817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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awsX8Dxbep7xgVxlkKtkp2sb9r+Wfs5h20c7j9HXfoJrOFw9tzjJUVIR4q1+tSrlFBG1I9gS9AqfSnKnnlBIBjDiqUWB56TRNmOyLrqqtT+eupFyTsVKXKy+l2PRoM6bpH84zggtY3nvUxNK0yKYNmwNvxAw8j7uCn2Lqxty9VSe8u3swa6G0PCR3Wk7XAxsb6qevAJ+tVLqEolEpoOU9whaA18l/SisCB7gRtEmh/angkFH1E0MTPPfIIN2TBc6IkwGFi7JijDbNMxdIoQntzX3sk2lG3ZpRFJR4LFpToWwnKkjoIkgt0Lu4zCv7HASjcptReEeWsDKkKhnEfPD10n0KgXiw+JGCYhtWZXzwLB2jPNiPq1uKHlhRb1h3CyAnEwEILYgJniwfc0tCCEZrAzrwPaDWsDM+JCR4a6JazYptC4l/3+IUN1FM7OKfXwldAfstJsQwoOTnfTKQWcZPGUKvY9mmwt8UNsBw/upuZqmhtmaW1YN1x1AEHnmFYCK9mOYnL2s99TYcaRsXIvR4Vn0P20ZWlhGapGoBSB1t/D4aX9xt1OfKfnW44WwE9zRAxvx9USk/MA8Dq9HhRamMBX9yw4JDE5bE7MD+J/UM3+i01c1d50OdBIKSdGpafHRBGgRVMNm9kv1jWblbufdr3t4spqqkcbF1X7MnNIr67zUUu2r8ALuJetOuHJxp1Un2VryvotnFxCapigF+zj+h9U3aPnc9zb/8BSEn/J+DfdRtsWsPl/5UHeD/Ng9vjjKBCL/snJ4Oauf3wxuP88HNxe9S8H94Pb2+vbYf/i4v7s+uJ0cHt/ftq/Or/s3w3ub26vb4bn11f3p59v+3f4MLg6vT8dXPT/dTH4Y3Bxf/J5eHd9eTo463++uLvs/3Nwen71Z/+Pwf3l+dX9+dXd4PaP/kX/6vrqX5fXn4d8S7r6zfn9yaf+3f3dv24Gw4+Dq8Ft/wLf31+cX57f3X26vb67wwPeDoaDu/vPN6d4kqH85z79sX9zc39yfTq4pze4Ojv/COqzwd3Jp+yu9EP/9uTT+R+D0/zF6MFwk/8P330anH/8dNcf0k1O+ief5LX6n++uT6//vLq47oPt/GIwBPH95bF8tiFecYirXdHL4gEuPl9e3f95fkqP9Wd6xXG4eroVEZ9E3J+N+KA9eaQkH7E4mCxHyx90mt/iGIN+jdG9PjvDUxz3h5iMy+u/nd//ffCvP69vMSD9q48Y4dt/qWvzrT7fXhwP7vo0hFcfBxfXH4/Pb+8+nfb/dX/1+fJ4cDu8p4tdXJ/8fUBDOryTz358fY2PNxiG4eDq7v7j+Rm+urs/6999wnfpavhjcHt+dn7Ckw1iuprkXtExq3RM4fb4twqB0jGAi+2tuxTF4PtyHmxXforiMhhNtocfFQEf0Lg9B5c+BobmaiDX1ODq492nOzWA9zf/lCNC0zskz/4Sa7Y/vDvHaNHI3IHn5Pry5pqWqpwMXgE3THCCmafBu8LAYUneXN/eDU55FWMV3H3Cfhn8cT748+T689Xd7Xn6rW58ur87x047u77FtpKb5h5LGLvp/J/3/TvQHn++Gxx/LCzEk+BJzIOz8WjW0wM/ERb1hYF5HBp0GFncWz4sToJ5TOuIj4kMp/Nlfrxp8dDIxcn06Wk6+dvwXRiM6HjVD+qw0574Tqf+Lt6NFu9WCxG/i0dzrNvxj3fB8p2uZU1xYBxAOVLvED6ixjBxn4c5H9kuz50NqWUbZjKBjQypHfmxadIDnvZv/44tizG+p3e7vri+vcHbYqVhM/fvj28xCycY/Pt0vujFTwfHnz/e9y8Gt3f3l8OPH2/7l38bsrgZXn/kLUlUl9e3g5v+vy5pNoaXfdB+xIrvX8zFYjr+KvDKsykdWktn0Cr5REseM0xC4Z5WfrrkaZOxMOEdThv7cjAc9j8O1NpRf9wN/nmn1sI/1VvIV4I0PO6f/P0eEhKCDFtyeNe/g7Q7x2rBarq7xtqRf6hl9gfJDbznxQCrB9e4pLcY3ueLNhNAEAKgH57e3J7e9s/uIHqPsbROBqdiJiYxHcH87v8egzlm98c7Olr6neCTLN+Jr8F4xZPzl3ffRsvH4o8Lnl1uMUVuvVXnvbp05J0Le8FmOIlpnQo6VPdsjlHtweJ3dSG0JIDCdkMnoGZzi68Pp6NFtOKTeT/Op6vZ4nQVfVn04ANa1E8lFD7+pwnhugGvkfl01p+LYMjnl56eS+V0fnXzGctiSLLsYnACEXh+enl9CjVR/k4Kx23Ug7MzfJJbmL5XY8+/32IuPpE0hCiVe5zW4/klaZGPg39KcTykuR7e813l7pfTCol