcCclSypzoWb/qCFhyMEtS8qQOdZMSQxhYqrJjcWPYWrw+T87uP/4J+vJ6p2Js0f78gMzmWPKjLYz25KhVeVxU5bGBmhKJweES846eRojsBQNCKtcDw0C6eWGeSItz7YZlZmnZ9dodGSz+lnPVvc61Vr1s9Ht2baE1r2O01SKS++EmUZ7kPuffB5J68WtxDANBmlMzQ6O8nSAlliRgsQGQAiFsLLsXjrDGo3cUCR8TeZqqtBsaruxZctOt25Vv8FrSK3d/LuulDG/vmsHoe4aMrW3JA5rP1FwBZkJveAqE9RsfPgevmHY22MYhWHVwzQyMRjCKMO50WCCJvdNrbfTRmzBJzg3oRc/IR/VRQuprkpVmCtKruvsE/M4b2y0HJk9+seTrD2hLjHQPgEDb2h+laraWDsNrKIFX8IXpUfo1DKKzjSmjviA/g3Tbd3tKdJBRZfZEOHCUw1T7uCbSCFCeLFl8IJ44nqHiUWbfgzaEG5941wotoAWXwYtgw/csBGpNxDezGPwhvFg1IO5b5ru6u8ivP5l8Sw3lbwAy2/2MXjjuOBNMeku4zmpxDJ4BbzwpqDCeLOQGc08Dm8eD72VJH3sHTnzpIsaWAbPTsy9ZSdj0QW8wWXwHEQqNk/HWfkElI8aWQYvKy5eIXnWt9D2FA7Ux4eWxctd9ZOpN9HdQTjlobLL4s1dy1ERFo+kvFRuWbyhyDilfQvhFR+TjzThidtWONlyEVNBamIZvP5qRV9B4L3pu+u5i7btTC6L571kWuG4OZYZyWhFKsxJPXqP5wyJYpywpzOQRH9V4YqaCJ3bYdMZM7qMiopTCerR86QCmDaIQCslNZh5/VsDeyJ4uM/4osul3TMXSaxDxh/gfPx4HmHWJBCLgExvupxudHAD7WjHT0i4HA0Ioh1p/aw7JDWMAvOxgaeGMEW78erIB+m1blxsQjZ+UfAJSjz5uAwANgsA5sHNG3nK9/RswxR/RhynAu0acoSc4H2j3JPcRB3U2q4WM3MZBQRFvjmrGiL8dORQPmzK6CEJun/mG0m0xJh/jHZfnbg7flcJCeLfTJIhMqc1PHWYc2c+g1q9UfjvYPuYSdhiSsLouhNEEobwETYO1kG8yXdBG9RiobD17pTIS4wsQ9SYowFI0TbYcWI+Oesk5UtgTrlBUxHnKhrHDl2xYuDKuxJqK6ji7aSI/VLe5pMmcPImT7KLR3XfMezChFup7+kvabwqMFeTJESN58de+sW7o2CqJRiYetHz2r8JXitQue1YkLul5td/OjUIwJdQQWzcXZCqd/Wvymk+HL/RBOZ2EZfP2/dO3B67HXtMZkM0yKH+YYx1YZZ9vGR18Ozk+bhv5M1Qe6AdEY8tl+lROkl75cgk5CU/5ODncWqHGsZXa04K3gxDDkE6S6e/uazxCn21R6vfabltuh2CJEPfTKKoMB50MtEdzow9E6bz7GNv30Ciqgg8VViN7wze9d9FOz5z34Zk8qncSte2HBzHxzZMqf0rHr3zTkt1vWwjz34RBGe/YAQlv01u8HI//ji4KlpRxNWdZqtxS93wavhjjUbs+DiUYATK8I0SqCssNTO4WBm/Hb0dgy2Bb8Wjn6ud5dWerKGIW2laV/npgNTGCHEQkC/6HcKH4+1ywzhQg1MfaJUzEcsb04IJ8CclaWn4j6wk3Ok6bxJ6RaYo50PUWKMGgEMuviE8T0oCUnMp8xMkZoMqB+amkGtFzYC/qX9P/x7H7ikbecb9D8OZIaiEhltm6ERZCbVTGioiRcYFex+X1MDBrSt1TciI9wT/SdLO6QWADNVV13XOhTBjn7KPiPYJV3meeAkiqyUseJLgU/xhwZdEkmfm8jNsgdspnJJEpU5pKfDlMA1DZm6yHPklVItZAH+oJPIAPcOalNwwSFgV9jUjpfWbIXqeNcMIPtykoTo9L6QO4prUXesVzKofEg3jbvrRs/Yc2s0av8ygIjjN5GHNsf7VNr1FnxNN42E6TKfLBzX0tKQgGywRqegwXYozmCsYZrZvjjv2vk1v1jvhx5F56PqwJtj98Q13TMrNGSVzm7mtvaO+U2IfoYcW2U8sso+wZkhmsBGTMu05M3Yr/nKj9kw/d/THFr1Jr4WR87JHJ2MjxmoTL9ve9uhdem2nQpclRyULI1EhwXPCsWgtXzIpY508XSskpBAsoLvr+KsgZBhtPB+ttt0cPhdzuE6Mtmfb9GtIg+1mNFryB+pjjkIk/k9bMxe/w1oM2kE+CzIV8HchGOaOL7ODHAcqdgf5MLcsu6C8g3wc7SCfUg+v41vNyd2658YanRmRNlMvW64wKrQ+b3Xw1sTdsbt50SxeXBZv6tUEDqK4BxhADrxThW3p2WMQHZIQfNFuySlJXd812Z9vguq9DfMYICKxyduF20gVy0gfVP9XuSgd1KiQGZeW/FGpIUBMAVMtZ6//oO9N9//UfKL6BFEPP0wNpRFCbNPhXKUU4wCPZaQDGfEd8o6A8lMB+B9ify0eSkFJ0tJg6dfPgWom1Bz8yAlLDSFCVV/oidhMbXlbNBPKLNEGlyYmlUmFhggR8qsqxId02wu+RCae0YuMWHYZwcLEbE140w0z9ofaL3/ZuO3X7x7FDtRhNQ3gD2BX9WhQl9HAMR6BN+glj6Y/X6jXeaNvPR7HeFJRP3ZrQs/DG4zL4FyIPuPx+eKPx8FPBRqL7z0eJ+f3KYbefDxO5EygJvTOhJ7CG0zL4PSaA7anxf2Px9Gri0czN5bDcdAaOiJDZkhW8ntlht5EY+T4gFSD2/bOnA58gwy5oLgGPdnHxxvMy+D0KS6qhfno43G0jXMnBt9+PI4rlCeN9OS7j8cK9g3T2ZsTeiHeYFkG53Lqklpq/97jcbKXrZL43z0eJx8eX6F+9/E4kyvjHs4tDzlHeql+MsZO8NhgjyoZlkRLiDO8YyDP+xT77FNMSZe8DFRcxcYVxarclcyVwcpRyXzbzI7gbf/t0RVZ0E8uxwfF9JNxiWEAH5ZlzsxyPydPiE/14bj2H8ZvowkvRaufDi/ss/DSwEpjsKvJypA9KYMAHw0tM+p/MjJo9aN1xDmuk7sDWWplzB1W+rHixsQ6/dpFf2Sf+KcEYHrxPplkPkSM920eeeLu2tGSwkfxMZmHNtKDsqhsoSxLheqhVbSEGJSVZRfQftZEZYZZwiRzCRV+YfMEeFfHVYC+878deN2u09ye6oN9VmewZY4eLOsemAjqKqhSVNzCK95nlCCiRjbzve90t1dGa8GH0Hsb/AI9Jk/L75cY5+egxGPyctppeo41Q3JDP0HWa7eFuTrumF2xn1cEQafAFT/k0yQyu2ZvozF5epmWcBo3Pj102vv3+ttaWJf5tnnSXd7c6qBAr46Ownb565iMddx80HsF9DpJ6OcAaHlk7NrJD83ViQiJxy8XfJp9zPN5byKSiMQvL4Qnrwk6ir0/gbX45AXCaesnPFwnuVNA3/BULl0YWlgm2hkgUfBGWWw3Oc8ab6XBS8w3Kbqov/whxnWdtmeYy3o9h3I/qqsrl0TsVaZCddGld+jxx+DN4LZTjGryvfnMbEYn0mFDy/KLnPmLA3SeJcEHP+B/dI4XP2R2SYT8bW28HfXCHj7/qBATVh+o3V/3Xu0W1IdTm6W8rRSfz9vK4/E2UsRhiuAZ+ISwi1e9kaAIgtM/Bn9wRpEZ8y3Te+IQjgzbc+qqZpp37znnafO3ZzDdHivU6uZ5Sqh7aKkcq/LPkClSMluZLRVcjDzZ0RHi/WrvSSUXWlbBQnAS6obgRhLEmmacthPZdk67yRrfzlmtZaZk6a25u5m7OnKMHCWXG0nU3KJEhwO0phKIgQzIfqGU3/MWBQ9GzssMZMUg9m4aWF46oNwW3Kns1u/OuYvrvWbH+WzbX6zbCqcTxyc7Uq2aUOKj4F3fXYVokKuhlstT6cR2vhIOCoc1SrsvrMwwmZxoCg9BrXewrLLqaMm4bOB+jXhQBofZ2qqZ60kQBScL/8fo7fztlCiOW+hHL49MUSjGQhtlhgDer/QaZgHRMoE1fFS7seWLLcrjggwHjlr0rXa0bFP6fdGAD+ywf8SqsTEZ6yRpIAQiCDbRWC1WDyEDMsM097PPPptXuCoT1Mx+weH0Ri+ho/OGmf1Dblfl8IpSOHgw/k+12YvF3u7DE9/ld+ZvSeMpXE1LU3ST9f5HVe69sSLF2XBTOQOzlJ1GxiYzaCuKq4zkUa9bDPjWo6FjgWMG5qT67116vlGfFmVwF+2iF5ZT2LUVd4lFkUIxLhpqCAXcKv+/yXsX4LSue290tPZD+wEIEJuHLByhGFnIQjaywEIRknGNYxSjGMU4xjG2cYxjHJOaxDjGMYqxjWsSk5qckhM6ITekIV/IDfmifGBZmZA5ZKJO1Tlkqk7JhE6VKZmoc9WpOqVjdapO1bl7g+Q4qWUrPefO3O9e/sPea6/1/633e/3XWnbPf0RqPSAZY/pfZcJIR+ftT4Ccpc2MFTNNCIm2jz/lTyDX5jMJbhQxLgOZodOHuVWNthPQsDAyLtTXOY/+qsbJO/6Ws/byJDrz9DyVIc17XEAB/iYFDvYNy5mFM2+98rtZSPeEhMD3ycBf/1YDZtnJ4/PtsoxkpT4MIzOU+Ye2t21qs3rupvZdIFnh9PMT/2M8k6UDxWQ6I52xGIiRXCD4DmYZpxqoKkQn1ASRCUnsrBSVgOd+dswJYkm9WqueJ0ykg+3H7ZWWXYvPYvww31atpIoYDjy1eYghE7uqVgk1BfiUu9XudJySB3hveDKuTJwbRPR0OFUV9/XkHMG3CRVV90uLmZ7GGZGRBtmJ/4s1Dgfgl1zWDuR7xfRkOlcXAz58OQ/4cYYcfBrsXTeBSw5Q9Ehh7HmL2qQu16mgEl7CFZVSHcPNON9SL6uWah1ewqtmGkNtQOHHdtn2ly4xQ90Mdxxxki6mO0KjnKSU5KeE3qpfcVrfVTHTJFCDSH0Be+KTEliA3D9sD7fv+pXm1UHZDjyzkJ4gcVaW5aLLZWUOkOkkjAh9i2WWInYNsJpAkFQLXrnY0AfUokWFgb1rdxPoeLVinMJeebUP7DOAihHO7CnVNeHdlj73I6m9augv5i65xqzL9UzuiO/0rqtprRrF9njXBZXfMFacWMiM+Jn1f3dXhjuBMP6/nb/Yi2ELMGHL71wYgoe4OzyP2aAYp9O4Kavt+axJdl+g9/WXkAMyuv4zk0lygX17+bw57KWXdbVyYAAumHmyOUvfbJGGrs8KIlddgW0+FXjU8v3Ixbx79sr8aHmUmX23kf+CjUn414aGiJkazDw0tcem8cNGZOz+WDqSnqybADF8ORvjeIX4mgwiaZze9h/wLh+ELhi1A1+gv2w4LtiyOvmUJMPLRAimUMWJqUpbGSYMBB+nitW2UkXEKzQl0Fgwbb3pMfd5ZpZSSUSIIHFXSAYJiEbkvi3GjD4zU8eGJpaRBpPT+gwt8DUjqFokZyUUTEM8XVcD5fBxfElssyLDWapCJLT+eMVME0Qnxbq6qSflqBYYTo+cCYftrezWtnJDKV1IG7luOEyEiWzFp35CTfBnBWNVnzKT8wzlBHTFEBfZAu7aPLA/VgPmt+nVanWCG6MryttLEJTpOsNUMdNEEcmqxLDkxNmTbbpnDO8wvY8EriIUhJaYrpRLhMjQHheUquUygWsJhmbqNXYkK5rt/KPPzMyOrhDjRVziotr8EDPfk8DVdLN9V0gIkUoUax0Gx6htNElDVCuBjEk8CvN2Zro/SWur7w7JI7KG2Q73YGI0NpqitXV3hyBorCHeXtzhVNvVIyuDyFHeqmJb4gEGcstFSRy4mQ9XE7W9svj0TqQ987g6mh8dHy3gFsIruD3bQq2qzdTPczMzvUWaz7cMX5xXwo02+2lH2pbO4DrCsAxfEM1TqiHJE8lMPDOGGwjTMnxjqFco2zKznynDWdxIWJbhy6I60fyWwEFL2nQXvlnRFbk0m8lkVEwXk4jh0UqhMeMIzh+nm5PFbuZBYhy7xvnkGkdOVpVygYZdm4IlEvyk2VY+VH7ar9Bvy2ZGMnd2LiJWbZQOKdPyiresy/DlUINE11182DJqGs3dka8sybTObx8ZTdyFz9+g7mE/4kzb0wyfbRm+cbRmVUKBPGAdNdP2mZblm0CR/VJMv89Hl79xms++LJ/lYA4r2/Sj6rvwxRvxPexnMulUmuFzLMs33+jqHLfY09Y78uVR65Ex+cK2YNqXnrgjX0qqazftDKcDFT7nMnyTaM1qqyXntYwaR+/MV3o8tTr6EFNv5+/IF1sd7Y3a9WltOo+bCdcyfAXU/n0v1+zIpjPpSZrPvQxfEVW65zgInDxuG7WM3pkz+qSSrjq8GXfmznxT9xQ75VYbnROm6ALuX4bP1pCyu1GlZzydTccXj3kuVKqieTyF82sE+WpVFL1pxsgHyHUD1KlyZibDQNQrgfjX6iyJ8660I41z/RCP4BHhCqSAB3F+ljkqjIF4cMaEMdMEkHlqgs/qcHjGfsJ0+SYIOd3szBOxiqzuPJEi+BPMnU8Vl4j5CsUojQ6Tv2bd4of1KuTZ4qi+36RYAciA4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3RWPIiik+Nh0IkZEJogMvZZ2+TYDscAs7DLvvva4cPH/OadKWvQOrnn3n/aN2kr3bPvKGnYl7MPDaZP83lFPgjjrnL7wGgebzKFsDBXwubY6joAJ3JUOFy5MX9jXQD7QPFBCzn3PLIhDJvX9dsDUkz0RP0FBHCtJwUoupQbKydiLwqjpAqjPNKz5mIbntFYGLlFvcGnBox4q9I0bKBoIN+tNqiBV70BcSnrn2fRH2FUnJ70EidGn9AFXaeiZy29ubDitPI0enKGRL5hIjOcHLYLI48RJnHzyGO8M/IYESiptqaJZF9271vxU6MWu8XBuXE0IpkSUQFGD1F5dVJEKaTxypTaOtq1uDONP1gxeYRjTTYTWxXUOmBv+QYy4ek3XXuUEzO5KT2uxz0iJMrZOA4PqxELkXFH5wAKKJkXJN2CpIuxkVA0qh7tHCvMebmIGhESMkk4dPCOvTvJ5KUBXVIY0O2W1vVopaUmebX1g8guHe4xoqOjDJCTYT5/skcJ+TiOJ9BtSm2NUPVe72Ph055XjZNLNxZvtKlJOkatDR0X1ForWFC7NFi4P5mP59EhZMk1T7pUMnGBoF0LoHKH8toly4UMMzakh25MM2ujogxO4Sl0y6mtHirDyyJz51r7w8cbrzVek43HJhQvlv/LmCVg0TIx6KZ1WG8kp+6IvHzsXtl3A7O+Wdcew8TM+JQH9+ApCWkkXRyEIhai+vZOzM1PzATfDZJB0i1NvfqIBqca73NJU692Ja+M9iFCQkbpEJE47DRU2BI7KoFAAs3X4k4RtG2exSdZXx851gcvmb7Oq7fPaqFyWG0g8RLuibgsFbw8ZPxm5mINr+M1vGWtcR6ywK41CxyCJkXB1Ep06TWynncWQhZge/Zo8oUpkHvRcTF4/oj/y6iflYJd3sXPuI50dr5YLgk02mctKROK+ft0oBz0WtwWBKutD2bp1h2eDszni/k65yfn1gPSd8W1+QPPPjPjpc9t2kta3//e1pF3Tv2PrWdeuDRgB/MXtXllfnN/es1AjUqqXH1Wvsu1Iejx4PlLc/lCHg0lFNYD03UpzmU478uL+WretNc/qJQvdL4NhXWFGMnzMGLdaGJ9bkPFhsj+8Njwf+JzyEmTnaiSHvnmcfbwouSwJHIX6KSzzQvC62HJDSVW3GGh1gc71KbNnueTLBM7m+hisiRDPDg+a3/FZokJPkEOXK3Q1fHoPCu53tC1eIfdUv1a4IbvRp0LkrfAIKOSiIHeH1GN7UntvfbvOdvkNbJ6/lQDtHdmdz1OugFOAwswgqd+y5wmR3Qkbj2Uf8SSN+UDdJO2MKg9JlTozFnYwAur318W63M9ffh/xLsuGzADDi/LCulN22fNK209tNb8nP3R5VORh3SezJW5G4UbBbbF0nK0pRXS5mb+UGBVcbUDS9+849VknzVLjmrdX6qeQOnWtSc1MaO9XiAKxJgw4+hnp4gip0prAtKsAq1c5NIaREhIua2T+acmZpbfXSKWiKyAG2dTRJlTLWimJJxWucxVNYiQUMXQwU1fndH9oAAKQDhMtnuUrpLVHlVOhViIWisnGfGoCjHgBrEKgV6ykXZOFVMjlkA7VrllSXDL9Gq3LGqyq9yyoEG02i1ofCvOxticAKLCrIVVUWXNtAgyQBNEeY3V1ZXR5K6UiOZUKp/I13oasHtfpKudBUUEjCu0fKiAlcWoU0jfA1XR90B1Q2FEPurInDA/UNmGon2OWyZi67HWTXr7LXJ9kH9CP/ZdM7A/dSQYLl+vzy7OmtgEK+vTyAUFG1WU2ELZptFoYIubmhyoXYlNxYfGh8y3kAtTrQETtnAnSjslrkGsJefu8m6ceuFDlZUk9+HyQ5QcjAAS7Mf34uBe+LDvJcAdBOl3F2YrsO7ITszU3m0QDaIgek6hrHAqqqLJSRGhUza4ugYREipJEWHhLLifCTBBsTPkZpSMioyrA2JV1aYDDKIxtTVMNneEqOc/WPQvnmmfq76BzhU20WW6SSHjVeCEOngzOKS2+kDijsQx+snJfDpPM2NMmFkHKNc13Zc9lPajrzVtnBMPMSFmXAAFGC2jmlZHRQjBhASKqa1RUrG1bJSRMUJG+En7vV5P48ETL3gfroAmyMVNeUNeAe2Orsf2OaWre9rpCthmTbNKCBpfH6jV7fvK9BOjNxw3lLAJGFsfKN6TvC8cDOWDeRQdgfWAIqTnjubIG5T2nrD9HfwpancOe+rMzh/izz7+wYWD1HvOMdTbsHA2HE2mh0VtHkFbSj0mapNJU+1htTVGVgz5Y9Sg96v/a1v+DJeBhWb1jdbsMkxW2omZzJQNt+EhUck45+BUZLLjpMEE5+cyakRISLFSLghnCBZBUTxDsNtFowMEVQVVTFqkZ+BaPQUVIiTUkEqeAlcmxtgQGxfSMB5g9ayKzGrGxTSsgCYhwdTaIO0aX7c21L1rEbxlxrTg8kt/nHrRbUZfDba5abLJNtlpoTjGCfkcVFLpy4ql8TTbFCjXZ02R9GbTkXHMjFXc2lNUG0S8Cl/ykTFja7Yx2+5Bw9Ro3FkcUD4mDktf8988LB0Uh6W1+5h//ecE5nsWnWBo5swwU8Fs1YlFhZCp/GKQtWhk5odZzrpENLcnH/ATlVP0Y0l/9QnXE4Un3d9GbSGhCJ6aMuNQUyfgYQlMxtQ+KeDjnI9LqBEhIe1KwOsmZpJTDtyBR6W8YiKdHMwtEQmX5AJcVo0ICckknF/Yi2WNNREN6idJJsQjcsuFRxdvDVEtorrR85rvGOEsndNeNN4YY2qMVg47WcJQhZveYKdVJdWIrFdSsuGdJGPqdYIQj65ueecdKpvDXaA0ELjPtS90zHQqetB+TvbjVt5MV2CP7Ys4StE1jc9d0HeZFCnK/rQjb8mjVdZZyiQt6jGzdUZl1sjE9GSkf2ekZBiiqlx4pDXWmjLNte4cvz+2d5ILHVrKL+ZDXBV3y7+IM5B3Gk84aANzqHsrYBRH+XvIOvPGzoOwHKJaT7Vnm7PlnjmQptdUKm5cylmzhOHO5kGC9j2FVkO49rSuzpjeQwsQ53pF4Dip5yCyKI0IjXFObrkXERIqrqSKSdRkqBN1YkqqptPEPKeqaial2oGH1XRFgwgJVVeaDLGJGef1JJEkLBpx6CNPTHMqv8Yk4VpchfNrECGhUamJkuUmCRfrZkfFdb6weYm+kAjjO5wirMG4WUQujdXU1d5po88G/UogHz0bPRc+Z+WfNPydUziINDkxo7+eJ/JEQCMO2mSJAqdKanyS7QRsICU1iJCQdqWBFJ+YsV9PE2nCLm3ikSNynGpMY5NwbejqoAYREnJsW+Vbh+BbcfOPUYiDvg1ozKt8G9AgQkJOCTfFZaBvXaJvu220FhCsKqmqY46Ob5EpMoe+te0IW3yA+PICNrW9NrswK1g6ej1OxAlhsq/bIQaxT2NcsbTMeTWIkJD7k1bg1RnLD9CCOb9KtLdGlnugvT6phNVyyz0JFSIkpNu5chjm1ZnJ98yw0DMISShDT5PtHpWnVy8loVFOz7l7ESEh70qbMD0xo7heIkpEVHBnkJ0k5mDBoolI7lQoa1xWgwgJybatwtHX54l5YlzAjYm4nCa6gqtz0xpESKi9kvTyV2foH8yDeZAR/OeBNchij6qsSkv+M3LtHrStBCQoVOu4kwvDPnqKKQmlX5IhbYyK5uVzYsYyMClGNLXmibHH7MT3wNIR5wOkBv81+ddHNsqHD0ciaEDNtccyMeOaQvt1LUiKtKSPg5rETbxi+OQnXfGrM6X30DcsLWnrjQLZ6FEZehuSO+0czxl6ESGh2Ep4lq7OVN9DZU9dwEXoOXK5R8X31iScjVNyyl5ESCi9grPDxD2VwlN4Q3BZGroswKn0PGIhiq+4zDwx45uK4BFcDIwYoyO9nKqpRixE+RVJ08RMYAp9MVIUJMcZPenhVMvqglRpTHIRbkmNCAnNbV+V0WzXM0SGcAhx62anUUYLaeyrMtqYBhESsklp4tZThRkawHgiAfx3MuLjcq/VQvl6WztbO8O7SjxqNeh6s4riC+3padrGOKCuhc70Xw7pIld04QYGbRZDjjLCU6PXKiM9WjpmIsZNBmIUzJhOh78V/IF51jA7BbuEZsbCLN6kCq+uqDKibZEcDLpDFyUIT3/himm7Vx466o0lppr55XwWusZ2CxVIvZmp9VpzxFL/8muVwQKVDMXykbzojbWBFsYimAquN2/Vf9n2E/NPUDg6PwtaEEGTEgjaNkmmX/B0R57y3/DecO2RTcwo3ythJawu4UKkkYNAxEKUlmqNKu1hEBnFBoiBWaRVuAuNnCL15RVTa4nMGMYHF4DLF5j1zn4BmOFvpxThs34jv2V6CFFxNvdF4FM7IlsiJ3I3sjcWINu7HtACuWycHzQ8Gpkdm52nXTCyPIxFBJmYJQjyqE0iqEIDN/qA38ugu0VtTWLunYVnXYTNT+M05sXmNxN3pfbQX1GC3+Wx/5V7Op/P5hckm8yiSiNThyrdamNHZcfUWiaN79ip+feDeX9+cf2glrGo1B6K5kMCyLseUIUM3BW94HwnkPfl8zDB2Bg70xRnLwlmDoK06oaYYKZpuYFRq9VBBt31qFtg27l4NvSC+6TyOa/FZUFw+/rhcTJ7V1Ee7Rr/RgWr/mB6dmrWdkBxVwgm2baogGZKUIFe3RIV5GgHNHMwMrXVTvFb088qQqU78qqlh/ECNHHcAudkEEFcnrT3lZ2exyyzxtmCwB5lCDGEFALIqJaJIZSnR5lRwdRaIMMau0l2pJyfyxu4RWxdoCJp6dOqypEfnUufI75is5gtBq6GIUO6A52HUJOauBmqgB0+cpL3qxafDTxbHkQfAqIVDG1qBai8GVigP85RLYDIqRAeiT6rCyh0untHDy85p89GZkOzDrpG++kvpCIARjcu7K8dnHcQZ8w3jDcqtBt2SlyMsqOiDFWY1XRHhYtxCabW0S5Zv2mnYnQ5X89HhR3vXMzKXCqaWrWoFSKoKIF4tfUX3l2uL5eeQduLoFRkgFytiNExVYixo+lYYUBRwujU1hCxoB3dbjqcyaeEjOVj3IxeBOmZBQhyqnWfgNwQBBPdKEVs9WqX1HG1TO4lw0NlQd8KUCcAHWptB+hm3IKpFbYu+mzPR99C8wdl2r1eULK/+nTljZowNhsaFPaEEfu3zEdUkh1V1wBl7xNuTsVH1McfUQUKPjcBvPB9VgOWMkUeCz5rOOA4WPtKZc8nz/rztQ9Cl4KvlL7wpxTTJgdRJAPyYQd7uihN6FJ+NKHLyDqvw/PC+2nJtXm2LdBcnzVHVrYoCdrgydOvOiydounzi8jqiql1keS3m62Fx/x5b762flBqh2+opDQ+V8oXBZh3fbC6sTXsDqDvQ78AyHeXeacWZBVlIhVyzTpn1w2tkZNq7V6Tx5N3wYYhMTEje6+KVbGWWBiFOBOHSkHEQhRb6XO1r87o3stjeawiSLboCGngVDI1YiGaXpFcvjrjeW8cG8fi0jZJCZLnVIVexELUWC3pFiQTgmRVlCz2xqXGu5+zcYVeREhoWcLNMwbWztJsQfiKpsXgBUY1z6MdCITxaYZmERV5q5lK7ciZxgw6MjKUZQhWth6QjHTe0fZVL2dnM7N5hmf16wFNkrrTpoHxy+H8GAzUytWZwns6TIeJYwcJ2IZu9ahsvYiFKGxcNa6k/EEJlEBKJY4yCONKJdjv6YwrtXvmVIiQ0JJxVVvYMxXFo3hFiO6E2BZuqxEL0bTUpp3kYgRaW/n5+8KtWnk5SvKaKSbg0WKBk/TpFq7Hqm9UZ8uwQzcOuw7XY0SMMIg6lrgsp6IcGr3UKG7CDp1bgwgJeaRGcYobI0zs5w9UVBhkgsysGXJJPa/eZtqNag7XnsjETPD6GDFGyCRYkZjkILAtfc+1zM1xJg0iJBSR7PJzkzBi1viizAENENG81U/oNZOPpCkDcNGTJKklqUHPhWjoXz2TRL4NfeqGXbupMl7G7YIiiCEjsJ/NIxYix0pHwTExY56axCdxmWQlTwZhoOj4ttTDyHMJzsQjQlLRFSC0QjZVwSu4+C3onGhFiEcsRDZJ0sdUmDL8mQWxeYYKMqoYrzKKfvJAk4pgap0jnLolW+yRgMUHw887MdO8vogv4h4JR5DjHAQiFiLjikOcEzOGqWl8GlcKklnogzFO5eAVUkgXuCRn5xEhoeBqnGlqCp/C6RWfQ5yFRyxE4RVJz8RMS3CLW5AsQbdEOdX4iltMK5KjEzP6qTyex7WC5LT4Ue8oz0tuKUK3OHlESMi/GqcTcLrVOJcghci3IgnDpXG9jtdxnyBZZmQoXOI8YiHSr0i6YG9iqoSXcDHk84yCDHMqP49YiFySZIJZhrTECHsydRcYdYpRBfmNIdHJMaaOGtsNdBvnYdWv3RLck95d8c+9Kc6VCUltHp/HbRJegdJBkEcsRM7VwSibquJV3CmlGCEYwzxiIbKsSBYmZvLv6kgd2RQyzxQbJ2qcytCHWIjiK2MRuYmZuXeVpJKsCZIZKLnAqZR9iIUoI0miVS8FYQWPEIPC+h53H274ZH0P9CQSAOY+q6wroa4Fa8HUk4Vvou+SFjkXeRswMjaj1UF+3kdXj1cesLpPhb72lOm8evlcWtcmQ7SPCHWVj4QY+4NTX7XuPb9LFrDj3WQO6FPKPAFL2uLETPJdJ+kk9ZItY0QdJp0+oJMaLmYlrXT1IUJSPsljaOFSgc19snApIixc0nXcBqZZ2DcuCnfBgaEdzXvqjBnL37fA+k5Ne0zb0QDmHCuTR+WT7JIQjJOsm1Vp+0BdKhgzbIjl+xBNskjGShO6fsUVRPPfDQ99vFkeQONCEzPFd7WwMOooiROLHFSDWIiSN8caT/JkXZBMs0kUa3QfXpMsNCjbHIxESEgqLQHRaqoi/BFSa4kMoMYSJRP96oYm08JaOViHJTTT3wi9G8+P5z2QlYE/pQQCYwgEFCLIJ4GUMGiITH/x2vJ71Xw5P8+1iASbZOcE9yVZ3M6q2hoyaJA7xI0QjNAQUUljTREFrenKa7/5fbfxbAZcuOLBXjhy7fC9jd3m4WAXec6BJYE1c8aWN+eLsCUXk6fYeUmrAykFJcnPCRZGV1NDEn3wMonSYwJF3QIKbcv2tibEmzYV9eI94XLkK6+SoWE0mxln11BpggaIyhprlAj8nQyL/LcEDBG0A75NkWYXJAwYRSC8Io29s+Q4K5fLp4Q7tD0Plra799b3u48vCUvULILHb29lmUgamy/W3xvN22Hynp6Yqb4rI2VkWYIliSqHgIiHKLeSOpKwMBQGl4Mrs+8FTpXS+FcNLqc0iJAQvzKeKczaF4kiERJwAXHWPqMJrpq1z2gQISGFhEPnF6HzQdrisVg8bZc3WbQThGHllApZ/4jngH+L7EHHjxUKvRyRUStJ+xS8Akm7tQbx5BuZJGHSKmxRG61q9QT6mF0X8H+V98vwQ+ITKRdm+Ya8B0zbDLfRppMDg1wnN2uFAw9jA/Gu4rYLijsnT5nVUcIC3jn07d1zjDx4umb4848dh/JHrng32LpJwC1tMZz+UxXgDvBPRQo9KGLlK46r0fFyRP9j+gt6I6W0qWO97498DFQJTLilQ8QMOgaEkN8u6IIHYtr5Ny0/rlBj9Bgdop2dLTcM9KKw5caYyiG2EeepEB0SJKzLhHNX8j7vRdesY3aBitBR+lZ7dcxD1TiOR6B+3KWy2mBj2Xau8mLt6vT36BnZTFXQ+wUUNIi5fpfBr1fe57yAevFf2AUektDOj9N7m2Aq6LN4LIWeOFi33xtEiudPd7sjbtiSLPYkwK3dXqbCNCJobZMwPbZAM/34v1K78RFcAZjh56lv/3jbvvMHF4PoW+LUgZphkYvQ7k9ri8CfpC1CI3KrrDpg3ll8OjhW7+btxZ4kCNPrBDpgud42dG8w42/IifvEVRBp2D/6QQzEgL2jgebmepCGgMrW2XGlSdZ7xlSIkKRjZWZEAI+DcWATwWSdRFgGsRA5Jcm5njRAMeWVjlNYQqcpeETtVSpKI/KprAFSv7Vyt42igvLJp9AIkWvP5NUZ+w9SIAU8ErRGzkMb+t0dp7XJ5Z6YChGSMq44berqjO0HaZAGPhHYjSZ7TKoN3k+AjZ64ChGS0q8AMxMz7XfRWRfJzp47GaLEmVRjeGLV/EtBgwiJLa+Uj9qJmfSUHbfjYXF3su+bSAeHpsBDn5n6R1L0jlVWEtcrRIWIi1Z6JCsDeGzVVFFegwiJNQydyf8FIsyG2VQHBisJhMKTIkzLhgVKa6xN0qZxyoeCAQf24S8XMeOTmxpPv55/2vzc5CRaAVDkFokIG2E/2WdI2ngo3dEUEWhSY/WStDGqyB2kAvIcYzxRfsJw7njkLrQAoMjVoJIoFJKcg5sE5zAZUYkOmkUFc+gc10Cle0P+4u+XgtXtDmN7x/hODbgYOowcI0y+Nt6tETVCUuUHaPbVpIrimc7348olrqxBhMQWDKuCsvXuIrFIpDszqWkhKMN4agVZ5+Y0iJBYXULmuTkiwAbZlY36xX37wyKIhiZBwdS6TAb4zEtx8L1//5d54Ge/U42kzE1h4Qes5vjrc8QcEe7oQPUc0jK2qoIUKzokRq+a+xXndsHNu+MVN0nfejel2V+3xrpIlAe8O48lQRw/9qdR7GAdHGo9rM9r81luCmrxsCs7skk7tLk0KyqgIetBKtJ8Nhh4OB10P1HrNj/VHXr0A+XT9Dv12YXZaS5LeFgv6+1oUQhaPKKSFuNFZqxPY10ix3cQX5E78ao7uQMt83LtScB+2/UsARV0wFkizyG4e2Vyq8pFNYiQmHHbqoaF4XqOyBF+EekAaNrapLLjXgkpUy5wcQ0iJKa7GTlNTBO+m5G2jpMhssrFNIiQmF5C2vaarlaidsta3d/BPKPOMT5+U4aHFyWrzjKbcltSNuVIXWMy2ik50OILWBoLYW7M073Qm5cHmXFqkTSQHsL+wyZsyGnhj9aKbf+P2nLY9v/fhFiDL0kbgdJaa4vU3aENhB8o4eND7gP2bfo1QXVYoVNGeNFqrfku+wDfk3kxg7sficiNg8sv4R/gvwhE4hcrwXlQAUfxzcVd7yuGj+AngfWYjVy023u27k6dkbs94S/xahtvoIZpJ5PBQ1gcjCyNeIJF+zyupZ6y2vcV9iQYznzYzs49xz9s0BGXuN3quUcvpAl6Z+Qb07j9EZK+y+Dy35fZvNFAaJrEmGIOKA7nAfGq/JD2cmqkDCaBk5WrQYkIKkxY5AEGbAO7X+Dw85vAPmYKu+k1+CrxY88ByzbTLcIKEHLh8yaj+KTTwqZW4bzS3t4aOm07nrLwdyrOOh+fUqZO1Z/Td5tcGiMB++WvHx/fnaZbRyyuon5R53nM8sTc15Ydb/5556/wJVy4ufe1YRwZbhHggJYDErbx0B2Guozybk7d6doy/aUFQvGNBTyBzylbW6J3+V59z3j/v0b38sbyhjln+Nzc1qO5oQYgh5YxX5d4zz1Tn26sxPpt0kSTaNxpfNTncuxxH7BtW9uBQtCQDGkS7nqttUbZtdfGwcJXl/GFR8Mh36MhwvFi5FXDV3yc7kjKRxCPP/TLU5bgn93PeQebRIL87eTDhujSq6ZvKZ4IdaGErN11vN/ku1bgjuRfUDzfePQXcUxJwEtp7/J6HT9G6LakHw0fn36hPr2e8IUBLIUw4FEQN3W6Kx9M+cK7DPZ+0DCnHNuGHV1KbFuS1OhPlbamttLnlsES5geTDw2QR/RYGxNuBTo25IGhZbyVdavsEx5hnCpVEc3kYcOIajFsfHns3GXdXWFLe3PRZToRNdtxMrnH9vz0Jcc9xX2es2+//fb4K/Ubt87an29LkswbZPb2Pl28kRi/4jDq9T6DgyWTX4qD+OPTxIm8svX62N0lYiCHa3HvFgWByL2vsd5SZJS0bD3bVszj4aEW5KxdiMAko0Sbe+uEu1JrTXfVe7MvB152k8Gu7Av8ZeVFvzuozGwlhL88HRySKbTytUN1SXKiQmudU6YY9xvlx5d1qbvCWE07uffW8b8KuthFa+aNJl3rrjAsVIJDKIx16/G4uUtpGAN1RQX6/AuAMtucPu9XSy/QM631gtxd9I7mI8kHa3hwCPnrVmGMK+Swx6ET7jCM57s8O0336wwGa/n59JnRl5Qz3gN/dQ7fqo9XoEZxm8KrRdTp6yGK2tLKZU1anh2GKkb/kyr8AwvKOpUdLvVkAToW5TNniyNmXDAYSe+vWtwHssOVnhLI0Bk6rRKnAt4haFVbbRF4AqlG5vZ7tuS02WF0wAw6QWbNzSZ9tJleVCESxUYq+8NbjKbs8GLPMkjSi7QWzWi0KHyvkzaq8Ofd2wN7JS/tVNWpk1svnty6SKtUi/TWrdreER8Z3F4DNeDpyg4v9fBYha7QhDQnAuy0ytaLtyWb4zS0uxeRKDRiO5DZGFNnh5d7tBC31jpMiPPTll5EVUEI4kpkjcsON3tsWJ1e/7ni5t6R/H5/T5nIDtNcBKMZBRMTrEwz58bROTw/VjAixXtHdAdKPSVBMoqJrBVLumOSJRumd5jFcS833V1FR0NJYMuBumCNgoth/OeeeTFYhaEPywLh3IuRxf16nb83O6zjiphlzQUyg23kfzUicZ3MSG6/q6+oyA4buAXsc9YblPX47qf2P0iDzfd+AI4xZrvUBGfqtFGNSFyFMGI6kNwU02SHjVwdG11zSn1QyzRouxqROLMOcbY7jbyIc32C4wXcyqz6p3A8wi1snu/PDpu4FuZecxXMoJGRMR61QIIQxCkVBIZwWhzNhbrE7wUdTBuG65jaKeGcjI4JqxF5BaGR8v6CnIY4B+fBx9f4qG9wDIbFvBqRKDKyvN+9cRwmTyfnw2Nrfh03GGJGmYoakfiR3Ehjv39DQpUdHuX8eJxJMNkOzohw1NTKPnKjTFWNKAGFptUjxgP1zQswVD6765S4P9UgzpEkqdF0j7T3y75SO54d9nNZfI6ZY5TSTI2XUVl40JngmWIijDjBI8qMTO/39szDVBnkijg6gN4o7bAaQNv5A4MIczPzjGgIy5SQkIpF+QpjkiZMAAT4eVwCDGYZ6E0nT3l5eFlAX0YWGYqiTFABEdmmxRCJ1s7hlTVnvGCTPw5b/IhEoZHSfv8dBWV2eIwr4VWmylhuwnHmFVyC8fOIkJCNhwXanF4BwzHCyQg0hROVJmA0aTSBsyki4epMkcnyiJDQOD+ytN/RHcazwzHOTLQYHbso4Hi2xKhoTVVCESy5zNR5jtbAi5kl2wy3yI9YyMUzxT2ouEhwDoJntWzl5u0gtaxIVX7EcKA90ISlV5oLEabP7t5oYjvbNo5oD1Q2V/uRZIQQd3gDn78vq4J1aBCJQrDacA9V7skOo9F6cTBeGtAWRuvxOQkXZ/1sQ4MICc1rRgr7o6oahXBtYs2R7MEEhDU1iMQB7RH6gF8ItzJHkCk2zVY71jkFnDR+PpiEHXhZH6K0IDRiPjB/cvEMwtEkYn3+uPtgCuKIPkSiEMQtCsm4wvGkOO+ynrkZ6EyT3tEHa0hOS059/nfbEBRmYdIVvt0e0R/Ia3M92eEFzk6i6RXZzWtT2pJF0yzAk6wJGtr70LXIojN08LR44/tG9KRT97sgCILfCVdUzi9xEbLMVljhBMcWRc6DSdaooixERTqtMdg3ktlvhN3e7HCDi5ML7CIbFY8RpYMgy8JqNYQvsiKN98Gs4lZPC7IJUmRJDZMmdDdqmGT7VkmX98dVixSSTpE1tsbGBc0eOgtyrKqsWsIRE1Gib6S2f1Soo5tcmqyzdTbZOcw0hw4zLQLEWxL4sNzL31njO6KfPvd0DixJB56m+kaa+9uPVcaywy1ukkRfGn76Q0TEawhfIMJoGxMcIFPmyRb7mTOs2tJKoGIfzFj8ZpTvCWUJGhPysvg5jVJeYVXkch9iiewR+4H2l3XHOpK0vCIdpHm+go7O/BUtF6nSN+I8EFfm7kCS8yTdkURjaycrwtja9zuyVSRrVqBaRqFUUp/TZudX+hMjDYdnk9DksnDE1iJulAe1YuNCgQ8OL2KjCti8GCUfOcOTfrE5aVEY5YiCsP0MinfUrjUw1/tjB/5itPByV/9Kw2TYiTnkYtPk8TIxKh1bXWFPB+SBvtci/fBSkZ+Wsa+5+61OzGhMhBE5I8ajkedx4XNL/Q/yIA+EfS8llQtktUdSKe196abHyBh2/vx5JNqWFqygttgSbItZVrXFPJ9piy3Roow1RejvypxUL/pyj6rCvtRdC8JClIWrM5n3bJgNM63SMk3KOEkPMkLkkiy1SD0EIQi6Y4wTbHTIVU31HLbRKXo+QDM5YOkC/Vl8EReu3QJjIIu7+q3v5w8mVA0KkWfLs+WthScciYDlnX6qPz2cgXoJBUqCK1GzMYLms4Wo2Z/EpY9lYT3+q0V2Qd0A5T50HVf8qk01wGSftQYiG4hhRFFD5cnR78SG/jR22Xs5dnn5R4EDfylb5tE51Lh4vhssLoQD3kiPqDXGToAC8z74+/eBQSE+5vut/P7WSGmHXpXgwiFTuHFI93VYMRpZF3N7Z2Y/+aa3gk/vrDHmremhxJCwkikvrGRS9H6iAa1mkjTQYtyZ6DypF5Y2hVaWKC1fnfG+F8WiWGxV2zhJ8lJ0bUBGiJorI+2LV2ci73kxSCuWNbA6liYJTrDOSGpJt2ihj06RPiSJGVYsrE7MON9NkkkyhnwrdzG/dxFttP+DBZOOH86wLiJFIpHW1g5qYWLG/m6aTJOJToHkImRKofRCXESNFeHKxMzou3EyTn5S3LqJFicUuIiNSGZYpdomqE5+SvXciuplSXUdpic00FZHaTWjmMPl3SZ8QZ7RVrsYubGrJqbXrJxhYMEOLxvgz73yRmh1exAl9izjhJ2wB/aWNFNfPz2HX6tj36MZV6AAkuSHjt4ob+pZwqOOD8dgGUWT+n0WRxX/DrNh90tyO75327f37710vAx+5sQCowt3t/csRBOg+PBHCnXGubTX1pVWN/SFJ9Q5zA3aZECux14jQYaw4ckNyQ3O+4OM+2p2eFwRU6z4oI4nFKIPbHjKmNgTL6SfLj49if3zcpfiSnZ4uscIbiGdK5qfyT9zzUI1x6EsDJsWe7vwSVEUQdMKHCd1CpmqpWz2w0eLduXRx8HqWwaboBQlSCBqk8Jru18MwtWU2PM7s911D6Lk3uRes6HtIC+esTJue+6+n86feF5xKkJdCzyaO2fHfvXhBebbZ8jKhbGnKkTs6Qa1blHTYfNO/Rbn1+dVU6cVW3X3JJ2yww3yN0n7wsEB7V0xYDs1Nq54tpvoy5N/b8Ovu0F5pIBld3Xe9EaLvPVw2ZjflD2oIxVfrT+mf+khFA81XEfPKVdCa5oSw6qgFEsQ+AMyGgYW/AeAOWnE8WVlE1ILUlsiGDow4KBxkL2deROXFKqkewsDgFpLLfe53BYJIUE2pvgkCgLfCHwjsWfSKjsY2lwabhzyHlw6vHRYeU5JjD7iDmtxw4txQ3jLb8z4JMP1PwKse7dRb8svnDl9+bQDjGN/Uh+zyiKTpydPyx6TPRY3zO3I4s0T/IP8gxZTBq+YTcdMx5qhEh6Su3cET4wfd/VU76SorQAH+NI3Fw8sYXPYNLAdCd8d1WSw5GhWn9VHLUXDZK+HqVMRUnFioTcExnqamPlMUR/ZFFB94kijbv1O9A348LAdOe6NxW0Z3Lthfsvnuklxn+ii0gByT317tffz3BLeH9nUcpgpnzW5f1Pq61nKpFrECaPz7CfPvi/pnfPPeb7e3Es/7GCqMC/mYf5q3zZ/ZSgZrVDIm3hD2eqX67uEm51T4JBFd8mX+oU8U7aPaVOEQJvGdzatecYBS4Y51LhZRwmHw3YcTnbDfCs9LvevzpFjeAyLYa7Tii+XPTqfnnHs7W8fcum2VXXzV1wvGO4dxwt9c1Siu3nul2ZQJhrYpe8/2QZnH/zZyWrXvTqQsupZx6MLsTB0UW5dZUqcWqZoBUOCMl6D3oUPo13SQ4DT4YKBtgveWv0rpcZfcvfk7vFvThxHNL9t8QF6i2n36H5uUkm4TDtKdzZ2luhFGOpo5N7P3SqfpqkWtF0OGFBBWaYfPTm7Ok9+FPSCGQx9eEf1AKwDQLAvyCPa4dVHHkf0Qz8DG+o7DJuXdaXB7Ak9t9WvnKMXoBMWpDHpWwdCjlKiiMdbOMyl/XJc1yXeLVwLQ9wWKccbQuz/4/y+N5V7CuRb02S8W7gt9xKqwjmD2h1burLeQM/Ku1tsd3e3WbhbNib2uA64dcrnPY+ZJ+ZhdVBCY9O3dXVRGu3VC3ekJXqg7Qr3GJV1ugbdUltXpVuSMzJY0zIm4a6HWmiV4r/OR0MYj8GStiy1Mm+fcwwKlHF4Lco3vNbOGfAmru8SM80/Vu1ljW8/ork98xpPr6DbcCBsUtC3LscBaFOECoCmEiwqhdvcap7GaqLOzWG2nbbNts0Lm09rXHeoTMqx49H7aFcSn7fZRxy7Di7cbRkxjsyfmfYZnP5D5sdkp1Emi2GRvSmqTNUoHV1acQGVE11AFkUXJKkm9BssF2igpJWqZaFMl6mATLWkXPVSXlNMY12kbMTkDvNASyM71eyvustbG5vxn8q2zo2WmbFB/eGAyyGP7dINmKnvXx5/YhzIwBReBW/+mxE7VMT+FNxd+MqSs/I1d2/B1Tz696Wu+QM57OeLeE6e2J5+Ap0KtqlbT+QJULiSvSK+pOnwUIaqUou39FmCIpGLASFUk0q6QbWkKqulBO2bKkFCpVDdwtBOfwFNVaU1itt3tZ/bP4UdzF4ubQ5h/g0RIo5FdrUNRrk5HH/UAd7+Sw34d5vNYXL/mWffjhMKe8OeIeQ+rIxt3jiNbd226ePzPK4E/zMJLOSTl53gX2i84LfrE3pC841mX5bUP5fT1IjJrsOwuYhVwSI+j6mC+H/8NIqFscDd/u2GHSXeCyJUlVwkt3Iht/Zh4qT9vBHv/s5J/OjRB4/QgPuXN/5qAm6QBefAb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r8WqITEZA5UNcaYHJE1i0W/EP2CbeG11G0NicX22v2xb8VdDUk2mFz8ezku2Z9nqlb8dikgp4WgGDaN4SRTbXHwf4mVeZws2Zcsf+THyN6XYvf5Mf+fDO8snj7ZOo3JP8OnpupCm7AQUs2UuEX31FX1+J3C3TZT4groz+E9dYWjyJWKgVXVTHGc6o2I5KIy9KNm+WztYlYeIdBSRmx8hSOlYV9IYKmjSaxAHLHJaf+qfIl0SzZe2L5Hon5o6hVfeqo8vAhfA4EPw0SY4FdKQs5YBglkAouwbwEHXWZaZ2xvniltlOlnM4Xtq+qX9eZLpPToUustxUuJe7LlVNktj+LZySKbxOqx4rfmRDhORHrRg90XjUcG87qyopymt+hN9eVDOUfjtJfeVgHTq1G6rbI6RKG5+j0RY+0p0zciydQRz5HBbX7Z/1XdPz8/XyZji6BWduaugKbRaKatDYzQ6+6Io1ax1CQpTxvEWxyFsaQJOYzn+2y10Yn/uSjRagpYdQ78NqT//M//HKYK8JtPZs76kg8H5rq19aR9VRErvoH+bnwQX/w77fHM1Y4KlsMrWn3ZTxa/De6ILOPZuqpnWES8ani4dwh0qUxMa1B6Vc8c4f/G1kzsvW65XbbQeVo/8Tm1kZZvepXGYH6luVopb1w9Gu7HTsYOEC9430ffyfRr64mCG3fjvEiuiXTJx2RypUyGBwceWzwha495HZ+vklWyBh9yUSqHOQipQqmeaeMsVXlF7CBqJPCp8h8HwmvrmQ8dhIPgVwm3iCygZHwEZAIr8RRLRbAoD0hTR5VsU10Nv2uBtnpXEEEH1Be1yTIUsJ5i30l2ukRbrn7ZyHJkS5Z6L2IJWez0Bm27qmecLByIPm97L1aOlMPwY/zVv+0sAEVciVQ9VNHgZw6so58bqoYqkbWGBV6246P79Spg2i/Y8dhLxHomGkBrIBOEWpJCw39m8d/EJWB5cwRLovG/MDv+l56zlgWJheSD2cfKRveJ2Nq678MoESXU3LLoClGQg0iQCSzAnsQebRf3xVcvt5kuMmerSPdV1pwirew7O5Lsw4G/aH/S/KRL28Tdy0MJdXcntIhCs4opqeFWr9Nx0cJUp+DaeuFDM2EmKuwq8gaRlispjRLkAavzhZt4DzlFTRpU+szxcrQMjqk3adjqtOnd6kchprftladwkD1BmJMczmeng7e7ICWcbW3dVUjiSbzLRublq8zJxkYqkAksx98VUIoIZHVY35zcj3zbbEUpymNySg0MuHHSRCPZqmCbGlKrrILdI0jB7n3/bgW7AFKwMz6sohexLUpF/s6MubH/XvwB4vjunlsPXQgKGONgsiQFeQDfx2E2Y+rxJYWu8ykyhdb7oSXTHmIkR4umwQZgI+7WBWt4patiCXYt1XdsY1/2ifibQDvCwzSsNsTXCQiJ/Dclv9x7w/6p5dMJA6rPR3BLmNtD+XoBERGxz/vlwJvg05eHGlBD4XUCBoLE66s3h/6wX+6W9VSNyl4voCNoH+y+bEwD1VMwkOqjp+gwYiNR08eilBK3qR4NcgOpU/QU3G7tYa55h7e2Ume6WKHFEDVibKLAKDF8LSAKnQ5/EvwkTIF+6kRhDuHgNYtg+O3IxdDFKXlQMOHeEkThQPXAbwzG/Qf/zCt8NSlQVs9Iy0QZqBCa6Aa1pWQhHjFDiB/30TNURzWgDZTWoMih2V6znAeXwMBkbVIThaXIwvzgVNVvs5gsPRkhqF8pLHyr7+TlgbF9A+NA+MOjr/4iK7hvWkos/PgdnyNzL75vCZ/7/p/+Brs7/CpQGI2KK8zT8TqXt4c3Tw9E9u+FLwaZW6x6bn14oYN1MDQk5xf/fpPsyZRpTYkbkpuiNskuBlzq4/ph7QsjbIR1kYix+P+uAwGxVY1X0EZRWqpGAocRluOjqmvrqfMu0kXyTN5BRACO6zku7yABtrtIH/ulHhA2lMRxnuFBHgGHhBrmq0w+MOaeIIa65pHHRT/5UhK7n57D33rIRYdOUs79/ytzX/+LZmxx+bUjh+/AsJf2f+Or2O+PLq7d4fFkH/U+OnXYUNaWu6IYNSA3xLpZbidRsBPLrBaVKsDcxcD0s1YLVvripsb5LBg4clJdqiycKCyA1T1GaR+GteUO5ogmCnOTnn2Ws81nM4LsbaNjF9Km3sKjdqnkKK7FYl9I2UmL/W6pXgqp1ctr6xVITD7QsLCAmZzBJXhu8hQ/+KFgnAtaXIu7ONIdO2mTA9odkAnMwn+4YdpSySu3pRLsCyAjD8rLKmDAbcC/OgygFebBPXgaRQI1UDcTWVal+MiQvKoCBtz6bKSLbSOsQiaAEE0aMK9EWVdNFwU+1Ipw8B7W4Dwlt+Atg+lTw6dwlzGoYZ+9toa9lgYkQAmePIilAcKyqGAKZhOwvMpqJJva8O3Ew6Cpq6NTTGN3kiiX0KfVnq0+mf6io2xjro5xbT1a8ON+PM/zB5EeUDASZAJr86eN8Y0UVvFVvHiJrwhkAmvxvrW19fh5L+klLWzHnAwQfTBBZ9rMfsGwKKSK1VlgwM3FVgHEWbIpDnD9eVEeStBPr3LzUVAvOzBrzRA1Teq0Kv9TYxnMEKiDUbZVchWo1aPQVTQlCEwRgnu0KRSK8Cww4GZh9xgVV8Wx2at1sdE0QbVw60xR7fhj8HwECvXx6/hrhcPvxGYMP/Nf9FyMiWvixHX8dcLhO1b7dxsXqxcpRZOUShQSTmd+T8ry6OtnY209dD5IBkk3i+EHo40MiIs9EXbmRERngQEvE3siRnLAfTIUlzmaFLKOeFIkGyhuQzyEVgGK7ZUjRvpk4Jn8U4QRabB21tbN5/NknuRpVlwEoYAAIBdYl++bwHmlA2yANXc0yxtkX7ZLtVxBNchtDHhxc0zrUKk8KS5zSuU2qFS+wSmVJ6FVgEB65+iWxyJ4/ezZZhIJikJJ9i1ii+BlzqEm+47Q+YJWMZB3NMCA2yb/ULqahnj5mhriUKs4X7DgFpyXETcBvfgdIfGFJNO8zaiAATc1+2jryxSCTebVPVKyYa/aKKB3/ekQnRcDtUmh7dYeGTD0755uSmwS+QKJG74aXsX17yGqYih57MSdOCcPfpnkcVBeUgEDTiP21rXJ7XiIDtFRrsyYGoptkxFOHzsELYZ0xU0WI+HFGy+BKWF2KEceoRNcKK6FoUCfHH6mZrZF4HZrlPQc9T5lFnZWKTOYjmGXu3CwKXlJqIQNpdjQJAitaAjFvudemLe9EflWxgwk11F4dCxcB8OnE1x4FFoKhG8fKZ+w4XJSd9+Fza/oz2xerF/sWEjiUEs4EcC9zjvSd229zmqAg+sW2rm8QAU8xV9eQAWeVQEDbgr+zQU5xMfUw71sJC9CzkQGrqgfDlVjN4lNIsFJgUPZ2B0xcAWT0SSAx3B8RoHhfIlkjJP+hjMKdsS/N8ROYgNsJ5v8Hcp0cMIXAgLGOKXvDNvB4bS+A1SaDAIHgdY4VuWRPDcv8m1mq/zqWJVPq4CNC3SH5W28S3dpN+zHeqh9P4/QgJ3RibnQ56UA3YXmUVsVwsr8VJSgDUSyiB49m+fWqxfUArVgiuOErJDbQCgLB5nAYmwJCcjIyA03mcW/jlNKsyaBxbjBJrCRohMz1izpmXV8U9L+oQeOZXrX1kcfAp0cFyzhFvVQVBiTQ3HqkNrJfgJryHPyiBrYbkUdqM5Vw2pYmtO1hvJcILiiTI1JdFWVwIDnjkRXcm3d8mGeyBM7stFATna3cHSJyEOzHN4VBuRlnbz+MlShHVNghlTdYQ2wcR1aqAq2WojgEbzGyQXrgSwYpZZU2atYkEflWypgwK3CiRkxLZ/taRvd54glsQpkliR7vIatCYnFgr/9GevftB/YWHKeinvCobbZ90yaacpAIVb1haqgKuD5KSNIiRUHmcDyR7ghkfRCWxxh32qr1PME3Vd+7FMxPzrx888/3xN9/PHHJpV1G7cLgAXuSM53jxrsTTJ3J5fyBLzHJZ/hM/amyUMkyeB0GtMJq3iUnX9DP6mGEpMXqkouIw2Y1GAWzpY0I25Di81aK0TqcGVOlMZtLu2n9bNgWq10bb1dGAqGAgPHV+kjLXLAWAkygXnZw9fLm4JrCY9ysqTWJNkw9G8tyCPPgwaCXt4SAOHQS2g8m1ek8dyAGqPAGQqC2t5WEz/XvNN5/dEDjch/bQqm/rzJPD6h/N+o0Ba0BTwo066QA1iQCSzOFhqQiCJCUOjISYmOdouWQv3RhqoZDq8WgkZB5JUDj1RMQCDefYJaWx8WOoKOgEcIkmb5GMZCTO6Rm1TAgFuUf3jCxwTgiSQ4Clj4mGAeM4g+UiuI8ncds5ftQlfQFVC792LiRE+ZvXjlFhUw4BZh99KWdZkzv0HtXH+2QlSU7FDtBrSq0qojbZqF0THmcV4TBr4C3oJwt4NCT9ATSDly1ADcrVkFMoGF+cNhKsoW9OUJUQOwolh43xDrO6WokIi+DjhOJHQJpoYb5QMB0PvUXV/vc/W2zouFLHgap+UewiRWize5cQK8BscJ6AZ6SOZpckhPT08bxOBvU201C4uHI7criIJZcX8Zd2HdJ2JH7GVzGUrAI8VAXnWwAjTgd3QHoQi8VwNsXDOQHcwB0n7Ebv0/VjhwYUtel5s1wMb1/8b0+AhelQ7o8el36fGZ1cCAV3Rc7k0NR8yNHHspq/eGXzpkzkrD1fAabuKoRqFvQq0EmcA8O1ps59ZHF8A05RLPtAynMgOuZTR/uYVt8pXWs7YuhaJzlh3kKECWc7JzrnEBPmOhiBdx6W4BPgzkAQvxrv619eaHU8QUwXOc9okEUJk7ADKhjff7kufdpJs07XxIYfp9O4JtTL+PUvhmgQE3j2FXJPjAwgu9hUCka5Zp8I6FemeBAT8vH1rerWjGa59hIA9YhnetME2v83bSTqq5eyEO1O2Ym0EEcoEFxxv+nfNDYkjwSmQZogl0s8gq3/Tflm9pgAG3Kh9ZYh7iMJJnRc0gxS0cZAKrsL72larRQ6d4sTNEn4rhFU4QLAnEyDLgT0NjbeLtW0YP5B8q24hbHUsdC04cKpPXCE5Bq2msJiy7kHyu/aM9hQxvLweDf9yxHCQObU0UYsZc2tzp/B+ximMjYkRw9K7s8WMgD1h5/FxtnidIgmxy+Jw6GcgEVhzXrts8T5EU2drxbcPzCjKBcb5SXkILu4a6lx6Ke1lzCoeq+tRQkPmaJbL5k6n1YQlodOkmDU8LewcLj9ueSvt/aRCG3gPDpb4V8+GJ45PC5HzNtu9M5HgngrVeRBXEcCqx0jdUpArJYEfhC99iJb7wLXRPtNnvAduzVgILHtUfxnJC/a2Bc8THSSBCLQuPa1d1WO0qBycahVSvXErr75rzxrg+Bz71V2QJDGiFOS5Xy7LvyG0Bg0phinn/66tYEItiv1/fwo1Y4Bv/bf9IMbi7f7HLvKxz59bdHyWxJDaG1iPrsl14FdGQ6fqHlcCAr21HpuncuuujFJbCxg6CC+cluFB4RAkM+Fr48Py5dedHaSyNucfDGzIkneUaV5eKKYEBX9N4uB2qS3GKVqwslfdyWSrgZditLtUm2sSOZlOW1XriVJugvlRVAww49vkanmcaHlDbaEelCckiBXFyXN2orgEGHLu7Y4FUUo4XZ0KxAZzOjmkqNTTAgGOHj80wb6UrCxuFxxT88hpgwI3gX5op5qUJOyg72kYlVhMId/E9jaY8ogEGHM27YwtEgeAVjbhQzDXWSYlqgAE/03ioESoR8TJGlyoRAVWguAYYcDOwkZ6V34/unGAVdf7mjC2w7HvJewEvAnIzKexpsOuamTY9XNZMttm2fFGfsfWxvF53aFRa9/wKLLweig0SN1x4vUHLS5hZqvSo9/cFLnT7h+kkJreLqgJVn+nRqAwSudwgUalaNxMYgWVsebx9a4MxW1xKFeLF40NeSQO9HP+KeX4Avl+MQnCceItUa7UJe/Ph25rq7Bu9EnjI7BLeGUKW4KnLtC+882lx8pTHVp0JnQIiKzqwNy6IpOC+SAUK22a2QQPaKub59hnHw/abO1Hi4+srbYBDUDDPW2HpkD5aw0aYPRFf3X6YelO67j6xtbZezytECpGOi9fiagVAoEEusNVbWFE0WRJDj66rPdwqItEUhR4KyHGpudzdD3QEgKgfkuzD0CKVp7tg7ZrqIlLyi1Ae5VJrOQlJ0TdlVayt3D2dz38qeQrM5VsqLw8D6a8D4YxNLE/lqQIETFC4XEopDTOigyATbViqLdu/0n0WKGc0Gd8C65ulfyGl4Lo0KNEArKhcaixH7gXE0cAXZaEW2geML9MW9fO+JeCbgnTYbVkbK15x+VqJQlZRLnWWFQqPsAg7KaATAueVgg72I1rQT8d+zHZSmK407ab6SqV0hvmpUTToWSp7yiU92V4JCUPCjhwpeZSpCrXJguBf0gEQ0VqFQrapXCJW2v76i8XjVx1TrPNDiUuKlaIhd3vx+EBmFHSoDqWbYc+mxAXP5hzIRBuWXCuKoP2bQJvDIuhSPcrITvP9xQEPOp3LBtQXHIkOBKjl5eUe42SaWXKvhLQOGYpDWajsxz2g6F8FWcDMM0uelajeOVs8PpL5BdvUNuWHnk76uf1hShlR/dlxH9vZrILFjDPAgNvqzFJpuav1MOdHAZe8XmEtnZbmFtEtFZfdtvbdxeNqeV5guPoqqIUeVaV6M8DQYqhdUh5m2kK3d0t5tHgpjyZFqIAhvQ+mcIn96iMgriaw0Da6y8WVYRzWYQOn6BYlVQGzMV69maXqsg1q0ujlDYGNttNbXCBeRZ94+mwkRXcorQoY+PgwmFnSr1AHqTkg3wFkODy0gevZijpQ94PpQKJIIMThUUEDi+dVzDWIwGvglPvw+NVHtxbCvKYGGuRa2lqu6raYs+ORx3HdFSYdLeByHMeBxsX2cgZKmwA1jMLlM1bGJx0FaKYFxxia2LI0Wh7c3rQB/YcR3qe36Cgn4A31H/ZHeP2HCl1QA0MiEUv55aEU6BjU5dsEajVfsVG9kBT7xahngbyYuuKDOhlIyCCHhAzAcCrpAqO0A01rTAIBSRnkGLeOZimzPHUgqQFSBkiT4Apj8Ls1CaQrwwf6XiBioGMCiuJtzXgENbvF7inPBOlmgRWhF3Ott24dmEGggSyOiRlgIj/UfRZxcgZFcVxsmgVWgm5L7eUMfOBuyRNkS3zNV210lqmNaigGMZQXScDhX5hFNeNvq2KmZlCCgRhZYZZ5rAwlQM0FuIKsImpMf/CIG6uK4XwdF865F2eXtCvdx9vMc3okLzHu2+ISGgs3i1+uicGsr99ti5GVgG8R6iFMKWrklGRKUp9Fvc/lTagR8RrIA9aYXTKvVKHMAqVokWj4jn9vDZk2PHpzZQlOuLc3u2RZ8T4UeqJ4HPLVZyFf/bgC0RhfPct776FypFcwPT09zl2/xb6RR+OsovSApxWlh2jcuiPBpEy1AKJhzF/1/tSJBPOIbS5GD5RnU/TqOeatyaAAoa/6ONJ0hUeariGkggTHKOY/kum2s0knAxddsZyoGYoLnlukL63SvbNFSFWunahoyE/HoARWdNOJ2ypyxN66xXLOXh9hnL8VHJziri05cXtFblnbZHAUCj/O9JXGUSRVHoVtI6klbiZQ99vkHaMDKfoFqeDIvHI/OS96Fcv9tvRbhwgANVgi2KtC1dlzJCIoqZTGRvgQMABjWiH6a5ETOMidEtJYD/G5lk/dPaWovwIsJ5BOt+LD9xxU4Cy6HsDa4/siN/l9kS20rzJ7+hxM6dPk6pdcjxH06snNk30y+h3EpjwJSmUMRb2iIBKU6Yjh3SC9taeSYPgU8x/zzjCxSTMDV152ngzfYzK6lXq7zkrJdYIqrr0n8fSAjHwHces6JjilJYmqL1ZpVE74F7DrxpbdS9srnVvCz4Sfqb9nAWzmgKTYPhGYEuuLlZhGiTnYJECMLtN+ZVTkp7bvV1AbcVSFnRPhiaZ7YtH0nGjaySZ1sITafaVHQz/oqBwJwKHcZNmIB+NweI+Hw7cQXGPXzWpkkHrLrme3Bb67Qg/Yad85hGSXA2JGDknENIgR9xZWV/CV0CjdZqqgVqsXgl+7XI9v4zrhFqx6/9Nu106XXgKWFETE1WOORSM4iYAzWXF9pmcJiTGPZuaHeVGTDv5f4DyGcfNJ88niL3KLTWX8Fs89wztHhzeVuaNqusueBcVkZ2FM5xCdBR1eunPL2qBdzDkAVVY/wTlQMM8ErMechtEckzAL2YRLTgEavh5OCJk/I3Q31rD+re1XgHmD5SNRxfbNeYk7AW6CFrM3y0RVYXpbPC2ftsC/JqbUkeXHiC82jlROKKRuSG3dmIgJurarEoAbabj84Nbs5kr9iP8uDw2AJrtSVcYHA3RcgNg6v5zR21/ISobWKSodR3eM9jNVyeB8z2++NTFteKgtSrBI6gmQmuweAUZkpXdg4/upt9wJ8MKYjCG7vuthD06wYuV1+82V14ZPOhOds3vg/MYJ5j8RjhvYJMDKLh9Xa7tvOl/2rm3FEd299lpXffzdERW2Xjc6FjZwrTwT9Z3xnfHvLT620j6VuMuON0Wjt6JnrP7v9O/cUzxxt3e+pna+1ROO3uqdcf7lBrttouD0cvm+4IN3ETgRzjKF9zKFd6/8PnkcLB8Zv6A7j32cC7eDfa/Ubimadt43Vw26wvtGu5IzDBSmEwa6w5KtAxvueulv7bz0txECV3PBA8e+YpOV7tu6RyF4mum3snfF9QBau54vAKawHD1mmksd9dPac3vH0fI43WWpvvP1qacQk/1nL09rOTtXWM7P2un258IpLlendSHny2pweqYYkNCccp5/aBLUEfTQHCr2oSl4ooEIkEc34N8564dBo8sg/YoFq50OP0k9tE1EF9MiHUXtIpy/nNxZNEXJh4qBAgc/df6fGmtWOBR0Zo0vN4VVE3FTbjpA9JTJL8Yf+tGU4Em/YYr4EvZu9VXJgf1/Z8HaZ2tnmQRBRuAupcprlTsBNBAoTEoRkFJ+AHnSO4qddO1KDhprSSjFa0fyzyaIjQeHytyxwaH6jEPz9KZcLfzbiDB/aMtQFMaI2nSbfu5oTJkUHYziQYFP4FnbCCU0boFWHScCosErrbuk5o8dbzuW5/tfIKIVcVYx/8H2k+pnzqzVRTrlq/ao+uGy1IhXwmVb6NbBq6Zp32rIbhC4n3GfGlm2Zql9hrDpRQlGMu+mg4/Av+mzqbMHXXHTp5kJjp1pcCHSfELZgwdHKKeUHcVOunZlF421zXS+/H/SinVezs+Ong0piRPSQw4h4WhL4sGuun7/Nyz0/ujd/UWTunJfJ1B5y3OiRIcV9Vse2RZ0wq4j+47uP2A9WDDYgwSW+IIJD5uGXxmdyIti8n24Z6Hn6/s6/tjd6qdK1orgP2rit7ac5DwGKpjoIXI+fTZ5VhQ/62fMdxYTRTni8Osd7IC7kFifvcxsonb5No3VNZ/TNGfzr5me33pK6nHebH5w6zvVMz953/zK1lOk81nLWyYsJs28WcJbr+opi6j63JRcErY+nj6FtzCRVPB4ASNjGB7AmP6XRRH6quLrTKPi5furAi/O/JhFkcUMvB+6ornLmyI7d5WEoOTMK7SOEhprQTGSOuabTzixtMoi192ppTqCglV7V0rQEbQFeqwn+LdP/96ENQg55sdwG/a/TYLSy/X3pN+kcabzRR55nMZrZ8tnK8x/TEvnbOFsHlr6bO6s+2wMD6K79JpnElKwE4whbvUtVl4AUrCP/aNxVTeNNS+cwstHBi+vBvOvx0VHv5+/d59WEVuJPvRTQvTyvg83qHem9XiYfr+B318hT5Xx0fMRI3Xbx3fgjx+LC6qCv0ph//L6I+8b70gc6IqS2KEpYYQu7Ct7HPf/r8DR8td0M603ol9uHrZpv/etJn7sQk/keR4nRRhJazHmksCU5Q90a27mCZGFF+HaDcKkCKOB+BC4/zHRUNFVcKnaJVs01q7CMi01EY+HXqyfGBxSmGt3ml7yK7QBxf7tO4vCTaHrix0iJ7AIpgRejVndO9l7ff8C+TjTkjm7QIZwVB6CKc/mTnnw6iXlgbWCpmkLBf5uKqy2+ZSmPdt8xqT0H+5qR9NViU3cfTZLFEn3PlKJ45jlbPwsTESYXaTgLjqinUuMcc/hEXuJMyJ8JFIrBwoM3PHYJv9PjTUl3BK4DgbwwitF1XG3oytWY8OZA9lnit/2voYp5xd7ZztnlXXmIWTA0fMXCAdUx46myO4LLyvYfSG+36rCmha2DgxffPmrtqc2BZFF/4r2cIppq7d2gkV1Nli0iYIBCTKwlsL6r7UjBVHaSD2AH1P1RROHbYlSysQL+SeM34w8pl2snqq8Vf4kwxZ77E2FlbiLUOXEUWicYp4XNNDa2GaeJWyiujufqREiO2E4Wn1g65F4pPdK3BXHdJgaCz29cbzo7nrygrSkK9Ddp34ijv36X39NYCHRc2+tBe/J3/V8ZropiXwTw3GSxubolMCA76SHwggkATde805dVDJvZBXTZbV2cK22/J3yrU3J1qEX3F+unG59YlzxmdTUtc/THQqqLyKUwExKlGZOmUNYCfZtqe97no7di2ZSNq2gUg1FV3mYzUOwIrMZ2Jw1J3AelT7T9QbfJNZNJ523uW4DXMfYDaFQLqwO14fruOmk67PAjtMtl6ZPnQqe0X7sk5ol8avwJevRKNaCXoz9072kQ6rV4DnsS6KAlk3oJW7sn+8l9RKXoMD806a1+gQJzI//m8KYOuQ6IH04stRYStCu23w3Fe4Dv5a7uwt+ZckJtgaXHb/qVfPT4LcuHMVrZ9q/gTKB7vMJMkGOfQ0FOoHoe2iCNYofwy2cW7d8lMfy2BgXaJfclCE2UD/HBtolgU8e0/ID1pC5OUbGSJ4FFBA3j/OApsUeIk4CFzW/u8G5ddeFlCAlGGP1JLVyyOuZQR8l41SCzApIkgRuXXY6GqDbbE+PUaDuMEqy7H0LA6pHScUDenumPzOlwdQaNmHRSMU/Apu69JRGi8G8LTXg2WTs65WbHH690Evrvq7fh9I6cfgPLOcTi/9wUJM+vi1KU1uia+33UtJK4n77J5ZPIPsk8dEmtonl+SG+JqCfBIN8IBtYZ2e157n10gWjwCjQ8kNYZXIEvedANrAA7w2xm1gT44cEITQcFGyy1h7Hzl+wMG+VnSGvEsCGg14gH5h3nAlzeKGNtbGdccFNMH8MjgyCfGANjgJTnhYAaskif37S6PRgeY7+EVEyFgH9o/qWviRzlDQJq6Se9BPuZxCPAlMpnFepFDjIBtbh5zBun1u3XcgKsoIS750gdfJxHsg4lSQzAuDT5MMGa+uuj+KCkoCjKSTJOGmAYdM1LixNpsHn8BLjVuYjR+fWjRdKnyUSTiYB80t2xo3BXBI4cgyygZmP7jowQHTIkzeyx7WbCpF5aAOnzd3lKwqKgh0CRrZ8KlGVi0ySOXBPAbcKG5ln7qkg819gjhvAUmM+CRzCigtWUc/PyXadA3PW7HxMKD1UdSYXY4sxSk1PwWHF3YOPlcsoGOMCjz5zz+hFV9lRTvPZ14siyI1X8zPFr4KV4aaT/dvL9DY7qIb1qCfCNNab+aVRDX5D4ieeeCJC/fKXv5xSW7exILTcXOLWpKFuqZ1Af93e7TuVJEYybdzPMm/beLuWzOEbdJXGhuxgH5alPZBuxKCeUvNZbjYLG6kuz2OPwE6XoY1UVj/hu40KOXMw3zaeTx3NiDyPJXBV4DujcuEdzGXJMCfHNNG5mxIG9+vv0gda5UaZkIcFgBhxh0xxMupEtIABcnPmBXnBzhgzIOcEuwW5wOpsXYrSfbrL/BfiTkaTTsEDT6sDaFgzyvIvhdTWOO44VnrA59iKb8X1ovhiTGqTGGWAmokN7tAZGJxTh1FwnA2Oqq3fKBk3FuuKsEUhAJZ+u/EJoHbSiWu0lIvP0V4Yb1FTHEFNjj62XyHGzOqHlt0a+Ccm3v/gsf01evn9h5YNGmsQBzO/3YcGr1nednrcjtR9wOz3o3+7QrHF/wOjD9u+k/9LF7VF9UR1WsvtLk/74e7sagW3uzydpacxu9qiJuGvBnC0aCxMSmINYoXvmmfULo8EWMZonvHJTSVg1MfSs7W3a297Th9MnGbe27EH6zEMc54xnSF7Z3x/CWWK0xccAofAzrPrFUlCvptfz0UVSacAeDnYpzTQYtaLLeJxIjaenU3Ksd5cQsMWfTr/SfYTSIzmvxARRAQxvhJBZjRYjUA+sCn+9ZEFk8LqRJ2I8oxnBbDeaIzzrE23iFVicXERuHGTwsBC2bxUJ26r+TLeX2fL+MMmOq8bzGUG1lZbfy1diB6IPQxmH8JZQFPnW2SL3DVGaifUCm6UFGwElmMXK6XlTkIrnnhvXVKrbcsyb/z0v9GP639wUnf0x5mjm6Y+6Vz0WB9ZfnBbiJ/y2T0rd+NHhytBx5eO5b5mK5vKcD364EIP62HjdGxgSTpLyFblZvgzeRiwqpFbphK83SDucdWpTteY6pRQx5jqBH41NSZDE2NSEqtHCBpm/pwfi6x9+umnqXN+LH8h9SuJpvV2jzEsfpp5PJzGaED2XY3hEgxXZfb8CCwuxI77jDiOx8SHc/S9fa7qN+g4rPpJ9epO1uFNNu9e9gCqtEEMjGl2eUQ944Y8ejdhA5Z/O3cRLgM1nS+SRTLPjck7wTJQMCoPcoG1D401T6Zg24ef4gRnt8NJTlzbp8WexTS78vcqBGC+qzB9Gf+8V+6U+/Iw2ZggeA90YLafqcvSMihVc2+lApxhAWetXC5DWXXIaoVdhfdqgRCLmGelWinVMD96sUikFyuVPbU1yLTgbLHoq+qHW8/YYrE/Tiz+9hBNBo4n5WaCuibklam0Ni/WLkK2m9UPI0SE4Mm0qkRBPkan1aSrgAmLsTA/EbN0bl37URWrYklumpxO3pKBfW4oQTawbfYi+uVZ5t1bprlXb5QWuREFlmag2vXqHAL2rNhtIcmnP64+XVyzWcwWuDDNV4jiUbzBx+tIn3ycQwsuTUOcTcCxzK1MkIdxQA9a4wMtYL9dFbuizcBsA1ZXWfOE7jbihe3ggaOvur+l+8BhsVjARKIcnadbbHScdoDobVUTRZuYbcAgO9RAU6DuiPt0X4m9sC34695LjmODi/2LgOHKIwYu14UIiNwaatp9DMwjz04eFhL1NPppwgRYsg5pPPREQS3R5qzzttgDhk91n8Kb1whv3sLOLBlw+7LzZC69gSu0VpybrHBtUXjOtWTw5cvZMuDDLEwatj1Xu8cQqFzcuOiTp/ESvUEP2LAk7QJhUnUfhVmYbRtwuzVOljSKh6r3OR+aEmUFLsxH5BNOyDBkWVv3FuJ4HG/uZg0aqEAmsCK/lgWeDbAqtshPAgInA04DgstpGWsd2mHCImi72KDh2t+PD9AMsl/q0a3TYbYCY5onacHqLdvL0UDsYuRiTh4nUPYEgUPC+Wbv8GN1pgOpWsVE+EN0USCyYRv3JO61OrHqfeUvjV7Rl7XlKzApJZg7BXIpTakv5VLKyWOERWwT6/giPLaF+Jp+puZe8jaxDXpYI0RLm5cvZ94sveGO9r6dU2zdDRYVAgzbFTF+ruUOA2HoNdYo4bxtQ/Ra7AjiCYZlTeEpvHdpWXnGqIWSPC5H8++AY5a/RnCZ8qqAMY6HiVumvEPolCEDwEGg49s1G2vrDbiMZGcSHVhHAqfRcQtJCux3jqHMKQAMx84Z1vX/8zONddw/Y+daaIgB2TljdQo35lphu+jfjGQ+j55YsNHQxbpYlZ9rC1lswGxbkA2sxperdm69D+W2GvykWsCKAKfVcnpbG6x3cEV6eCAbUaGrEguNoIVmrP+b+LFLk8Gnnuo/3VA+qn0WNwpIuwD8mk8hfqKJYGKE6aZmMvnituCx7aOBBdPCcMH6+h/8ixF7nj6+9ai2rIBdlCm+iwLAsBhCw8O7uyhRwJKUmB8co8zuE6QJ23x8Cy4Y6Z1bD0JerZ3yZEipfHeJ0mQIEmwp+BPXOLfevEAICMHODOMaOZDBOcYgG1j6cu/+5d5Yj2NHqpIU6J8Dvwwf2j63noPfX/ipw2AmHpg8zH188bC+HbmHrIgrYgvHpjOXALMn3bMsAUpYXBGj7VYjGZ/fOPz3v5a8IfqxqHR7xRzEK4+Cl8YYe87WVdlz0uOL2yrndaRunGqnK4dTNkEusB2qneraegauhNPydD8hoge8TbNqdsGdSUEoHLPAgGNgPDZ93kE6SN2lsTxZEIx1zgIDjqtsrIfpGbimU3SJm8uLGdFkXrKI7nQ1naQxHMuAPxsqaxHrzYWf0ZtblO3Q1jPD7w/++7s9ofpjA+T6vh4MhqVZmIioppp6ZuvJ8mL6y1T1TJ+BQJzL14RIQdsArDmNm4qPeL6Zupi4yHL5ADJLfkIyS+ZDYojk0od3+QfU5tq6H4ri8by3IvhtFXDasOy0Cw6FWpGaBTYukedmuqZVYVVs22la1sQJtmnpnrVw1agKzTZrHQgKsz2jwjksD8pduY8E2fbx4CQb7Jm1oeAIG2yftWqFlEYaD3/9UPUb7XA98ulr6798XvHS/6gdMSx4cdNDgMupK/czmDWxYwezzmN6Z+0cZg2aY9aqEwZuMZnaNI0dbtm1h9ASZ9i/a5JNkme4AX273Rw3dqaPB1zy43QUkQt+AWP8RHzwoIdT8WE2Y3r+Lu2ureuhhsYOlw2kvBhnsymIPUSOpGka+DX4HRXW1nuQJobnmLkSTUxXAwy4NfibYvPcev0C+Iwx5Hlb4PpywNyyzU48d8jVcsMMMOAY5wusY27Ggh234zu0K5CtZYx4ZSEtD8gLKmDAkTgyFpsa43kB5CVcLB27ItfLkK+dehDrwl14YizWJR+nXoEsWhsqYMBxV2wSxiYvi52+nIELOG7zsZBOo4238R3CD4KMyXdRfiw05Hl5VA0MeJr5YPgRA5C48ywe8BvGGI/Hgl9ukZdmgAG/0fjnVS3kluAXTETA19Uxb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OE4i5KUI+HorZ+Um5Dvl6V9kJRdVNbAY1D2fHww/dp/c6OLfzK+ACiqatbUh/GImPaRi7JIc+EuGHnGNZ7W6tvldUK7TEov3sfgjgQ3HpfWiKCxQJ+O9zXfu5lGSAbxQURWfBsaC2qF6FJcwsuttUTZ1FlhCbemW2+wtxEvY++6w9zTYo236dpwNG7TFHniri7NxaWt27U2L+vAbcYdxbCTcPXEe1VjDyuTCHgMAegdjZYJBzMScd2ZFHeEK2g19FHGeLpS8GQburfcJ8mZQaJUZE2d1tlLxtJLxIrEH0Vby3Ut3xJeRs60kSh14z4WJhlBuYJJgXqRK/S1xvgn8g7121/KabT0bG+0POom+3JSBmRohZ5B4YqgxXFtIWFoezw6yGU73tp/m1YpTDLncA/H3ZhVuTef8nI3voZ7P+76AeLeAftvwmH3po/sX/ahtuPVu/T4ehJ18xBrRuVEdBACV7FRtGILRg/YAkdffO8mbfJbz6pYs0eRENYT6Eggm1pn4QQkE1KT6VVtMKDIFNVM6CDBBa1eG6QLfJCrV98gv+u5mWLuWUr1Zb6Zm3k5N/N0LnK6mZt5Izfz1dxMr/47nWuDYYvt4udU280Lqu1GK6wfVm2Qn3gfuVfANoRj8z4C29+G9RXYnoVVt8HtTD+x8foWrGj/KVi/pjHQiSrqJy5Ah3ddQU+vnKUoiGf4LC2dpaSzlmMZZ6E2nbV8O5vYMnWWclNnLbSXBA1JPY2ioer7eM2skCBxPsggX76WByT1cGC0Qfdpq8A5ZrsIFhz8M29IuZR76hPPoyHsDtTporBpGYIKkjVzCgdPyWehcZ+FOhzflRO7UNXjTi4ZbVJS/AcngrufJSMRnDBICDQLLVFvb6XcDaYwsVNQ7pDKn0VDC3wBQs28KWmJj2fQ/bCe9JmcUqzgTe3obb3wPBnZ79XGIBQJZ3sDJKjgWXIv4Cycg+BEQWSglZ617CUxorJUc6Rd8XwjmUMbYg4sqtIiLhwtAknxQXX9zTXJWbOqie1XDe6vaXq82s922eB5XVer+RnC32/wwjtec3gXidNJjO2GrdPGQK4T3wpS6WwdZM30WrRcoA3/uDAlXC+Mnlqto/Bo1liHgLup5XyWpNc3HSa1TFuz4pluqpT6z+iONyx59Fk4G8HRpL3x3gMlErefM9A1nNSa/5uG5K77E6HdSr7M/blalnpRTuKcQrksnoVOzSYTS0xYVtMenWx5b8kyq8ZWJyV3Ugc6qYOdVDH+9fqyzuRmVeRm7c/NupibdRpvkB+4d+RmeXOzLhsc92MXsiHe10lJBVliSycV8GeJKvIx/3hIL3/5SZW/+Hcqf71H5d98ROVv/Basz8H6rMq/+jy4v6zyFQdUHvII8x2vqDx0cfzJA14e8o6/rnr5k6qaf/lALg5E/12X8pA/chPVfPyDDb6DOMUxfRvr0lYqa+xcNH79rBNqTCdURUgNbMqdllzIpOyGTir/xyi/kC/4JLZgSAR70O3c/jwezVDYW1NzG7Epd00nHLtxfkv6FvSbnTDsIqC2UobdLMmoKYdsgiPUe6wooYt4vZsh6tx6OBqRrRNEyOLOgORlJCUES2YaJdf7xcNzSWs81kCJgA/81++/fu/gV9sJfRYPfRb0Z7xXxHvexN4ai5Ce/RmXqBbVI1ovUQfw7yD+L4ENWQxeEuCEXJUuUcXYA/4l7A0bhy9RLtjJojRPOCRcglHLJeoQkqbdKmJhwI5F4Cdf0k4Wo+Qii+aCKWTRXo+oot9pKc8OnQ7a9KrU9jkcB4k43DzhAz8vtSOou1JuDKD7E4AjT88NaR+stxMF8R/Saa+QvHY4LuHtra77N/Cr2ERW8ydRsZ+RDDES12yLBpb8KKri7t955Y+ytYcULqbDCJjCb8vJ6KU2zFbk2U+Kl6Ao7d6ERanbz+QJMNLZ7s3dXpF1Bcbz272+K9QJYsGeKGE/r7pdVAU4bAtwLBEgeLQLlgDHhe2nJR/eVYkTZIQACRJg0CRc1uzTSI3lCvTjV6BfvQJFgm0KfrL2bznowv6wByd/2grONGgTseVNYd3mXfMT9V9812twWesF+Zej+m6zdECGwZ7lNVQBvd7cvxAtXq/oTfOK36Ckb1Av+9Ihddn7c7O9lu9S0ndRhZR8tKgWg8WIaiNYHLF4EQasyRYXtwyITVSPE0vbQ36CqHYmSJvJ4olfQrwzYWl+9rijhry2Rtwe32tMkFoE0+J+x4ljpykpVwiiaTmb0KlpSYR+KbHHm9LHES0akojSJZMyczw7E3Gxmfb4VFluM2WP5siYCoAzpX1NJjeuydY1pCEL0uJpv0JUX1qjjCeOXHLMLpECv5SQSzORZmX2zSOfSN/ZROhcXLwzUSfStmQZisrsl05CEOJpeC1RQ2ymCPLxNFxKlLR9nVibE7a25ayxzMk8a0nRclKWe6dJfG14tlTNkDeFx5taAGfSYo9bl1Kl6JJJ/FSiQtuTq7A5Q46nqpgpOx2z3GukBRjaA40i4fLBWUCxpbzY8i74/4Y+NohbaaL4DXKSgx47tK5jofMgZr94HM60wFp/MLGBtZ7qW7O0E7XE+AYd4+witvg4SVtgywI/2WI5nupHvODn0xlw8VOUKO/PpSxe/LM8dJim0/Ek1fv3Mwztcqbv42gnc/cemg6x6WjCayfDtVtDrMzRTdY7jvqB/DNeOE7TA/yol+FohvuINq/19iHb/mJ6P1OM573msRvPoRmzXwbNaF+UaWQzlda/1Oe/Pk8zTDrHu5C3261NkF2RTsvn93vofIgFnY/mzYYNBnn+XjoDId7FY+dW610cfwd9FInSLJO/Dxz30bs4QaA/S6dDvIvQnNucg2WY7bws8gwsvDYhN2gjcdrF3AEB/gOdDU4nKjad03vzBRIs6BOLo8QzrhONBm83yhTaRWvBM9oGw5CpxTmezDLOMJoybcZxKJp0nk+HfUaftlxEwaDkcPq84kjh/RxkOU9DHjA4mUwWCIwz+TRD0SLt3s7JgozdadpV6qWZw3R+Np/uBL+1C2Qw/4os77oEWuSDWcWP0Fz6g6AcpGWnwImgA/Ifh4MiIqKYCzg6jJYE5iiN4ss8xEB8zP4MrhoMQ1Iq89x7GOYjPCM4cdnIRQedsMULjEt0O3Fs0rMYEYQas8AXJxqChOgzKO9cIi+kQ/LT99FILSO47wAtHJ7WHe3RzOMMyllU1yEGAuSHXhFoXuDi88MzKHIczkpcIGiP4UT4c0HMuCyelBgpLDcS4LUCwiXKkDLgTKXKoxoeLyomi2MEjjQIoo0TaF6mcRwEVP5oEQrYYpThwD2EZ5EXiHIt7+LT1JN4u8g+r81vD9oZLp1DNSWOCniDw1uCllhcACTJOJ+06e0ZfZ56TZiLT1zPZPE4BkK8gopZxTjB6TTzIFQ5ntRNRhSh68D6BRQfjsAMKXJ9en0mPgG/FiwdDwhDwtrp8jea4t8AQfWgnbhOQuHRIsMlCfIME2e3tOiYISs2Btdjthje/0+W9XKDS4LeWa7xJnF+A3Kdzz5svGz+HYhf5XI1++qG/l/O6OjooNAa7rgB9g1r+Kdft3Zc8IYvZIUvVHR0/HRbuKOD/x9v/b7t+7YV20/fOhb++QPL37P95DtfT1v+t6+nzVv/fndP3ss/3/nWWzt/sPen39u58s8752wdHd6Bb+/sOnz+YPfBC3mruTcz/zbzZ+e8NzJmM//1n3f+T+tP/s/XM74H6zm+I++vvvfn1PK//jn1hQ7vjX+9/Xv/eO9P/3Hnv31n51DelZ/v/Dy/+NbOC+KNveG8K0xP1meZDvFzrhv/9h1r+OZ3rB03v0NN//N3qH/Z9q+230633vi3nR0//4ot3PFTtqPjpmPprde3/e/vbfuKeOHvt/30re9sC//0O9v+l/WHfyj+494O8X9/3s5s5cWEd7iIlt++EL7w290Cvzn7i1g6Epu3GOIbtieeqLA94bL8/udXL1x49lttsFNhg78nLE9UvPvdNrINqwW5gHFZIp+fvXDhzIUvIFCTgz2MggBIIYF3Eyl9rcDuWBn5PZFiK+Xv+prt61uUNP+euRV4TQDX366KlEk5f+LEN7f8Ju4JAn8zhUhKJd888b71dJw/8c2UfnhZz+d89rnn/9fnfqHVNfXSkWLrl7b8khqqYen4pYf4r3dfgwrwFye++Rff/PZn33rrra+/pS0/QZv63r1oH9v36r54+fpPfo524s5xT/RDzHd00rAQ+qf//qN7/v6fnltT236i7YB9L65qJ+79d+LyV7C+F21g9/dBtb3XKH0v8bgHy95zIq7m7/9e37rnxHvBPctiqYBzXdcaK3M9j02sJ9a43JYKk9+OenOcnthCFHcmIpUaXxtdzdp+S7QWu8sbMbrHUyafm7ecn2+rEFK7bJYejXv17cQhYclmnbdas141x8dQPms1Pe+6SN1LeW66Kqj/i9p+M/sy9R1q++XsCuqep5549xZ+f/7UM1vB/mN+z/z5LyssksykxP5K0/6OYv5L+GVanrJ4LJaLJySL0PGyhbKcybxgnlqHyhLf7KWobDsV/gfGRnmzf37uecuN5w73z37yqacyoRFs3VzqL7z7xPkO1FHst3ih+aA3zk07mSncbpnu2ILoZjKXEgfPjpSbFssP343RGw7Lp6CJwjjiFcuNd2NVlwXiZDU63XjqBhEA33t0jPK6DvbbLd/+9uftHZmQP74LWSQWfIeFv5FQQjb+CE4vvjH2+X7L9W/f0W/5JOUlpr+g88L6yebxEIe3JGlD0RUtP5gDbR0vHzFoM2jcNO94rN6irTfuIRlCQ7J2HIVk9ZNkycaEkYh2wl+H5UdP3dCK0JLY0DKJtnyKhGPc+H/ZexLAJqq0581MMpM0bWeStJRepGnKjaQXgogkELBVwEKpIF7lENH1KAiK52YQEBS11MUFBUXEAxAEbw4VVFzFC3Z1F0RdUPEXEMQVlUWU/7038+ZIJkcPBNd+mWTefO/63ve+973vHfNSt4vj8qlzCUfB6ggGrcIMnQ9zPghzxiW5YNr0LExejY0P78qn+snJpyqRERtUpF1xhmGl7oIpqf5OQhyoIjWh+Osyf9lQm6AKVC3oNENh4zQKVuhBEqWzFltNyJQQA02wwCRHgeoXJGKQZeQvFhw1Cq0nk7DrIMqT8FRfOF1QlaZoLCqp6lylOV8xcfLQachBy1Yu366UKH8oHrRZrsuN/qYFMEbnqS0aI+MXNdKpcRo3uNX7z5I5HVu16SU8eT2TMBhv1Dzy42JSqq0pOvHQyoqwk9TifJxEefVVay4mCdmoBaVj1U00cjL+yql0AZ62vWDjPYga7w1gtV4jgdUL1t4VCsl6bnG2LJzaQ2J+Lr5TZWNY42CYqrLkUxkqPaujGssqvSz85zsoC4uXn4FkIQd/HlzwzCxZv0Rq3TBC7jVp3KhyBkS1c1rBQkpT1Mw/1jSOQSb1rT+DmrdgmL711+sZHF2gj401rDi3mISVqVaISo2RvcYCk+wTUczLUfaaCOIWzRmpLpOXLiMS5tboOFF6hXjLfd1iBwUtojOh0p9FlL780VR/vD4ZyoeuVjycQUZ0gqHDnkuqg9TRQQWp+Cdqm8npWm/ihDBNni5mOuJzXTIyyvO5ecrJ14CiIjTXEI60xwd6yVIlf3StwaQCGlTOszD+a+/dvoDadfAsffzWzx/xM2/BhRUh3iA3k5o4lPifejAMsSZFH7x68ilsfWjyg5l0RxoyrQ8noxZaH/BD3CMCWhTCv1lOJ2WRS4N9yO75zy+tdk/rp/WT6DNvwcUVuvVwKpkZntaH1ofWh9aH1gf0cCKGE+EWTbrV/D7lKviP89AqfP8rjG+gfsfw2++BbEH43RK/GC1hNMy9Dw7FX+ndUkPx+MsfzX4wmxSf1ILNzrw7iWxc4UhWRsnAPm15p+V4q+fyRRXTw6eEJjtZDyYKL6pazGoGr73TOI3VNFniW79LWfYzoFabbfb5zLhSHdZtVtD2fCgLoqnQOQg7A6zRqVsxrZCddv1aN1gNyOLoarm4tBppK3LmyKzQaFmnrZqvU1PaZY/cSKIsgRs/87UV9CSrgCfc5indbpDFaZRhM0Mk5WoZFdZkUGRRXIm/X7/kHrm5St0AoVvG90as/JttzSJs+ZjS+yuV1VmjiDYQX6URr0OqewO0DXGJSNJiK2XrmrRLywRvXwjP6mnc8aBuX1g9eZd+lXy1ccHcfOdACgU87fqinQOz0M6B1WD1gk536beL7TWkE7WVx7AVgqSJdvT10u9/a95nwY5pkS+FJLUv8Pf0YOP5fSY7IDpru5PkL0Y/A9VTP6iVBnBkzxKSDTKZPlW/HTYD7w/KhR8No7kydE8t/2lYsLJCV1+GHVNQTPLUB3X7VNSDnzwclJWmXNyQ7JMfzcd1Cdi9VevdDUbAH24EFHvAzEc/hJMZWIQThkgQZHFixashB5BOcAhR28q21/Xr1W2v0wx6TBadbkRXHzreN7Gujk