9I2UiK07IAlZmuD70Es39MSTMp4rFPfg+E/MRHRQajHuWGTsGfD3T8cLEDjQtELxtzvr/oCc76/+BF4HSG/7r8vj6Qgmns8HglJcbUdz2P/IO6J8Obz5BO/Mylqv2DOrz0z3U2SeS+efXp2djmrRYD4w4IARiFMIPjFxb8DScTemo70V/PO6ZiQ+XysDT6X6iJWHiB1fiG5wCiwrg4Qh7oYBZZoexPsTiE7B2bSfx3UjErg1qVzf0CEvkgV6zF+phYkKQO5GmiYRahml6qvLXdbbaKqe0US9JYJJo/QgN3v8T2i1XYBCzl+efL2mr9k+xZKCraGXIcR6mwpf29xBSAVo23fYkv/snd0qnsfy/I7NCit3MXGDjJNecUl7zQjk9H9L6PIWCZmOmQPSRNr5k5sfItr66N9/t4+31Z1guZGylUklKgxuIsPOT85v+Vfp08vv7S9Cc31ycD24/fiah83GULI/HK3E7hUaG8S7ge2KWTFuL4iQ0CHmNPfhxLsREkiSOk2hBFNuxGceBHrlhkNyKWP4Ihyp0qR2S7wvNTRw/cDVSrz3bD0xBHYaoqwDFBXRP/zQgOXs7wAhixD8Fk/hsBGWDW3iUtYph7yd6HBmeR2lgLKrr1ZKOx+0lvmfqrq2HkBRxYmqR5Vmf0tPa3yXT+Ts9CsJJEkViQSc1s1bhY33jYPIgxvLzLIgexWysjlieRwFcwdVoMn0KFk+LaDSKp9EM8u3fq+X0kc87Hi2/zvHbty/fg9kyCIPF4yiaJHOYFwlEUhSMZ5PZfLqcih/j6WQsgsn036u5eD/HTZ6CL2IKcalu9p/FbDZ/Wjz+oFPjF1j0s9kihnknxrPH0ShJ/o3HxCPz0eTJCI+4iKaTZPSwXKwWS4E3G4++j+ZP85DOjecbfI/EOBl9x/fQwHRKNF30IXgCAx/A/ijmX0aT8WL8NJ6Op/MAxtfs8T/j6fTrj8fgaUzGWAgraPFFjMffxWK2XM5+4L1gZrqj+SzxtUU4/nfwNZDPH04Xi/fReLSYTlbjUcBP8GVKkzMOFovpUnyPR4kIEkjtxeyroAdY8CHrkn389WkBfUKDQm83/xJPv02Wj4JsDAxjEH6HuSHG82g1/zGaLTDm/w3m039Px6OIjpWeYC7SCZ3o/+FT1mM6aP1hNAHnd9yNnwg3n4b/xhSO8AgR3hJKboFp/v7jQUwEH1w/N8V8nDws/jN+nL1fiqcZTBAxxozS5aAFv+GRHzEk8yktpdHkgZ4XKwpSdznCfafhKlnNZmI5x/AtRtGP5eN0wjf/z9MYWggD9DQehdNwShO4Woo5Rm68Cn/gocfqWPvFEm9Ir03Hw4/w9gu+5VMwHo2xPL6M/5PgX0h4OhSdzkBfhXTCOR1bvgzyk8pn0ZgPJ599Gz1kB4fT0dZ0rnXhUGt5ovVjPB490dnUczGRB0ljZfD50XR0tDw1+hOo/xQh9smXm/EKg3uvve8dTTC89+p0+yO64Ptvkub9jImO8L5H4yl2Ex07/f/0jhbz6GgE6+J7j6jPP17B1Lr/fAWxdgrJp9zF8yuSAuTp9clEOb8eZgLtcovBNDy5HQyu7genH9mHg2qCRwa9TI7M4OQTVGgfZs3FhfQ7MtP6UjoxJxB/V3dX1+dwkOg38A9LdDdQiLglHk6p98Htmbzl8FP/dpAT3iu3SAp8SPE7MgwmX0dL0YMPYojIDAJqTBsTaNdgdfz3s+vxyeQ/g5VvnM31y6fBZz/pH0dW//LGGYfHNz1T6GHoa0EibBFaVJFjJ71vEB/GcUr2j55pWKEunFgjbIgbOUFoGd8LF4EA9HwjED7dn5oww146Kd4FItyxoHsTGOOUc7dCL7kt/O44VKAgNMeIE+oY7Ys4eiz8HpuRoetBYpsBbLzYgJaPiw+gQTxD2YeRLiwRCir/fiq89sr68/vf/373Wf/718l/ewGkOB7Ij10NC8cOPcN7Uj8/9KjPoK9FDuHGoBKsQLcT+6nA7YQOxZzjULc80xEe5L5wjQKB5ftBYmge3DsrCDzNhvr4WPhdo36CfmJDQEexKRLH84Pi4zlGkMReQN2wjCjwDTsIkuIDQFsybom65fq27ZhBHEg3IPO/aEnB7fjYP/nX/U1/OORoQ/7zBXuTZd+GHZD7u49Dss2Gf79Xi14GU4pRFPg1F9e4Gy9kdg2vP99dXN/dnQ9SHyG3fy6CxXIIbQ5LykkSM/IpnKdTuM7SWMteiCWUx8OPiymE0udZDIkIj3AyEeOb5eJLj5ouuYFmGF5sUdMKamlAbJf9k4ZNe9mnKM7p8T1Z2QPatnBJYIeT2SU3/805TB1pLw0Hlzd3/7qn6A+5ufc317DqICbu7k2DfWwZTSEfGM7d8efLz1fn//g8yMyJ4U0WciFbiJ9B8slBTy0vuvsxbVuOXfX/gOF+O7y5vf7IQuGPwRo5+4oDGRYpOv1XPA+fr+idPt/fwW8bnpfmKB2Q1OU/ucAi4KlPfQzlwJ2f4h3+8fn8NpWNbBPybSgWQHJHmZsFO/DyHFQDXPsUdiJuCk+WAlP9m3sQyYiSDFhcnMOq578haD+eX/1TLSfcjHwW8lMoknB/d82rDi4r3MRiYIrWrowlsVug1iT/xHNBziqM1ALfLe57eX2MiUhXMLbG6fCkf0PS/p/FUNQlBufT8PIGfuHT6ruYs7EKD+ietwItGxpCiNlLuAIw6nqersW25nqm7zrYtCKGi8mLkfXTyXQSYfVO2HPNoxUnWMzT5buIf5X+7JpaC0cP78kGgHI9Oh49nMuPBKl+J69MIQ66RjB5Nzi57A9ZvaowCOm7YDY6eoBX+++FUn3LnFVqxC0U6UVHk3cwht4t4F+9ix5Xky//t/jLu/8T38kaFTH9nH27mkxAFWdf/FU9A12qSPeXuUgEVD18qnfJfPr0DvYZf7GUNIt34Q+66UKkL/FBPWeURj4WR0+jGGbi0ZPguOPRR5hVwbfgB578+1+3UE9j2LZHMA76s9nRn/zPJX13F4QUWCJnbjvnnMz4I5jGy9ECBuHi6FLecZh905ZxF47p/Md2tofxNAzGR0HE7gRPYBBFcHuWRFZDFU6bKCIOcwaLH5OogfAxaLqW/Goognn0WE/5FEwwqk9yIuro5PA33Feujjb3nQU/6KYN14P1LP+qJ1tw8LaJJJ/OWrrpfNT0mosfT+F03EjUNJHLb9OzYCiWS/gUDRdbwU2pJ5FKer5ot45W6Xqro9gcCzLrv45iMX0/m4uvI/Ht6A/660b+USBcLUfjIzjCD3NymcRXcSGdgeViSX5JnUAsExxQHj7BxduLTIw4Fn7U5wC5iM+hVM5wrSFW2xd+521SJ2VaxaNpA8nXgKIntTQcm1403Qwu5YyWyJwCvXMlUe/g5RZmbgvXdPplQSvw5nG6nC4w2eTZ1bJg5slJPqIsgkzO1D5XSv4Zb3A8mi8f40qNMhbJ8ohmjq/dSHQ2na+ebgLYrXWkC7UHj9LNOIhHyxv5UFWaja5+Ov02obG4ZCFaNfhPlKz7A/sDhkQ2lpzBwy1mi+0DqfRsn3djqvtWDw8c56hdEds4pXBoxXeGF6IxkPzHq+VSit8alk+C9nY/k9SNpLDcVqT+MYbVoyYZ1AtcQHa3Jqy3LFJ6/udkOl49TdpQyidvT0mLrmEwIrVpj/rLZRA9Hk+XJDpa8tC2lRngZdNjZTwwwG4wRrm4bsOUCo2IopkUDqpdsDlbutJP50FSIWAqeWj/YQ125FIOwd10Ol6OZrXMqf3KS+X7ssOCTDnVemtHzIFxVpXt6OtVxxpxNkHT2Y/r2bq51Mz3IJZDMRa8ffuLdE3F1Xph/Trp+J9PMHoUwh+XjZVq1sy+O7pVn25avPiMtpYSJTcj3DSunwxp4NfLc0lzS/+v3emSLreaj6Tsx97txqCiKd2YOPdZwULG2g/putRSZLPFpEqZ8+u2Zikrrd2cnWYfZt8eR1tfoslszw3txnfISJvfZdU4JqtR0ZJooGtxu4qRyya7/1XMaaFSqmjb72zB/DlaPpJpf6NM/d19BcrEkHaplkDVPsUCBtziiBJhX3qzycO6U7H2M/kBezT776azUXTyOKramIpsU9RxhCEaPE3/PSLWeoeCKNbeq5nh0M5TQU21fjbFk1mizYwZ6QFfZ53uLycryL6nbHIan3KN/pBhvNPpsp9isVo92zrDvjZAtUV0thqPCSV1N1pKjdv4jBschxxBFl3D2ZTyzq2ersgwDBJ4GRAlbRhTYhYSrfdxifrniKsZ79IFe9nXc3LMay0z5UaTLjm6wGepVm7FYjVe8h3rLbqr6WWusqoNohMI0aWou56kI/choxJPoYhjER/x5qRRPQ6iLw9zxqq0mY2mC+x5ggq3kx/Y6oJS/BbM49RmD5Q07bNu620E0qpjPxuch9xo8TRakf16PkmmXR5yje/QeoztqlOC0C2Ugdj6SddYZ0LMU4up9TWKTC+p42QYUFlZzfugHD1M2XZ4YMIlifh9fofayVl/7H1stWC1fDwi4PnJNK7yCDk+fkTbfHbEjhfh0Al/P4pG8ECr/D3JNnvEn0c39H9iq5e1/XC6Wl7iu+Xov6ykOUXWwLOnuDHEO8dICRFQ70V3ijSfirFgyMCyxbtIYnX3NvRr9kw15Vm1w19ld1STykWAV1JSqYb0arp8HE0ezlIVUU15M5q0f/Gb+ehrEP1Io9S4yyhqzSeno/nZVZykNSFnBeoplc2P527xsC0NlLsfM4wB+VCrKqNBUf4pwtReqyba0LqtNsN2Xb0Lj9Lv9ay75W86mnIp1wukcPqwEUdfq8Y4p6uz+HKqLDJBj0x5gMFkWTkZuxqsRb5bEeE7jhtHy6pFuD3BtOYu7jExtZ1PSY4M99WFV+3edi/IOe2M9Y7+GkyCkBDdO7IPv4xmM7oCxYWq3Aia/+Pp8m6Oca2TMTJtNwrG04fK5AyRXIlval4br5a6eI2Es7l4Gq2eMsxMa4Yb+e8ZnJ/VXJwvRe0wbOfqejMqmGvNkykE/vNi9DRaUpDrEVK07hKFvOiQJVqNztmW1awnZSmg4NW1jyHJpREiEyGZ9G/BV8g7UgKv8Q0aXV1FpwbzVvxnNZo3qaP1lBiehFJaMnvbkofGC8bdU1BpsqxzqGc6n8xWDcnWjKWswf4ufoRTaD35nKlH0SlRSBK0TcIvYx1NqHxECvrF0XGwUJ/r79wW71amPp98ncJCa0fcKaGoiAvpy058l2JZpc83MpEwTlKkZSsOlWSuJ5YpPHZibsbBj31n/BSb0tOXhUxH/WRLuGJA/lg/XkjHDB9qxYDiyVL4E6rnGRdy+vKLFtcIp9PFEnt32qDDJDWli8aQOrxx6UOfik3iBijmBpeUew1MVP8LyRuSWM0/k7Br8aAPo2RJ1T9HVGZGDncLnhGXT/wxCkizHp0X/2rBPQtGcZplObop/NGCl7GEBBqdwwxczWRCvQ5+ss62OA7GwaTeL9tkupF4yNZMNKiSk0a1NRuXhamBYe67/Is6w0JeYzUfU9Dk6LP8t8Vdd0D+KmQoFqiIvkwrNYuM9KahA7hS87rHaQ8BeH5qP69V7sZXl93fhEMXwkWNCOe22IAUElCDDioQkulWN+ar0RHtm5plBQqKYSSjqC6WAyosGvqRss0DanUhUam7hCzXL3HI6PcoonRv66xPmfzF46okDjo+a5HlkANZCUkredHVD92O//BZhjLuqkvWoQK6tXmJw+d2W9iMM6pbbuu0bMDYgnFEXUAEN725CH5IHZBa/Mfj1ZwvjTe/e1w9hbci6TR0DRc60AAWXAHIs9wxq37uEtkOa1N21+HQ3V/VH6zxa9fougg5aPLlVjxAP1QHIrclYLrQFpI1ddjLrbww/gjB24LlchTNp5zvqXW3O+WFttG2vvot9k7GtZ9UEq4EDRrUmlhRl/zQCZVMwdbgyGKbq+aSuk3w+rDpJ6YvZj9aMMFKr59ASUYOztlIjJuyRsFi8W06j2tCotEL5pduBfV8kvnGFuQUgT6uDX+mhGNs2/nptDK4HpXyS20GOE9FtaU7aUzLdEpvfZ7MRpM+NqaKArZg2TGBo7ha77G2GR+O2KvUTXyiQKuVhDLDTI2A6h5Bkk4nE5FBI1eL669iPq5PI12umrc5E1JAH3S1S6RcW3QcxJWmS045eJotf8j3a0s7X1Xt2a51S0xK2Stub9eWsBbfnpPLOWg5YJ8n3JxmDlthKOp8X2aZyMlIJ2W4FDO9I71RR1+R12uqGHt+Wq/PfWZajEAF558iXIwqo3HbOZunM2NJZEOujFU16GpaPRn/LJCNhPK0ovpivXnfsy5GVmrDPFVnC3d5kh2Tjs0XqXmRtonIi2n0ZRjNq3O2XdOVMhS3OBnDSDuRe7YRc7TP9OUrT0RelkosOlA3lD9uZzqbTmuq9wo8snSiNlOynVq172xINu6a/OxQ+ZnWsPI9KGMXNlWiHqJCc5esKicPpnOKZbYYEmzW6XhMlcGdsq8yXdSYAtjM86Y51OYcYJGre3ZYfWgHj1rnbnbc9pBbvpk2ZNnW6JXZ3umxhtz5ocNY5wydhjtnqxcRL1wUXCybxaZoR9w1Z075+VZ158/JnDeFYNa4KInIcrveJ1nnmra9fucCYai2cTBXVaQtx2m3uGyrfH51QW+bZV/NLdXFtGUldM4/DOCb3gUPbe6+ExaBfAkZ9qgJE+4dvVDFsDtuoTvmQCbjj06yj68Mq7DOdFUt1PaBblAm5x05CwrI34mnA4hCAShq46vr5JR9VUZPB45hTZuQNfK2z06NZOX1273w8xAgT8Hs6DKYtaDEX3ejJ1nNfHRd+OPAOJPZHF8xJAH/SEewnmEug6xxGm2td2mKPEyo2P7nETCLVSgb4WYQmGHhmzaXSbvwyADZ0bD8d3tQzOVoAi3+XxEX0DGtGJ9B3xp902I2UlKKl2H02pCyWlaXPoEhgn+w8uuLPvfZtyOP1NfiADcAOn+bjibkM4rKTVCB6VFtgHfgqUES1/LVD+YGU+HNWvdH3Al7JIIxI8ZqpUInoFKtZ1SgK3TYa6BsQjStkVbefDU6UqG1WsFOZPNp7UYGybaGXNXUzYirhtu1A2Rh+5AzAc/u0/RrQ+YN5NJ6rXPmiehxitGfF9LoG4NYi5bYoD4goGcDavUX7FfI86WQ8Z/Ghy2TN/cT4KmVRIdEWuWLp+FRcsIXHeVpEMu+YA3Pl9MdGtWVxoJqnyclOuTUtZo4epAXmDjZHYaOVwiU8974VCXqQ44T2bNsdmXhltpnK5OnfY6GM/Ljm99sC/2L7pfb0Ww2FgM+pKnxYdeJD75AWg6iottLj40dgFtdcE0tYT4tSqd3RUR0z5U/s8S0IqlMl9mJn89/SoM3Vf7N9nRaq8afO4bm89D3E5nP7QOLHeJ+L+G1SWu+HzNyRxZOHKDpzrO8uV29tJdsxUijp+BydB5iN+bmSo/tLP34Cd4aEXT08pj7RsyfRotFTaq2jpthZ7teYVeXtrV3usF5W+j22IHtc7WE33CDOWje6P+SXg0UwJaLrUbNfduo4qVEemhNTOeK9baA6NX3B779X7e1JtpR1xeO1MDH49VIKpdgNjtJ3+av9aRPhdLa0qkI9fSLZkrq89SCbPN0gQKh/CejTdvkb6Ec09E9p+H2H5/E8nEaSyx+PcVaL9ctFOsHCWwjWWttuo1kPKoc7pRm62EV2+jIJGgiqZu1lGrLKRVbqLZ1lt1CtsjjUHVU2w6q2Eq3fjjDNqK6pZQSVR1DUSBdEIQK2+zz5GnF4cwtNCtudlvoezt4GikYQg3103ImqVXf6Hpq+W/ebn8L6bfpHLYDya5JmjmuppL/FEhCrpORqLLe1n4CsMkqJH1W1/KPeU1bMaZS5Q9EVhcUe1YLsmq2GvjKvupo0mKuhMEo2ZX+IDCX2D6wUYeuZXsvR+lWXtKhaVi5SVOdS9i+pENRXk7pEMwmR3PXig7MNwnkNsNR7IhaQ/WzKy/YOTkVSQCXouaghZR6HkRfMGZtRpmsRjJgavfyc/qMlbdTervafVRdItrMI8ulS712mhfw9vaQNfR5V/kCDu86VIfE1j7oMytixEFaoG2ilxr7ex2iiqZ1SUynFmz5A9Q+Z0Zbgxd4VVUuXCMCpZYGxpvfrlNdzM496RiOproUtSA/ni5hmLSnl/C1ttTURrM9NamC9tQcvmtFvhanPIWdQKnYauFZwTe9okZxcK+pyLwT667d9wbwkOckgpf1O3KD8aOYiHkwLvebbs3duq4nq8ARc9Ywk8qeVbXdBY/HdFh5/HnRtlngGv8fo8UoHI1Hyx+D75Fogh2VL/UnrMtZgGG+e2bcmgXdaLxs+w77Dn93rcnaJXz+m1Z1scStGbhfpowpQ7VhAJrLd/dRAUWX+DparIKxTP9hPU2CmfzceDDWzuVT2QlUj9NFqaVzdU6lY1fHX+r4uCjNTMlioA5VJrtVD61x1fX/Wq8Gyv3lvPliG0Zm6VQJwxwn0NQP1aCw55cbYbMdujxpp3Kj3BcmmFU3rm4zs2Oh0osfQxhS6DtfubXCYoO56xmGW/tEdWDcV5vTk/FoxpeANl1W+P3VzNs2a5cLvNwJjs94yI1F34K53AtWXaFNO9iNXlVSyEtEKvsWZEfXn4GYnf6BbUAiuCBRqDVVLe/zj6/coczucN1sd6yuq0HPVPQWY+Gh9PvJGJbpVWUYrapt2NkU0iB/u2rOjmVl3au99tBxdoeqoq6dXJ/fi/XZFRsvWDahMMgKh1NB/LNwNYwcqTVZD1hNkZ8iLp+UXAAqSDqPK8TkIYA3u7ZmPWxpxesFr2yWfqguDp0ZZSXGXhvVtq7/oC5iLe54N314GLe54L7KRNTpuh2c4DLHfBSG00krFva6+5A40kOnT/W6tl1tShFOvp2iqpxkt1ODGWkSNB7R2+Z4YflVm4ODqU5jFIzrifZ9WvEW5MkzzjTeBHdso9pAlGw9HnkdUbLLGcqkB+b1F9nlmOU2M9XtTOaWJykvtrxuRFG3za8zU3Tras8ci+0vnSd1pRhePT0FLCrr6WqutI5JW/u5Yp7UQJM83/KKcxGvopq3yH6vfryMpGaFL1RviMr75ARjioPWUlQ/Sk5TufZzkvXxyk/Tns2yVsabP5achI2f5cks7On1NwZjzc0vpYo2aODJPzxQ14FtP34asa6gK2z7+WYU8fFDE/VhG81Q4cSKkj7/UUxStIN8ja1XWGLGn8qRgxTkmF2SjhZf0sI4iqdP79l9Xj95XP7M/38Poupfq38p6Ss+fFydnZqV+JV/nM3SlpGl76M0drP+A+RQQOs7xjuvSWf5uxAzyqXe0NHo822/jiXopvQ9rE1M8GjxeAmLfITPt9PxxjPJpNEmjk79SOG8E+qOPYl+bAzCg8hiFTGd1Z52Ddt2WvsDuQZBTCtuMJ9P59toHhn4xz+v/0RiZv27cbCaUGycDp9n9N7GuDHwVZUnq5fZeIkSzTqIlinYYspOmC//xJDjit/UqK9/PynYQRtPjNmgnAY8o6+jLdec0QKgqGV/kYZat452mnvb+F5QThebBB7tHxiw8tZjEkiMtXAdf70IEjH4LqJt399I47H8vViso4zU98vVbCjmX0eR+HMdc8kUy0fxtPHgEu6Jp8bjjxJZfF8igKe+ZmvIrzGj028DOG3z6UQ54s3Izje05XaaXwht+SuDKH86PPJXBzy+4Qnf8IRveMJ1tjc8YRX5G57wDU9Yeak3POEbnvANT/iGJ1wjf8MTtud6wxO+4Qnf8IRvsMA3WGAXWOAbtO8N2vcG7XuD9uVUb9C+Nsxv0L43aF8l3Ru0r8DWDtr3GwD3Xjcm75dH2x0aQNcAUesGEdtAgL0y8NXPQ1c1I5u6IH72A8+pQLysISvX2hWu/UqdBnduI7i5RtNA9DpCc/tDrFPt82HWhWAKX6p/kpTqkK2199KhWQFT5IKMqVHTGa6lDNIKfZUyNZ9k3wrwwrnp+erpIlgsW8EVGnysaCfcy+s7xP4UDnKN8xN1xuu0bJctEU184FhlB9ko7bcmWz/WkBBc4+SxMpCZUo0m7UdThR7b3HxHLBHzydXQPAhqWlsT1oVbohfBMrXBJ/2YYcQkWqKeEt59czu63XBJG1x1Dk0tDwTMt0YAV4EVQoNkYWPqPioDqMh4OpmOS9jaamoZmC63fKvhyowXWj8LbILxNIhrWV4l0Colpz7NwfiGUw+tBzplpnc5Hs2Xj3Gl4xWt47oKCiE/daENYzHYVgcK22BMmVL1uhPzTkwcIIgaEWydQWTNRPKs2lYAssHTbPmDVX8jaQesWV2I7znQrjIb36XSU1nn3XJMhF53r+7HSrwU7Kxebr8YSI1wf/xR8jQtTcVGZ+dNlmqJtrlPFlISyyEL6+o0RxkFc0xgKhJSjTjOvcHUXgGM638YlMXS4ZigiauGs32VOCNzpJ2ZxxwfsfAaL0viQi7uRtL8cImTRxF9Caff61A226BX6iCPjginzsCtlCG3Xl4TeGtn8FSBOlcfTUxSBtU4GlvhWWJJ31AoLPWY2nK2AXYV+VLlyPeBDJvVJ99LLY+r3mgLaXYGbG14IYWcyQ3xcS6EwkLUEEs/PY24tfBIFZ/M8TVMZJG0A9BgFxAc566rV8nrAc2pLUrZvdG85Untazw34yASjyyy6/nYNp7O6X274+xoRKu7mP8kCOCJ+tDOqV7nPsUGpfxVS/KXQ8DlyYKNUenC/Sy81m7QKcw4iYBn4J+Og4VoA36qYC/UY9TzZzKegn2Xm2mjTY4UwNMfh9Wn25dJ6WXqQjZbQFhBpVu+N8TWR2nDt6FUtkc76k6wLkWsNGULKGXKeDGtPS34Oeixy8JZTN/rKml3x4/dUoinrtB2jV5aPDIi3W2Wh/h+MW2rUzKu2sTHBjGWttry7Tg6vLmC2bYj3gMsbx1Mydt8o4lGiwtMZz+uZzUBkSo8ILVh5OnCjrh7XD2FtyJpdYXN6FeXEyY3udtouCZuLt0QVcHMxosMVSZ9V/4GG7QjolKSy3gOIc0oDteGo8NZnJ2hm5UM9cpP4hJDwmxJ5FYLFGPEWSDCrR2dZB8Pgwll8raXHsHCZwYy9dsyzdOQA3O2DEBI/hG/+B+jgNI9R+fFv1rcHX/djZ6kwju6LvzxItBXduuPgzEVR3ZjanHIa4mJRzmLIuwJm1tX3FO8ypJQ74VxyoVpV25+hLv8i12eYP0abQYjde1l5vFoWP67xRVW8zGdCnf0Wf7bHqV8CWMB/y4aIcq7g5vLnJnmk5c4m1fq6gwUTaG6aWXN0iHPJU4RD0TZfGEs/VrxraDW0/G4P1l8S8s96p/gZwCzn4+1LmCXa+/0Ew9W5nOORwvsXMLudeffGUQuLYqn6df6dMWeIeg/5zjoNnus1VHQstqh23V2PRD6N0HrFzjkcsvGtVmSPR/pn3MoG/hmFY5HUT0ipeYqMolZb083stdFZWqYma3N80uwPJsfLYsQminalinUh1MKhLcM+691FovVD3lb1ybKlnUSfzQ95Q4VDTn2WI7EeL1vXiNLZdamsgAiM9LSDVz7UjOpLo764/H026mY/KjJbJQ5Tsbwos7m8Ffi0ujuVtmw9Xjr37Su4RWXLNSXs6xGGwee77XqoWPn27VHkVtnBjMWgoHNRCHmQzklN/LbDWpKa3wVc46zloGCHYsg0uwk+9BiGVCDU9BtNCuuB6pvkD8LO1/YutE+GtK1REh2CkV2WT9bn0ONFRVMNJckFK6928jOqfGsaL5RTnfAmgOCSvylvgKCf915ATX3Dc3OfW869Z1o0r6TTXS34gFKqBroyt0/aS9+FdTqs9Zz3NpmtAvt85ug1mjUV9A/NeO9m85qQslFlstRBLvkcZo2WqhlYTpKSk1E49BL2lvoq4y+BTg+xfOeTFeTmlWz1zIZScM22sloHjXVehysqoZeGWZiIzQqpe9WhVMgh71dG++L/nfqdtoX5FAw/mwkxg0w+txxJrnfUOBxkAqe11SX06naRqbA5G5s8cRDISbHtWjHlFBmntsUaP3kgp8O7Yj/EPOsrP0SPy1VJWqL53nh2p8s+yaDAi2IaRiIYa+W7BrXAkuNF3tVvDmlz1yLtUqTapZXXRu0S3nPi1TpHKzvM1U01CYuDtwduhVReuJGM+Xem03vUFdUgwg9dA3SL9rvWhIr267aEehaa/V5EsluThDIoi5j81ae9bLlWYr6lTQez2q6OhF3KgBbZ2tcvwduit65Km338jKFmpdbvAbNsc7FhvoF15TJWFoXvgKwuJmnIcGynVgGZVqIlXrOXW76pwgXo4496Euc3W56UjoWvT3f/1Cn/V14duzOv8GdRvPbX6JZ52+wpL2zOzF1Pkjgau30rPaczzyCYBee42fWu1J8jJz0XXhlJrxFW4+WFbfP4+5er5te6h8rmHwNydvtnCrE8Ky63ufw/i+UFrc8oqEV95bTGXblG8DiHtckYRovMPwyms2oLLXm/DDpx6YVeB3qpVuXYssQr5zH01Ewnj7UUjNF7REWp9NvE0Jd5Oc9VpNST+8OL3WgsnF1FGl68lwdKRmCw2heLS9bneLRoU69jS7asaB9GCSiEbxOhBKfu2D4iepL3BjFfCuZb8Ma7X7eSXqJmUR7LdZOeFEgsAb91OlKKdKm8kLlI1hopZC4a6xbe9bpLZvMf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4qPhaAGBQvTiOyCmne2GyuHNE7G4nnbcQ8eBevIsYirNaC7f7bX9sYO/Bu5d5WNdrPbjV7TvLf21G7w3cpJrxbvghOxV8j8Dil2W1s0N4d3pwz0Lk0bzW4EXn/7LD99mIT/vvrLiQ6O7XA5S57ErHjJiOQ0tYAM0HhG8MQX32uRO7HAw6inP4qg1lsfTpid/BafWHX6fUBcM+sPOejlkS1OF75i2Ev6qTz4t9Buv9yUE+5pQowTKRqnjj868RHW/+ZLXpG02Cn+RaXejV76vDXKBxJrvK5pBPPM86GXaOGz/aX44zv7SkvsDp3tKr3kJH0fXvLZ1gwr9RvNtnilZ3gixQ/SXB4RiMc7XwnF8Ps7w8B+yJvjvE/HZjJ/nQ3RSIIfBiTGCyGOt9C85B8ny/rOhm7w+TuRjIfZXlnJ4Ot3a/9p1HebLVZhr6p25Ps7V0y7crI/xCgUjfSVAUaifF7jIydzVq9J8gbnAvuDg5doFc0blPmmrvk7nCr3XU/sebsTb5Lgsesb0N1ndcSv8bXeIsLtO8V3e7fAZm8TlegtF4+96fqlt0HqyRxtXkw1mqW/HkeTkmuczhTmU2l+uA7mtJb5XvrUH/q0rq16K/h2HL6U6ofD4veBNR7/KQXhyCaYrr9RiY25V7RwJMUP09u+xCDbMP43aUSvM1j1dCZsZ6T7I5ko39+Q+fc2tndaz77ZmSlnLNx5LTswyn9Ydvh+uf1V+GTeH3RFr2juiQTftbXygS3KN7M7v0fb6LXLsgZ2DFsnrwvxmcxGNCio0htNb3C0AZq9oGADr0jKdJInX8PhqfdfO/bN6ciAet3qyu/jiM13O+BPCuFbnJn3RzkU6t3Ogni3AOTfIezzW4e+fadIq28bCPI7REH6o0ed+e5hU942Fklig44EnniFH/B9RhN5mxgK3+fezW/fyPjdt2d9fxuHRnf+JF12LfA9uDnTzXB0JPZU5/fyoHtn6MFQp/XOXdPpwX8eylvpbkevsjh4pDFJ8AOP9nyPHe5bzcK/UZ92Yv4a96NBMSnvGyr1N50h/R5jlbxrFJGzw4H8UHNtcSAJStX2Wrz88lUsOfL9HTjyJd/hVXw5Ml72sgfSi1eEvALGkc9/x630V61wATfEW6Rer5xG5w+Hs6Dfv5Li2YuFRr/ebjY2Xz1GunVGuu82Vvo2Qyu8Duz0y8Fgazz38mqw4wTfjWOoppcGljcuxXOzZ1UuF3rR3xPO1vfCXbycq0VnI8x+2wkJia/Ue/W2nzgJCgkawnvtbu0kaax4X5+q+OoVP3EKOkvj2+3jtxjffuNR65UgaFzcfoOmQl/TwqrXJ0o6xos9SBTac6XZe2WIhlNZSEVcrLe7G+KVo7rD7pS6SOLE14Zx+Q5r4EbWtL1B6gItNJZ7H98g9VsuZhsYA2+S+E1Xvp0aNSGPth+sBK8L/vEGOd+lUrBV5zXhJU74+snBOW/q2YO3b5fqr46VfiIp7Rp53bHh32XE4G0PG3+7YYNXDQp+++kpg0kJGVDlDU7UesdTot72yKP/fxxJ9IOf4vPGh+z8cQ7NeYOkb70g8S3jzn+nkOXvHOv6bWNF/7GDqr5BMX+cSKavL+Tdw4Z+f1HA/q5FTvq7NKL0HUPRfPt0+dvMqn97itcE73jDrfFnbt1+85W6Z27ek2v7gnhd6Pfl6Zzu6t/xMPW3OmP67Y+lPd3dx84gbB70rkGDe9iB+7nZilhYCC3N9jRZFNfb9Wu9Rpc6Ms6ZbHVu8rpdaixvMJVLeOV2xKVel/dNs/YoB1sj0T+T5bJyr4ZMMLrssdzjZDPMKYHIbTXDULt6Onb9cmm+Urx6benmQnl1+dri0vy1T26uLhYWrt5cWlxaeGnYPx5hX+kGrUFvv