9FpoqsbUW2IluR/0tIbItu3WjJhF0nRdmoFbVgI0TVU6vtJwi1msvURgGZmrGsYlOhc4CGzdLIJnZDLQhrJdAFHUCMvUx1cKHG+piqTdaMHajpWvxmxbvabtOodzV4Cn2uSMJot/HhejNqDc6BxKGYq7q3Gwxq/grt3YhaE+dySl9ufX1HcBPtOh5IuKZsrpXz3Ag2RpjIukI+syYe/zKVsR9MUs/KVdByW73ijMj5gXnoPaXQ9CSHZA3h8GKDKMulWK8ycWuKJlQRTp145FDyYCxTHVtCwZysMq0zEZZ9EcMRs8KqI6ooAcRbljO1TtwsQBpphJRnjLpttxUVF+VU60wdk0WzduviFOLa6lAVQoqhNUTXjN0MaxYAppVmbG+aXkujDCoutoYyOmlTZ4qiumVxjRKryLQimgaWZYPzxPYnUfRD3g0kjgS2q5lS22eq1Dqbar11+lY7TUJvEq3vHU/FY5J0Oq/K+En2xTz1YRpFyZNEYeS4Mr6OXpeoOKoSUruV1T/3JdpzXuQrUPJLfqbqiNQAfn8Cdysxa0AbPeAJtPoFvaLVdXLvXinsCCvfxbpeJj4JJkzR1Xy3qG48Zh3HV7xbI6S1sSJurjSg8aLr8kwLGpYLqpK3y9BAGs0bnfO0+E4eMi+KevTaYi1JKVmORnTsyEZa/mlCGykWbZGcVRmyS9UYx4/rmmeMZjkNlRCK2hUkaaXnTqADTIbU+qpSZgdwEa7Q2VRaQ8Fv9arD7HhNRHlNLUr5JGiNnRNqs/hd1lYTZYxLndVTz9pYstatBfqHeFKbwImkNrJ9xKRZYxiu+piTH5E9UmImqBwcY4o6sZ1qK7L5SGUGmTTYxUeT6EqbnE3nhNNvLVla1S4eQEzlUxYVl2PJtNnViZWAlktkV5xElBMhhacIGYkt9lOkqbYiTwJSHl6eSnScBIpOFSa0IpuD/C0zT66P+/0hiYWsDFHwKSGgqjEfs2Ga2WJ0kku0JgmYxYmbgO4NxzBl4l5Mpha7EE5U0YQ7Kmp1I1FFepSlSUkYUFOaSkhzUGjR5mZy003AoFcbdesAXSqUKm8IowmOCs20MJ8D1VYjdAs6uiWKKCvFfLKzVj9W3ajNGW3UlkDCUdh9xrDRU03LEzT6LYagyW7bMozKB2GR3pWmUvKySak9RfI6WlLKJ2JsmpRljjJAix/4i72Gwbo/l5O/pvahBwaV5+NT16kuxDDdhLzpLL0zknoyvYD2beldJA5hTWoIuiarFdmF0q0yyZIWpgKssfK4GPpuiuxncovpod50E/AR/nETjnOLmvvopjnXRY0ooyaBlH1xiQcPOnYpzlTNaTcGSLigYJqsmahoE2V40TDRbFzi+eGI8WLiOfEwoXGX3VjeRCOfRoyMzOfxjZ3p4mQWQJLuqRWFcVBzrotJXVI9PSQup3fTuvqoTv/3tM9sGmUA4xbqsOFpsX6UELHOgifSI9sF2n1r6Ht0gqKvtYgFny1EuLceiDg1IKnVF16mm9dWXZJZWTCVe11fZSbtLGlMJsnzMVYODEuxk00aXGRucQjTax3zlVZD2MjdFTK5eKfDjN90IiYeW7uZqld7C6SfIJLlxJb5d4xUVKTaN8kTeCY7ZEijPtBiI0ujLRC1Cqqu1Eacy5astog+SVH3qsOVrNY1yAtVy43LcHy8Va7mL7S2QCMLJ9QmyBxWN/4Mo5ufK7ERPV0iDdumF0tbvMBGVIusKmhE4tSfoRXaI+lvtgw/03ymJp1PUyhvVuRkUzTjRAsEi4uKJZRx6rulKmxArKHXiUKe/JnbJqxPNVqvNLZ9GgObGFuRcpJQdiYn8JtsKl9GaZgc8U1adRA1GJlPInNmAKmaxAw30q8WjdOkLFbMlpH4KDlW+6UIJmp4TGRR8vqk8UpQwwnN0HxKLaQ0shVHTgy1gDZonrKopzYqDLVRXeWKv4UE183xquU0zKhmEdRGGI1X0XLIJk8VJzdN3QKT2QrhU5qdZFVkkpCFYYWThttG7aZNlnkzqcFYIHalkOH1M7RhOhm2461RZvNpZNiNDnI2b00VnDLk0mSXNL5ByhfvKN+6y46mR9GkKSWjwlsX2+XdyrJLDrYxxRABuxY7yHsXi1VfzRVg47lQek5VhBNMsf4xkHKFqn+woUwIyq96qyefA90/YUzA4rFxMqXVa1OUtDKN4VC9o9b+4quzeLkoE5Zp2jDGoUrxe4p8a5qVSKay3pISM1WTLiRi0502rJRnV7X3NeLMrsJkfyBtZmPU4kjkzHZ8cyPBWCV5TR1/QKemuHWy/N0of803FxtODUAjrbDWH598y7PRo76ogXh8MyFyG7m26Xd5ok2/E8jkJ5oRUVgcg0ZT06JlxxGTdYspel2RxHwJVh5oZiOMNvZvjGJOSsJ9337F/p/Q9PI1aVovrnW2MfHUR9QsDpkxiWk/JyoFpzNadZwczMnd78ltIOazoLHs2sZNGBnHb0UxEonL21jjniYM3OMP9opihE1yoNBIodTWopOf3jArcqwhbkT0GKMlPR+SHc5PiMzUYuSmqRDFGMObjJUbJY2RY27zOYM40z+TDTZK3I0D5kP7xPZPnI7apFkkN7hNDoVNe7TCj15FZlLXN4ZcrZhF8ljEYhiyIAxOlbpIHapsVKN0iXio0idWpchZ48ZRasS4AzCTUIYcFcpvNYyyKoyWXOpB1fWpuUsdAelHMatV16F0dQSURlxbU6N9tTEOGUfpwy1O1YdT3lpP1ceITM8s5a0mMbCvOpDTHNFxzMZjmq/RdZLGRsa9M/HiRA4gw2ps4qKM+0Si+y2Tdha1OUQZmRxBQ4TosVaM2TbDwCZ+Z2miUSI2zCz+uE/iIUyGgQ+JjLPotWWttzH2mxUx+lOzkdgzdKJ9Isqrg2GNr8l1rmav2WGCzLrLolhpJUAOToKcuAOA+FPBqN61iZnJplKWSIkbomupms9Om/RByZh3yVpAJsQ0q3dLYAo0Zo42mkUxEh9kamMUGbbsKVsDTXDxfRuPM7pym5hv433jU3WwhUt54nCNd8XnQWJXbpJ12fz6SDaP5pTtt5C1xtSMWQtIplXEr6PmSETLSF1LS2fjKW18KZvbUlpaNlpa2s1acuMkp/FttfGulqnf36I+Wk5OYbc81XQYuDGpUWjyC3yGNcHzsGtrai04hEZT52mjKYd+DDXYbCwWNRocyMU6E5bBx2pRE5TXFlDRD6lFl9f/0Aj10GQ9XnEdJy87oC4au3jqOKU691FKKfBwTnMZx06yC799sHVrijJ4xoNfZftvStQ4IkyMYJy5Yf4KY6iuifbKh8kgvSjK/Iwy/bto1pkymHNEW9046DDa/JSYjVHbYyfoYqlvyeCxo4xKeJBIuBFz5QYume68Jk7zsWLC4WNL7M/7AyLjzxTHqIJkBhUxR6cxJjGV4JPRks7tqszlQKpz1c/CBesrpssrwcrZuzcb/0yVV5Z2qD/p2iaaIpTXJ9D5iDF1pWGWbYqqVdDMmEa9ov1SFJ2H3wvYilSj/Bhg1f0Ky41IHIYjOKwXY+3G0upJt6oSc5ZA/97OCVp10eaNk49tFJEYQhYxpUAmL6M7ra5xZkCTR5nNTBlRsaavzQbHsYoXPfGQbEyFKsP00XyyZLEa6u+1dxHpR+p3gmIfUEVk1lrte4pg3H/3na9f7lg7jZzNODsc1rNnMrEz8Mt4uVqVyPK/Tu0ivNoMzS0w5KSI75QY31vi+JGvPv7UBGFv0d2nRqRv5o4Mk8z35gT5T4p4nqrLx4wGcr/VJD0SV59WMuX/rb7x6rb1+9t849X5by0P/ytf0s7M2iTh6c3KN1LnEPfNEeEn6Z5vjUgnsq5u0aV9S5ywKE3SUWZSeaoLmzyp3lp5RWirh9ahYr6ofDMMDm+TYtzQwQCKKVWrrjTpUFUqKuNUQMUqRuNuJglP0RaQ1O2okeyUU6gdN27cVTKMQ3DV9CHckG2fftpn6yx+yJAhPMuyDsHBO5yCk4bgtNK03UpjYGndg8HNykDuLG2321knvFuVIGm0w2532K0OiLDblVi0gzYBR2yv5MBB2xMHMoVGx3PAAkGwW600Kj0Pf52YCzStcEN+SLNa0yDHHLxgFaw8/OCLtzpZA1itggMyH4bkHYhvVhQApsDzKDM3zfOILSxrR9xHPuhJpkS5KXecM77rCwYpjfRjiSeLvOE9LU2uHp0viz143iyaIVd0x+nok7DjkKxGqEI3TFb9NSXXqqaqpW8SkiUlNoRkcWzlV87DamQSooKPqE5cUEHQF5QllLAyTTpalHTYiEQgC1mNUDUAq7sMpWN1EdPStIISP6uWNa0WRiMhgiFW1UPGsbyxyIZIOur1LVkrverB03QkwThxRWaiaWD1acrE6BkVxbRIgNrCoaaJ5V2wCzq+yk0CPWFP2AQNnjytKiXsjxnLsjJ/ia8hps5Lzs8A+vJZWSI7WimsajENpWPldgrB4dCYa1XAwH1N4bEm3DGpZtYQXqcKUG2xRHxjSIf6xMu8UsOwxlAaJZEBtXAkbZZ1s5qekIObcpLVyYKSKilBBAfhswMlrKtJzTe6cLHwJC9r0l+rlqJVSYElcmyaRbRqpWM0qiiWmCQmy5M1SnIiuB+7juW6gL2woolJXcCuhLUqZVL4xdNa5erSgL0Ni32tsJeDLR2KMlEpsE4cGEuoxdwhyjQmUaq21ZqnIQirKBO5JZqLLAK7PYpYJe0YSTocOl2SgHMsEbGopNCla2XRipKPKX48ahToOaaUWOWfiKIr1RJVO6bsiyZK6T1I/x2RCGsQLC2ZGJWDEDG8SLFjFT9GHPM8FE5EVnE8UY9AxqjAuBrRLDSrcC6y29BrojhgRcZJZMoootUhk2mVGYGbFE5NayBqIiaMwwaU1dhHKP2KEkLuAMyEXNPukdHj9RYxas9YRXaSpEPuy2Lx3yBDPOlFZT6wJE+rzANBMNUF5oo/VhGwxlKiOiLDGaRP92Sqb1kHrk9ccQb7RC6BgtcZv7qCJdEd64C1Jgpv1VFGCEY6mFe9YySu+fAsjzsuB5YX2bBUCmM0J2SXO5pK1mpVCo0rUjVp5H5OJhGZA4g2mJuV1ktfJKfk8YQsuSg5h1YwnLZWXjt2KIoiIhGo1oifoZ/QJF+XqBZNDuIw45nJqInWjX708kHrRM0IDiV7QZCJI1+5zLz8QHoIFAhj3TyxSHktlBzNaiVetMoMWp82rBxsQJiKWmRPY9ekIkpfwJLycl0YdIYejG0l8lf5shHBjPeo4DGTM/s1kmJsGBHJRmdqlq2WRDyidWFIC9fjWX2AGPSa0W0MacaP6FQiyDEvBktoNcs51tecZeZ5mlJPRM8uN1bZXCOyazBwSDS7ciE0jsTzdtJCkNkCtQp6titiTow2ue3xpqoTSbgDZmtozIbmHENH20nASDRpW1bUyrQS6JNVm5/d6GPF4Qlo0XRjdZOkFDLt0WzHzFKHhEpbVtUEmqaSrXQrTwIYJtgUrAqaj8OJJgHzrJu4EJuybt2ylSvWr1i+fOcHZ/57w9tPgwkzPpMmSJ9Jk6RJM+qkP0l10v4ZE8H/BcCk2Z8t+MwyEUycPVG6HNSBryRG+kJiwCfSl9IeaTf4GkyRJg5+jF0miptEFTbpH04khEEWuqQ8+R772i4mF671irxORLVN1JxtlHvbCB+CF3Mi4uYonhP1PmvW6LwjY/wmcFAPfcW+oqtYvkrF0taf1p/Wn9/pzxpnT7GneOaB99+Lhk3K/cC9aWOWL19eU+OxL5EvyxLV6RlFnEstSy10LGDjPA3zaBCA3zrLCM9y2elRb8QVMDzh34BFnya6c6xqObHpww5ltJgeNCjfNcnGGVoTDc0gas16BU5KV4ApwL9y/odqLJfK2PWGMAEElmj733iPGCCM0Nc3lIM6CzfCY3m6qeukTQBWg+EeUwgYBDFQZyGFYROAodz0sEPmybc0yMRCiOUXjQ0YHiJBHwsFlTPw6HKIkVsM0kwoSTJ+RNCAxyRawHMouggWfbUMD1jg5bTRBr1kGJpzamBuRD0USVTnI/SZYA10KXRZhsW46FgeijdtnrVxyUzxSTcJPCKq5ApLIjVmDDbGeobcgo1QyaNOH66+HjVQmed1Kr6uDsVBvyhyXX1doL6uDt7hbx1s0TbEPI4zozmy8uTmj7Ots8Aq4LCDHgGzvQA6YEVAhAXXBcci2kg0jsM9itIroDqD9NRhkhANiLz6Ok80IMEYbiIgmpwYRUZ/sZCGEXL5LZwN0jYCy4J5ySLztQxDXZ6xFgKIWbhwSrpyJdhgiTgskrDUSvFNqj6AyxeAZODasRiEpE4nbRyHGRdQJBrX9QgSgFUDcXL1w+pDoVC2ATkaisAif7mJQBdng5xAHMb1TY9ABYGk1sOQIwKY9ZjqEbgW0R3WI4wJWXaBTHp9nQoey/BDMsUay2UXvkc0aiUIJOyQxxNhiuCikNYWoxpk2YFFRbSgGsSPI1RZxklCBtTjEhE2YfEKqHyVdQNqAfUWVq4/TpZbRe5hdJgWTloGxAy50BYbbh5Ieszks5EQ2b+Y9jcnrhOS25KuyegahIVWrL6AQoPCH8xexOkRssDLkh/wYMVBtEYMwCoAc1GuNJQirLqamjqL3DPLoiRnjSQSazbYK48gXRBWlsjiqEMZIklRZau+Tq6gC1DqI7DY4i+uU5Z2prAjDqGOxjLcYx3TejX5OhSJufakk9TU61osVGHLyBiXaQcT52KxwiPPi+vr6/F3MfqFzsUBK22329BEs2pixmgnsf1+nyBP98dasJBD4Pli1mzFK6kcyJ6JZkHkLr5kMpZ/k4ISNuXogyu2rFi+7uiWfxx3gL2WK6RrwCQwSZowY6LtCvAnadLsibPrLBOliQFwBWBn1AFW+gTskb6Svi66jX1YHD0BQhb+jYAxztFjoM8YCBPw9bsHpyg+JX7y7srlOjijuHdpaWHPaYUl3t/91chS3N5zVnOya2Z0kwRLOp5S/En++qRP8Xf5D8+NhrYKiJJw2fjxA0PsaMGKr4HKHV867EChScACIwQFdrQVJA9BfWJ18u+uutVq8kExGIoGwa3N/IAgfIxOywC7kiAeUh5EGQrjm8aJ5kIkJxPwqy4BNCn1FgJoEqc0OWYEtCxlLQpJEmcUSxbLWcKU5bLDsPhrTIMlqcppmVwglofi3VyI3dKaC3UqdVF5sI3NFfONTZJmwpcgaSvYIWsEPU8j0iJ1wzaBN6RAZvVhIDyy/tK0bFid4ko6V7OwiqAp6ZqQpEpWovJEVGCEkhWUOiZciyWOGjV6avVhOTWkrghqjaixVLYpVYkaVwwWBLV0DA3JpNi6VM3ZBYKxOB1RGDUcCyIEixSO1ctDUB9ApxtI/RG5NQgqa6RKHz8Bjb8XYAmjNK6pAgAiG6WeP6vVqFG8jwsGLhIBgZaJoZqMdWQgpE6lRIjRJlkSU23eKIEUICoO6D1UsLRerRe8DKok6qpbvTrSPmTPjndBf45Tn6OlfygSUJBgYifRJEbUhj7zPZx60E2peFjbuocfWP70hpelvZYrwHXgcvi9Qtptu2KaxFomSmwAfCrtWVltZZdlxQCn04l/nFn4+v2DKOYUl+qgf2hQKCS6g61X69XUa1t+KGI/RvqUG244vZTBQ5TTiT4hjwwVE/zK3VPI3GAeQokMKBrpF4wpNQG/v9SvJUfiqFCi3EpKvEysnJICk7LgtBMZI0pYf3T0ZECXQixv0+xaCACIxikl8UMwetCU3B8UlPTwFjIehoT247AGoBgTSERMSaNILyhEUWjsrm1fWIgJhODFFzWGbk+Pae/1jPUWFkK8JyJ3KC80BUWGpuFPSfuxhSUlPTyFhbBYcpolXr8sEp4Sj9dLeWgapqjjEWINY3w0cEHwwBw9JWNKepRQpiVnYF4qMe2huwSXppbywHJ4IHklOpJhzj1KZAYhrMwoLwwulMAHT6GHpOXxoqK19zCwLCihEtoLKacKvGPoEg/kBgPDe0qsJTBSe5QHrMmSkjEMlKuSHj1g/PZeCDSD85ArDVcmEQS5bLSx6JFyUuKlPWPHji1kSrxehfUez1gPQ8NcETsxpgQR7u2BCPcWlnhQHZVYoRPlD8mq9XrHIgJ7lNDUCQZIvVx7ci36SeEgr0poWIsCIpUuQZVQ0t4bERmy3ouKCUvg9ZfiWmDQ5fd7SnAxUSAB8aSQKlEYVTsGFq6wEEaCWHijBRRS8PurWuGEAaqYSIi2dIsFJs6F/AX1WZUBmDbwuf7yllUMT5i2nbP8/Ffwy6Pc3e9aZy7kvqgOPM787VXrlhxuhmfWl6nHzrs6yH7ywvoXxo8fj74a/En5xob4vong+ll68HpP8/7e4V6vbXIs26TN6RMNShcYbrK+EqiqamgxANxA8Q+QbwIlMBgHQ4giRM719zIxTO67r/Q+lyi69HmgxJRMyuXcysvLa5j7mmaYyBaYriCCTKSA047cOSuXA/htjc9IQKnpn1Qn0BECQfYSYfaCIMo+0akBmYlyAib+MBbmtKAaH6AtyaBYuUFQqktOSMB7mmuqq8vLIWcxhqHqmehGHWWKqN0TUAoHkAug/5IlyVfpWAwAMLJA94Tv4tBq+FtuwclVQYpgMdBpVFQNJdbAMDUZ8FNTU1UNvSxa2oQPUB4sVHmNK8MC5aIcF6i8qrq6mqkC0AP61+AeSBCGlg+tqaGqLBaxxqIxrhgxyKXWB37E3CIAMiB7alDmDC64EGHhFfshBxXOViFuDmVgO6AoC7BQQ2FEGK9cDTwUXtUuuQzlpCywzEgCYcxq2IAUDtagktVUMbAoQ2FllWfUWGCNQT4MddXUWMqrXFVMTTVMC6KqMaCSC2I5IkbAu9YtrvtgGqILAywIeglIE4biYks9sTqEaKtDgHyzIDZC6mEOkGGoWFXVVYwF5QB5CRD1SHjEmvKh1YxQU43YDqvCAp0of0gKZHg1upeXW6gEUB9xp9A/EjcCYPnkqgOa1QHLZatiYOZVVQwkEVFPVQEoSBHUQEHBhCL5sZSWQjaKxTacBFPjEsvFKgZpB0GA0kWVQz6hfNB7Apjr5UjmIIeAUG5rW1wcvYH59w+Vps7fHCopavGjEaC1XJcJwIYtO1AXBBUGEFmRSjCvpptRSwp87IYHPl3x0PLVHywHn0nfzbhe+g7sA1eCybOvB1dKk6XrZ0wGtGSRLG9ZrjgQYA/MmDUDis4MwwsmI5VvbIjvmwguGz9+wf1XjL8fWjz3j7/5hhv+3KHFjYdJZkmaImVY0rk5uU1bZneJxNAAcj8eE4jCdrvN/dW4rBLe5C0a2PpFIbIb0yAg5xEIBoPu5swomMQNmMwoqBDP79QHYkSCiFmTAP5xu0NBECBGBmrBUVM3ZktLiTKNIQSxQrOoVmV3yI2fMHEsuqhACH1CrBt6haLTRuIAf9xQd8GfICpQELghUCxOMxBkgVzlIQBToUIBmKKeP8AgEXLZ9GUNQPYEUOZu04knCsD81JJAbiICYRkCqBBsAFGiky5WbiGoDAjrVsoMg6NacLNq84GUwpKxbhichc5AEDIB8QLyAf4EAPQI4OABRBkExB2A4gAcDG1BElAmWi0KqiTLSzER5Y6o1kAwROGEoYPwnYU5QlIA4iUqCQwEyQ6EAKLDjW4hVJHQiQCSEoJR4R1V0YkGAOTiAbmWACkcpD9IYT4i9qIagCRFxEXcRYSisgpiUBkToeFCwI3qyU2CudkA4RMsIOY6LB6+yRUKgNkcYiu0DJhMLat1aDrLTfSZGgram+YH1GJTJJd9+d8HF6/94B1oXEwAN0j7pCvBvtmToYFBAyv80OCzvQEru8xkv98Jh+mzbhg/YeYdE66/44bLr2/v9T7TnK79VIDXutFio80Ll8vcX41L1mcab1745Tz8cNTmamHzwv/HMy/k2WmXqxSOFVvcvIghBLFCM6hWZXepCz9h4hh0Uf5S9CllXNCrNDptJA7wxwVHpPCnGBWoGODRDoPT9BczSldTCmAqVKkfpqjnTyLzwg/Z40eZu2KYFzA/tSSQm4hAWAY8/8/4ESU66WLkFoLKgLAupcwwOKoFF6M2H0gpLBnjgsEZNPFfLK9XIj7AHz+AHn4c3F8qD+4QdwCKA3AwCKi9+mObF8XxzQt/cSmFE4YOwncG5ghJAYiXqCQwECTbXwoQHS50K0UVCZ0IICmlMGppsTztdoIhlnkB6S+mMB8Re1ENQJIi4iLuIkJRWQWxWGde+F2onlwkmIvxEz7BAmKuw+Lhm1yhZo2lFVoKmmxeqHMAQlVNtuvOD9Po2fO5mR9yx08P95zxEj97u3VW1sxc7na0mLIZGhDzm7Uo0tS1lBsUgH3vkpPd+TcX3vH6UTMTUHdfLAoi0urq7D2eCwcimuZHzmLcfEUx2A==</script><script 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JgyJwaVq0J22vAlUKgNINKdWHGgKR5lToQAQO3ZySI7A2qKMIol5wf7PGTDNERno+UHwnpDAsNiRccHkPIuQqdjQ447LaQ8vA1RGQqjkngg6wPQaiGFhNZmpUDxTjQtAompaPDYBTxZg6dCkPKS50TChgxN21KF04PNpgAUqQohZMNqHtRTAFsnFU7KJrfGetm2bGmQ5VDwSdMoW33HsJsyKNN6D7ZjFdUZoD1yXUKasS9REyx/StsSFLVRVhMDr2Gc7Lfr/ruQglriENQSu+E9TbpV2t2qKZoCrZqCatUUMvzPaIoXiaYQ2FXLjzvQmGPG7tm7pWukNIkYFBuxmthIoRe1w7rImprwx1QTW8v0aqJWTqcKOvywdhutJnJQIqkMlJj409ZWWU0M1tSEn5o/vVJ+myUc9R8bgv79fKwmmrOn31xNWJNRExMMaqJHfDUxQXYmqybCv4maaIhUExuTUxMpLaMmxv3WakKWQ6ImNmaaqomu8lNsNeE4xdUEpcz11bNp7PLjH1B4zHENuBykg9uQkniq1ZZoJLTaElSrLSHD/4wtIY86rFdBW+KB4x/Y8YDjcumQlA5SZuxuVRNNgT+KmvAUtqqJP5yayGaXLXt4+dFjlLR7xm7pJzjqOAQOQ/dPs38CgnQbOAx1BrvMLbqEMncISXFxmVgsBMXi0jL8x23FFCMAys+I/V1AlE/x9PRj0D+NiaxLLA0GROUYiwDoIYp+SmAAjf9HMIjebBdcYrFYSjFiEAhAhKmKlACjBZ0gIIKyAq8X1n2w0RvelPflXcWC4OofQslS/cvYYpHxBPGmPQwuF/57t9JiSizFf/FVWlwKRICpFVC4kEsUy/qHioNoaVwMon9pK3a7mWAoGCouRn/mARGhslKzmg7I7V9AGaALBPDahSJczX1XWTvMJRDl50a0+iHzGSFYytCC6Cr2er3AibcJFLs0YnVnCriCFIwhCCBU5oLEiQH8L4cBtIegP1ssuAsECjIL0w4YEHUaQQBtmnCF5C0IjEB2EwcatZs4YLabGKYlmO0mTqJxFdMlLrRhtbSHS97boIPphbSik4s7eBmPEPT2APJu4kkd+qk6ETKvbJqsq/v5WRoPr720UIA2x9bF3k0skN3EPuNuYkHUdhOLwFB2Ja1S2BKKkVTCXyQ2unfaC7xOsps4QNH+wjBN94O8SW43cTES9dJS9Id/peh/8TAo7QC9GiyWukpF/H+AMG8XYpf8C2/FKAr+P0TUWFzyfwaiHerFKDZquzAEqY1iiAriaIwgwrL7PH4v8PpAiBbj7CZG5oRfQFmi3cQFyA/Iu4nlcBr0A2yJcHK225xQuJCcZjK6xpLFLjt+9JenbNJPM36CY7vDs3+SDkN1LEgpEnQhVXwHPreBwe9li7A1BlBzZIyroriFYpSnBAYKBILo5IEyteH6ld1SxBKpHT8ebXaC2i+ItAfW8rjNoIMYaHTIEgOry68ehdEYUDcX4UMlEAl+FwOVhSfOoSaCvpJROHy+hhIdHblAYR7gU65UdRrjCAh/5PEpfvkkjJY+MKI24ln941oRC7i80q2+2KFtcYsAP94zJ1Clsqr243196FdAvGc8lI726KYgH5qlvrNPVLG/UarY36QXO5QzqAmwctkFWBqBdgZQa0fb0SJ3qhX6FMUQgBQCD+X3suqLHSWazqApqB0w50qgXsYkNObFjsLYL3ZAG8QjBMQQYAntAdFdEArhDWPaP9VqBfNpL3b4lRc7SrzJvtjRpJcMGgPylhsq5A6Ko/H/27KUAMteCPnCegup0rgvdhQGkNZAyaiqmDJXxbgWhCRVsRBjs0ITIElLMPGJvTFgFFHFVI0ljT1+/AMKTbBBFfwD1I1/bh09NwX+KKPn1kk26o83eoZK4uEPKDTBBn6QfpBE4GhVEk2BViVBtSoJGf4XlcTD9g9S8bzaD8Ap/RnPqbUqiUbDH0VJtM7DU388JeFmv13wywfpAE33HEa/YIrklBzS4e86W9nrUeVbLDUUmg4YQMmHUEecq62dS+0ZxmJP9K2qivSHA2x8puzwmhrduBb5snIQdLY3jRAWODAcDh/i/VuMKfi1OR+qqganXYUPyvYgZ+RZJWazSigcKq1FiU4KAlOpqoE4UviaASEzhVUlpxAgWbBy9pEsayKEtHyiBuA4B5YQQSMK0FRBCUKU9Y+RIKmaGovuEf8i3ls8VFza5eA1ylOATPpUNWrSp6oxkz4qy2Mf7cCiaRiYTP8ycsaMBjPQpE8AO/FpHlVe7TSPYfpJH4sy6TOMsqiTPr4Ekz4BMulTZJz0CYR0kz6M2WkepaVl6jEsoZD++Bv9aR5VyqTPsKQnfRIcv9NscCkFCJXh/58pxYfRwrIXeaAseIuomriTPkVorcEPxdSvnubBmp/mMYzN6Ocvc0Ux7vcOfgd73PYBmuSBXxcIQ4XLfANVs/8qimy43KjjXJZ8C49TppbDow141CsHtr9AFGtY23A5Ut1w2YNKAgLEUZsDEwmbbrg0druQTniFr8b74WqzUBGo7TOvlue/N0ZlmqWfs+7hoJo3J56lf1Bn3NUNl2wUtQhkAq5C+SJG4UR6wCJQ5sSgcl0lO2XjLOs32HDpDRhOwFitG8GFozdcOrBxNq45Gy7psIGIWcpLvZCGCvWUDGKc1Saz4XJ2C70PSlhV2dAeum31gm8TMs66xtpwSeMRQlUs48zqAGzL242Nh9jvwbF2undVumtket5CcQI1upOVTjMLZuyZI+wRyIHhSZkdjd7l0EwA0JKK+2anqekcAGi5vwYEKMoN3QMG1AzFDxhqAgNCA2oyagQ3VQVDVQ23uEFGdBJsVY2WNn4dsMrCuuE4IyjjgTtAwSeIFVg34l1GICM4gBo6nA3UiDVDhQzLcDRFn0HBm6YmA8ZMMoYPqLEEqKEhS0CkgCU4ANQMByhiBozbdDswMDxUVRUMqNbW0JoauXotaIdHIINFFi+CJq9BNAHs7AOHHNIP0g/ALYWhmDKF8cN7TGkzJziMfpp8AtApPvwi4KHQe+psI148TTSPEaDlV5ITvohMtfDkgaB0EbAPgP0BOjmJVsOgMxcCFCUfpwQD8AJlk2sWdj8NHkgGOpFBQB02D+ls9lvIuHPyATTz46GcMH0fhV62Vo5AsMnHCiRgZBMhUM8Gw2wFzRrPS8MHJKhTZ7FeQUYrni3TY56gi7LSVN5S8ao9hVb6VOhCW+F3C1Y678lCgadYVoDOp8Q6xbW6MIsgnxMnK66XCj0EuUGcqrg2FnYkyDfEWxTXW4V+gnxXDCuurYU9CfJDcbri2l4YIMhPxFmKa1dhBUF+Kc5RXF8XVhHkN2K94jpUOJIgD4t/UVxHCmsJ8pg4H7vYDyjgkWZiZG+eFheq2AJwh4zNosXFcqzeHlpcSgJIXukOErYQzJID9KTFJ9UUfJKCraDFp1RsEZgtY0fS4moV215SsBNo8TkV2wHcKWOn0uJLKrajpGBn0eIGFdsJ3CVj59PiRhXbWVKwT9LiGyq2C5gjY1+ixbdUbFdJwb5Fi++q2G7gbhm7nRa3qtjTJAX7NS1+qGK7g3tk7BFa3K5i/ZKC5RnxExVbDO5V+MuIu1RsiaRgOzLilyq2FNQr/GXEr1VsmaRgKxjxGxVbDuYq/GXEQyq2h6RgJzDiYRV7OmhQ+MuIR1RsT0nBzmLEYyq2F7iP1Hwv4CHYMyQVe4akYnuDvxBsb1BAsGdKKvZMScX2AV6C7QPmEexZEnFKZ0kkAOgL7ifYvqCQYAOSig1IKjYI/kqwQeAj2H6Siu0nqdj+YD7B9gdFBBuSVGxIUrEDwAKCHQDaE+xAScUOlFTs2eABgj0bdCDYCknFVkgqthI8SLCVoCPBniOp2HMkFXsuWEiw54JOBDtIUrGDJBU7GCwi2MGgM8EOkVTsEEnFngceItjzQBeCrZJUbJWkYoeChwl2KOhKsMMkFTtMUrHVYDHBVoNuBDtcUrHDJRVbAx4h2BpwGsGeL6nY8yUVOwIsIdgRoDvBjpRU7EhJxV4AHiXYC4CfYEdJKnaUpGIvBEsJ9kJQTLAXSSr2IknFXgweI9iLQQnBXiIRp3SJRAKAS8HjBHspKCXYWknF1koqdjR4gmBHgzKCHSOp2DGSih0LniTYsaCcYMdJKnacpGIvA8sI9jLQg2DHSyp2vISwLLsRLMd3BzgdHYoEHdJy4iAYsII4ehIvgpEIBjxFHL2IF8FIBANWEscZxItgJIIBq4ijN/EiGIlgwNPEcSbxIhiJYMBq4uhDvAhGIhiwhjjOIl4EIxEMeIY4+hIvgpEIBjxLHAHiRTASwYDniCNIvAhGIhjwPHH0I14EIxEMeIE4+hMvgpEIBrxIHCHiRTASwYCXiGMA8SIYiWDAWuIYSLwIRiIYcDZxrCNeqkP1Wk8cFcSLYCSCARuIo5J4EYxEMOBl4jiHeBGMRDDgFeI4l3gRjEQw4FXiGES8CEYiGDCYODYSL9Whem0ijiHEi2AkggGvEcd5xItgJIIBrxNHFfEiGIlgwBvEMZR4EYxEMGAzcQwjXgQjEQx4kziqiRfBSAQD/kYcw4kXwUgEA94ijhriRTASwYC3ieN84kUwEsGALcQxgngRjEQw4B3iGEm8CEYiGPAucVxAvAhGIhjwHnGMIl4EIxEMeJ84LiReBCMRDPiAOC4iXgQjEQzYShwXEy+CkQgGbCOOS4gXwUgEA/5OHJcSL4KRCAb8gzhqiZfqUL0+JI7RxItgJIIBHxHHGOJFMBLBgH8Sx1jiRTASwYB/Ecc44kUwEsGA7cRxGfEiGIlgwA7iGE+8MIZ82Y8WPLrw2Kuvl3ju/HUWeP7XshlL7Ws+tj+yyPqPl+gFG1N/2W/924jbe96+k9t8L3hvHvP0Luaun8C8ZWDuNPBoPfPETf/XdR6/Iutu9+v9F5y727USfCHcxe4c9XDBGjCv80e1j2b8NWs32OPa1mZlxmZ6t/ULdkfqv7nvMiXHp2LOvPTjtrm275n76Ncdu1MPsGstL9Jf8K9aFzGPph+nZ3NtnmgjMd0/srzKdH/acRe7l/uIWQm+px+0PwFEV99L77MW76avvW42/QX9vaV8L72S+4GW2OAeEPwOzKNrpvzDsh68bHuErjwAVoCnQbe+GSuZ3muZJ8Dl51lu/YHZyS4AHaqLHgHiXy3tbujSth31IH1hm4xNYIpFnAt6571D35yyHgx2teleZMtry11rs3H30ptAl9EMU+hycRLoVflfcHantlyvazvkDWhT0LvgOCiy9S8tuqDNDZ3EdhnlqZbzqHOZdIYpYgYzEGpu7ZIiulIupsrF0gHtMmwD+vblckbkpDJtbC5XOteOojiKymmbkpNjsXEc1y4n1SW240oz2qa2aSdmtHExHcRCKr2drSi9hiltYzm7E9OpDZWXQtmKKY7h2tiYlNTU9Dxbt3Sxd0qqy0bBJAp7FaS7KCalsK2NatP9RrFN0MWkdEjtVF5UlJ5yF138zk/fHsfw0/FfjhPQuw0ATLE/mQeGwct4ZX2A10138jGnPoVKS61wqMtD4pGBp09d5miYLHKzatpaAGB9ntqw//XNT58l3HZu9pgh4X7UYrpjY6m5YkajUm9tDn+85nD/TQ9/m/7h6IPc2rfuOP/7q+86eOSG5V/959dff97574f//MGZZ1Rt+lZ6bs+iNX9++filv/yLemHMQ99yfyk4COTgKbGD/4SC/zjms8YEf+HoogNJEzOCohsZ/t8Xd4HXft8bZdnwWuT4fnIevEbmD38+B14jvUNCTnh1z8hfP++mi600/j1svYKB18j8ewQWXvt9w49Y4SW2WXkGAy8/GDqXhtdI73+m0/DqnlHwAYDX5+C+diy8RtnyHmfgdU/BnA8ZeNWnO64H8Brn3WQB8Kq3vR5i4OXMafc8Da8uKW89S8Prq5SBLwJ4XZc7sguA1/vt9l1Cw2sx+1iAhtci50ebP9q8yHl0+tHpa5z5i/Z+2JNGP5d6Zq2atcqZ85kE4NXB9dpBAK+BfP4XLzobaPQzIX9Bw4KG+vSVI1aO+FO71betvm1wUen00umVbh4AeA0XJp498ey7vDlDcoYsz2MyALx2FK2/Zv01o2zhweHBi9mB5w08j2n3f7v/b/fRonXl68rX8KGZoZm/OC6pvqR6unhs9LHRWVnzG+Y3lGVvqt5UbRVGXDXiqq05Z+0/a/9Sd9XQqqEZng1dN3Q9lvFgpwc7TfZ06d6l+yfe47cdv+1A7tOhp0Nvip9c98l1Be3fmvjWxO/sx7oe67oq/50B7wwYl9JpHPykPHHGE2fcnX7rsFuHdUw5o88Zfe5Lyzgz48wlefk98ntcJVh7WXv9s50QFIKFqZ93+7zbc+lLypeUj84alTcqb2deh9IOpbendcvrljeZt3e1d+2bt6RsSVlhzv4u+7v0AjM7zez0TtojuY/kltD1BfUFg1xrq9dWzxTcfrf/WaZ3Se+SG+n2Xdt3pfLEXmKvJ9Ovzbw289y8G7rd0G1F6nVdruvSXkgrSivqWjig24Bub6TmleaV3tZuhmuG68b2Wztv7dz74i4Xd7k880jnI53/WnRB3gV55Rlts9pmPZs+uMPgDg8UnNPpnE7zMp5t82ybC3Lm5M3Jy07rmNbR66vOq86jmLz8vPy6wrUFawtGfZT/Uf7A7O/zv8/v3O6OnDty1oBXfK/46kFWZlZmO5GdwE6424eKMDj1x4wfM2z8Tek3pVe2lTKkjINFx3OO57TJWlYIP/bXva97F3nOcZ3jWpE9oWBCwW3uz4o+K8p1j2k7pu03lre9b3uXZqXlpuX2Z+YXzi9c2o5zcs57fTU5NTkhy9G8o3mPpo1IH5F+Vsa/2vyrTUO2N8ebU8NdknFJxo2Wv7X/W/u38ocKQ4X3ikoySzIPW/+Z+c/MQbn/Ef4jPNOOd/Gu79zvZ76fafO0yWyT+VrW05lPZ75Wn1qfmpf9Tto7aUNZKofKubv9lxlfZmxh/Bn+jNdsNWKNeEj41Pmp012IfueBF5wvOK/Kfdj9sHsO+4PrB9c5beZnzs98gWfdrNvX7lHXo64L7e8733dWix1cHVy3gw/TPkybAqYL04Uz8oUcIWdvu7/zf+c7WG9Pvz19febb9rftAwv/5vibY63lYOrB1Cddj6c/nl5GX+m40vFutgBhqfUi8SJxuPU6/jq+U9tnHc86asWl8PNN6ivpr6SfkbExdWMq7/gp/af0a/jbHLc5Ztm2OrY6xoGy1LLUOe6L0i9Kf8HFOlhHPXt92vVp19ifgJ+0DnscexyXj7KNsh2y90jtkRrOWsIv4fv8Yv/FzucfSzmWst39mf0z+wIwwj7CfnPGOss6y9ueInuRPT97h22HbU/aUdtR26a8H+0/2ne7Z9hm2EqsqbZU278Lh9mG2W7M+pb/lp+ddzF/Mf9I2nD7cPu31r22vba27T/iPuL+ZLmDv4P/NH8YN4xbSlfZqmwjMm+x32J/lZ3OTec6t91r3Wv9ldnB7eA2A9ikrMdcddY668O+48xx5kDuD9YfrAut1Vw1V+7aZt1m9QifWD+xPtzmTe5N7mzfldYrrV8JiFOZvt3W3dbzfCssKyzbXKusq6wfZbstbsvZbGdLZ8uqFGABlkzPanY1u7zNEnYJuyGviC1iBxzhj/Ar6JnsTPbl3A3MBqZf+uPM48zzhU/TT9OdPG7gBjvz9vsWOUbmj/R2zzg8Mn+/T2zjB+jhRfpzMMp2T0F9+jjvl0y9zZnTJeWrlOty32+3mF3kXORc47zU48zp4BrIT8ivT/9Tu8FFle7hwl3e5Xk7ikbZFrNMu6NFa/hfHNPFrKyybKuwNWepO8NzLGOy5xPvgdw3xYL239lX5UNdlHJ3eseU+9KW5F0l/LNdYepz6aOzdubdnjaZ75tXmNMLvJNWQg9yzRSeZW6kqbwn08/NW5HaXuha+Ebqbe1ubN/78sy/FpVnPJv+QMG8jAtysr0+iqkrHDUwu3O7NaAetBPv9g1OtfGVbQ8WwfZqX+RZkX2bO9f9jWVpVn9mabt7fSHLo2lnZTRk13A3Wt7Kf6/osHVQ7jPtvnPbPK9lvZaXPZS9u/0W5jXbIcFdOA9clTuHPafNC7yv3YX2avF2MAWckb+3XQfr+syBhWstT7rK6Hezl1qHWzu1rYXyfEYG77iGn2UbB+a4X3DVs9dAOb38kD2c1YfP3+5eAG7OeNuTn70nbVPebneJ9d+FN2bNznsk7Vtr2/Z/snyav5Qekfkq27ntr8xmcMz1sO9A7kJrucsjPNzmbN9XQqbvPN8210fZZ7OrUjI9y9tsyBuwgn45t1/684WdPDvz5rnvKeie0T1j6VUDGQ/+Gek9WjTSu9830it/6tOJS//RY/f7tNDog9LrnuHMkX2QX336fp8zB7nk734fzop4y3fyJCepv2t+hpD52DdfzpBgtCxRTOpYLEPd1HhvpHFDUR1jJfVn+E1Xn3799dXjx19VHy+FD+lDq3ZfW5DxKX9g+GDvnjPWzz/z9XTnjms2eYId9nQ/UFvkT82aMWyP89weqWtH/VA0cdojwrKc22fYVg6dMnD0PTU9u6y1FghTUnZ32RPa6xmbkhpse+M5fcS9pXd7lvUJ5sxtu7bTgfSLO2zKurV8d/Dqvt9vthd0fvnS795MPX3FBRl9cp/9mis+/bHTrm5/xSiQVXgTPe/Tc330P850PP9iUcrO6x2zvUzHac/33PvMypoDN2fctLbj6GlFY99z5p23e8LczG3cdw+6OrhTH2w76II7eh2YJ9jq+j/Bpi5cu7cgrbK7GNrRdbd376G1t6Z8lppCs8+WcIvEl8dc0WGlb7DjxrS9416/hV5QtcCT/6fTLLvzQdtFp/1pw5bvaixF5acVtZl95X8f3ZE5e/J7vtfTPc/32CzMtttChYV05V1vZ8723Hhlao+rs+52TimdUTQ3a/3d9GXn//dMW6+aginp18115d05YEDh+XSwz0fd1y+w1NgvHEpL1028LW/IFPeAR0pr6E72msxlgyvbvt2hunjJs8tSF91/xdWb3c9m07bizUPHzqeD92yesLd779O4T+v/O6xPz7f/r9Kxh13/KWd5MHXce8Kjnzw0d3Tp6a+PfYx/3Ut/uviXbhfUftruu0EW/r/u2e5ut1zsXCasmEeXl+1J/X7avi8kZtE1ld1u38S+3D/nFucvmSnX05v6SGdfkEu3YK1f1y8l6VpfP8aVRK2n3CHFq/Wf7xcT1vqj621J1fqj26ubXesrHkqPrPX9Z0XX+pOo0p/9aHajK/0fgzLmjk7x3ZhEpV844V19pd83jtFVen6vz85q52aGDZ4+NZAKFoLBOY6xQ+hM10u2DYCZ0U6c4nytB2d/Ayw4e1Ie2P0YPWgbeEwsK6D5jNQLS860dRHTUi1sljuvih7QhXNU9q9rk51dae/NCu1mdEgLlPZO8Vbw51pGP9eno7WPZelpfMkCV++zwemA7nVOT++82vadL2nb8a9CGt0x++JzmawUMCzbelpWdq29e1mqr9+/3NentbkoLaeLp1t5mi29zCacZbWwfbIvv1AYfn6vmpSrQWUW58u/HLT7EGQ6B7UtsPURe9xwi4c7x+/q6zirLe+0ZHcryRcGZme0L7AGXe3TcnmXxwFcPTI6dd3seMXRYWjPrOzOAzqf7ijiz6KFQWPO6eHIcLTjR7qlXxxdUhY5dxQ9V9Tjn/6GhgaJW+SYkH+p56sU9DuQ/2fXSX/9cOrdPa64gXquaFunLy7/2/pFzw/6GI4q/tn1sg/963tfcZDaemPRNSn16SiZRc4Ori4pX/6j08vDdxS92/3FwBND9va7Gnx1bofbv+o1827fpZ67fUsuGvHqB+du5+vPe+LwsMv+ipId+7qv/JJHB2dDr+7FA7d/EH3h3CB9932VZuof5xrpTS6hpmZhTN/4FDd0oqCNCRVVBBwNPl81f+mbcpXFTb3RZDWJdHNE7AxN6G856hpZArOMy/qxQufsFz5xnu/Nzbbz/o5nLGbvPD9t+cxdp01ocF/PX5JBD8kNj78+M1Qv3G9/bRu9xXGTvZIRxl1Gt7/+Hvoa+vq/PHc1O3xDSdXF9JlsVdm6+3tk0kvLHHPKNrovmZBd8Twr0qe9lNvj/MAbufOdnll2/qay91/wPNmHXp75Md3gT6s48336rKEMXTW/pJ9z4VUHjwSWzLwt65YSwWe/Z9zXZZ0H9XNMaz8ot6fQPpBFt79/2MgBTCdmyJI6f9nwO4dfk3WOEPaspf9yVb/zhdUdLfTh8C1h5xdTS17s/T9bMDNXB9fOPPTVMAft9z5WMXlp6bKZa2baHuj45OmvLbkDiaBZ7H9wH3Or4dhS5GdyLv5h6y7uV+4z7kFuGfcudyd3kOvCP8q9wzF8A7eI+4Hbxj3xAvcIt5Xby+VZHuL+j1vKsfwxzl9YDvjXufu4Iv57bgmXwr/F1XPLuZVcW76Mf5oLc6P5mQ9aNnFbuE+4jdyKwJJJ9xfm7Q91eITfvH7pt2ddcU735/7uGPDSta60RdYbudu4r7k/c09x73Ne/r/ce9xb3xdxufzdXGXHOa9XzKmZMGfz1BGXbr1qE5/Fv1Dw9M/PLhRfeffNvZn3PrJq0c7Zx+7pM/OMooN7e9W8+v6O+aNrvtlxV4GITpkDl3ESu5v+lH7mhefYH9kzNm7csPyFdZ/Sq1n68DHrhnWrft3GvkJv2LB6NWu3v7HuueWrn3rttcefXGPtw4+mF07JfYBL5e/lPuS2c07+ZfAy929uPkfz87hD3ML0F10UcBzp25M/OLWHQHGWqgGv/6P2tr8x+b9k+s/66aNXROalcK6lzc/ChI3gtvUP9frk7hVnFQSq5k06f8UskJPRcXfFtcKEx95cunV69nPD0/nbuR68h/8nt5DbUPxZzzz+ee5xrpjfyd3CZfOZ/Iv869vO9Exrd+9147u9ln9wbv4boD07PFiwJHi7s+8vwfPe+LLg4If5v0r5X63p9Ot9MydM7/twUR119l0FMy985rFxHW647swnLrukw8V1P9VOPv3iZwdcePitKYXc51wv/h7uL9x/uLe5Z7gC/jXu+xL+Je7xS27mKP4V7pqKwvIxhac39MmedtahoYFtYwM/De1TXBJ6dUBo49w7fGNC34I+Z384cQpf2P0/uQPYi/7z3ZmbHsv/YeiFG+a1e6cwlPdan8yzCzKWpLeZVtB2jMf+97NyXzwr5TVP6pI+N2XV3trR+/OuO9q3ufuGqYGJb03KnRZylRW+WZi/+9l2x74b9doXl25Zk0vNPHNDYd5BV2DdgLr1rnzu896f9x/NHPYwf+/97e0eG33hR6PzthXMzPk8p3p6T3Za7T5X8PiPBTTb9/3doyyfe4R/Xfr2kUkvX1bX8Yk6//jJl02d/OP2yYP+dSf3f5PfH3nvipcmP9WzznH5zMu314l/u8j5U11aj3uv5e+4/q2+P/xwx0/zR4f50X/vWXtah7FrMi6++eu6rRY3v4Gbxb3K/ZXz8/u5v3NpvGDryRfy33Id+X9xa7ibuDe5xdwcjuPXcvdzj3EOflHRzFe+u5bnu/O7uQx+BZfzRVaXgeMe79fnnCrxkv/cn9d5/OBrRz268KuvB3Z7YG/Xvs89cv/jXz9W3Gfoj9zfuGncG1wH/hKwittKd5yRu3zO1199mUpL3C+cwD/LncZ/wVn59vxD4++ayz3BvVD468p196x85d3HpJXbH7vvyL343b97RSl/X9uJ96wUUzbTn61kNhxg9tDthR/ou+mlT5bThw5V0k+ySy+j61d78oUzBSeb6fyOnkuvts6Z89Qr/B1cOf8k9yL3DTeDK+Ut/K3cp1wO/xy3gOvKP8y14X/mJudddDFYx03nvuLmp2X/emG2E2badoaFtthSbX+n7+KGrd28HqK+fXBh26PK+4hOfODi7o+Xr9p7dN+ifUeOLn/7yJNH3/0le9N3O2be9+pbr779tvTt2vxtHy/bcOylX+58/+1X3pq1cssrq546fnTO1z9v+Pfsnb+8OHvVvnf3brnj3k8f+GR73sfrHtj5874VG3YcW3TkyL2Xbnlq4bcr337yvZ2b796+fufe2R88cMnT697s9PS/nsK5F+R3dLgfo3fQNL2Z3cxOp9m0cRUj2fNn9awYwmeOnHTaoJG03S7SqYyz4/DhQ6pG0l9/PZIe2PEqemCPznTHjmx763BPZhYEn+CkERQzFjqDpg8/ULGItm6j36b5w9Om3+R1AOYj+vq08SMP30h3ze33AHv4UN3b9NEhc2nWwlgs2xjHYb6GYR2VTJBh7XxHurN7yUWj6KGWoGX4Ra+MHOW+xsmf5g1aRHoP3fESwU97R1551Rsds+nzx6UN60oLHoe3Yw1zaN2wnksfynryhZEd7Zmrv3mPnszXnlk/smf73DO75necCytzCnvUeuTIbHhf/dSN7JAfjxw9KrF30wvofhfb13P5/A7uALeP+4n7juvGz+Y+4Gz8Uc7HM4vrv+SOc3Oyt+WSF0n3zlrx8j1HV76zd8Y9v+zfv+2ulQv//vEW75of52zf/sCcttvWvvXxgnvuPvPJlX3X7P662/wdT2w/8vXee2aMemhhu7f7Pvn0kbkrdz/463/v2dN24ZysvYyN/dQyZ1gaa82g3faDb2YfnPr1+R9uosP8+9nwd/oCOj93ER0Ov0y/TD8CP+Fw+LZpxxz7rOy+fdN30F/OsjAH5zw1ETL7bXoinR1kd+3Kys59/93339+y5d0tVuuGaTNoWPabblpAb9269SBN8599VTJw4GmffSkcnLWH3veXqfRbb22FX9gSpm7Zkj8RpkIf/i99hLPzh7k9Gd1vveX1+84+dtPcby9dOHFL/7Q93D7vxz0hE+aCzhbb83a6Hd+J38ydznfmHe/f+P6Np8APeGBsbM8TnPmOnuDqfNC4eM98YaNako4WTE9N6uuURhaquTRNWtyCLLnzgtjUwxpLWKXJ5mPgEoxnBy1aDO3HfmJSNZBrUm61FuMUiwKsBx0vVIneKOQoFm0tAeEASwOPE9D0SC+7fj3YvsVK3TeTZxeJNz9Kj/7851p6z+Dd24unT2wI9lg2r9uq6sXMfwfN2F488OJPPvIE511Xb7V8/ph7wQU3b6N3Tvh/9t4HoObr/x8/r/N6ve7/1739u9WlP0IoywqZ6I+sTJEprglZIWQYGxve0g1tQtxMmxAx7V0R2bQJ2Y21Cam2t02Im/eYENf2tndR3e85r9e9vW7EeG/v3/Z5/zxv3ft8vV7nnNf5f57P83ycc0i314/3hcoTdbIWj1Bdi0Ok300P0apIJeEywkM18VU3X7sYZctra1bbfZxfm0mq1sQoE+xayHR5tF2wHXjw3Qt/gShk2TQ4Ufkri1YHwSuuQONDUETOEGhcZiTPloFFqWRW1DvipiNje0s/FFKxJHY4IKhs9Lg7/bYQZ4KouMOvECShEoIJQbbUg1zlqY3U1F0uvWmbD3ravd11w5a/3+ycK+o3vHPk0JSQlJA1MMgcranf94qXZJJxsnjZ7j6CaKbGN2vP7lnQXQGG3leb3nmzO6UnHn5j3RZ4M0kCElOU1EMvM96eQKC3vb2yi9tLbe9T2bvZqmQJybRLtFuJPMz+OzfKT1UnbLArsz7r7WNV3ylaSEtqrZIdFvaJsI5RomhlDnCzySRrX8JRm2/dJMm0slahKIYJlFNNkbyqvGodYddi1eISag/ChJNQdIs/nelOdeHiGne4d9AkhgCJ40hK8YEr5VqEEQekkjg8F2XpjclSNnnDZ1N80hZMsf0OvPQVSeWNC1dnblj7DxL5OB5CIk+r9lIyjdDDnbzpQV07WxameIfp2VsdAT6Za6cVh/wAQn4opQnAQiEsrxY73ofgPowSA2zK5PlzdrNIMItslgJsHuX5MdYuAuAiOGMDsNGX53e55ohAjmhTN4Ct2Dx/TNwqAK0CbyXABmaenyuxooAV9Y4cYDMtz4tFPSWgp+RXJcBWdZ4Hzp8rwOeKHi8ADAzg+arOjr2AY6/XZgMMfuD5zxT5MpAvUzkCbPvn+awuJWJQIj7eFWC7PM97uh6VgKOSX1wAtvjz/IxfSPALeVUGrsos2L0uTp2AU6fmFwCGTfB8oLKzCHQWvaYA2GbP85e74T0jSEYMsNmY5zOI6wJwXVBrA7Cxnec3u4XLQLgsoidgMQtt/DHHlUKwUuhgD7BFn+f3St8nwPtIvAHY3Mvzvra9IOgFxwgBNiHz/G5msAIMVrzrBTCogufHCu5S4C41yRpgIzzPi1zeIMEbZIsEYJM5z/eHA2gwgP5EAbAZn+ffoMsgKINnhQCbwHl+pO0kKzDJSusGtG5DFb0J0Js4QgJseeZ5SzdhKloCaMkSBcDoCp7PUNIyQMvCPQBGc/D8Kbm3NfC2fs8DvNeOr3fdRINNtFVngCEJPN+NCbIHQfZWwQADWXh+IVFFgyr6H3KA4Qw838PqQzn4UP52b4BhKDy/GB5UgIOKwX0BBq/wfCu5DIJlsF4AsJmf55Vd/tkD/LPH6EiAYTo8v8vxoghcFJV3BRgXwvMvk4UiUCiSOwGMFOH5W/RtEbgtmqICGE3C82XE3yD4G6wRAgws4PlIapwQjBOekgMMAOF5507LhWC5UMsADA/h+WtWKghUcJYAYKgBzw9yyaFBDr3SCmCgB8/XunwOwefwfRHAoAeeX0HU0qCW7mkLMEiE57cKXoTgRXhPADDQgefPdmogQAOxVwD2tuPzJBViUCHO6wYwtobndwlaKdBKWVkBDCHh+RKnIAIEEe9RAGMceF4ttBUBW1HXzqBr54AkEiSRO0Vgp8iCtXQR50grAa3c6QswxInnq20bCdBI7KYBhl3wfKrzvyD4F7wjAhgYwvPfu2bag0x7gR/A4Cmef88qygpEWRWPARgGxfOArJWCWukYZ4DBSTxPukr6AUm/Ya8CDBDj+bV2URSIovozAINheN5TlQxBMmS7C0t+QZdbXcCtLls8AAaI8fy0r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</script><script 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</script><script 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</script><script type="text/plain" data-id="build-stats.json">O3o0wB1ip04FuI9YXl6A+5jh55ayQIdZsjvZrZfgE4ZvkHXyCItQI3j2eiE/ZVOmIEmOMozCEcjqGNu0SWakdu2qf6GtvEnqED6p+Nj3sQ/fRypKVh3iR0rViKZmqVl8ioEFqkOILS5O39qfUp9Skfp/ZroLTA==</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>
|