1xPZotkkmHQy1dNW5FvE0cBTMxlAt1PltXHW0lkpAtaYn9tYena1evlQgxaAaCVVxavllduLv/qGi3DTGDh4k+eMTViaMp4r0mkeblbVS6XoWCEIxE2YzP2WrPW7DZn8CSCRicQM9eC9V7ktSUuVy5du1oqXZy/dvPGYqFyZWXh0tVy4ST+Vq4sLi8vli/fXLh27eq1lZXVyzfL83i9PH9pYcULg8HRCNJPHZ6tnqBlhXd/dlai5lbMFq1vP6OOOq/RqZAkJjx18ShUomW0mx3tLNENdJlxpz+4FHmdTiHwI4p6gW8/n6YD36Zpd/R0INee0DhKB16wH0yTFTHtdadV9YIyo5oXVF11cadb9gXVxo2mXlAX7hDqC0HogT3evmRFQTmGrEDXLmiKrdGtYlzQTM3S6R5V4U6zTX5wLqiaxXdIbdt8Z17QNN1FKsNx4k+6aV3QDIJWBZSaaVI9uqMq/N29oLpqXJxmcY06arS5Pk27oJoGvzPpnc4V69YFHf+ZFleu6agScOm6ohqanbwCmLqCtwZwZbrxW9XSUYuGeqgipDAdKyndoaw6VaYrOoNoSsAM9YKuUMW6zqUDSBWguNw+FK8ZJrXa4MSWojsMsOFcQPkSYBBJMzgv0EDooXcWfVdNSU9qu+5wm23lgmpwEZZxQWWoVCBc0yUJLCQFebhcR6MWKRIsG1hTGCYbhKEbzTFUm8tHKzWmpi7xCmLFTZIEdFA+msKMhDcq85bqEmZ1yRUO5dYUndLxNypRNzg30ASkKACG6pHsyE8SMMXSbMYkvdS4IEMlMHTVYs51kkxgCRRqM+yoRtJNQ1s1AkJzNWZRzUAxhizQjQvUUBRgJfAklTTiAVXmZ5oCRpVrdVwjfqsxi2pIr2mcEvlNx+A6mHoW16srnAFkU7m9nFY3DIka8BBaz9CYMiERU/KSaRvEIPwpprsGYdAptWFJOUCTYuRaVBDopTFNdIuTu4qUb8Pkl6bDBNWIYJpL0uRwKeBJjdtFJJF41ZneiuQGV4nxrcpUwLRqMmSuLbELVpRUgR6ABKqoAuR2TAdF6KZhGrapaoZj4Y9tE+lBU8CINKbjqgAct8SjqgF+NCGcSAdgoQYUIMLFJ9vVFdANygSchdoNSzEc11VcQ4Gga4ZiKaaJT6al2EgFRgAC8d0GAWwbxSiW65h4YRr4ALi4gSYhyIjvNCYQoLcTBGgOaRNSQyS/juQESqwxB5p6zAW6C/IyHgCtzqVAEDWWI53ERSoMiTxTY1ExiCVc5gYJgc7ahEowFNZKLDsSu4bpsHzrQLhU3cwP+MA6wZStARlNcL5mxIwH3F0gXAEiiLKTVEqUQ3OBAnplol3cYmqNKdtlOIQOUlWulFgQzDHoa6K9Dd2C4iLRBQdIwBVDtUhZm6wrUITUI7pusU4zidWZK236a0iuRXKFHk2oBMagRRWrkt8MqWiBEBMo01wGznBRNxIpEi6AZUPSNepjoJk0TTEpk+mAvSWtJDs7NvUrjHjWvYYpEQhNCjVpXgD2qXqTXmjcjUGiNJYo1ltmImi2zi8lpnRD0WwrBsbQTah2VjwaJdYMqfe5VkiaxtQ2FJuRxBSmBDYq5grBIKrNedULUvVSSkcyn+FqpJ5Y6HSHSqePhuRdkzVTrGF0artU/SYlVF2C3ZHiTVSxSS3I5lsOCbzUAi7IpCouoZEyqLJFpuzGWSHGTZbcSkwywK+qACVQfpRb9lXU8VukHpjJdJOJLpOppN3RCkYyKRXuyxUzbrQKfIPvXOIIXYtfxMSX3bnCPbTCzeaKVN2Vvfmgz1OQ2ZSdAeqm5fviHWwaKomwzH3EBcuUfah+gcmgXLBkN05qhYhFb2UzQXFCj64Avbi3iD+VgVYFDqSOvsBCzLYP1KEu0SGFErzHzaDsEDbKYkCjsdQ4jIUYFRcgLGTAaCQ3aLNiMJSuFNMLFl6ypeOYsp+/YLXlkDkb72RMvo2BpzHRJNtJNSaZHNghg4fxwoC7F4grddn1yu6W9Y7GWlSTFh0LKCXVSElDBFWQ0LlgSt2rSVNg2AuTDYbsJE+67GdV2Y+zatSkPRAXzDqFIAA76K4OTYOCYSWaEkTd0BVpNOgDQKCFkfKCtJQ0yxrATCYG+oyR9ivMjBJA2SCuVidzVSVVQm2RFY2gSyLKGYEybhWBONIemVyTzWGVw5QDf7noO6hbs13g3jYsMhLQtxmWhCiuIjFBbIvVf0ITiDJ/sWJrRZImhoqgp36KLEF1gE3IGJcrZcqVZiHrSY2zSJNb02QZlrQZpBDLxBK70gJyXCc22VzJiWThQsQVWYa0jiQ2LYkIVi2yh42NMY01piYJrlvSxDMs1UgaSRYJpQae3cE7PM6glFgkdDb2VILNIHsHuWPLEILG1ZsSBfoIwaQ1IM0nWSY0EhcIHmPEwcThUuy4ubqdIJbYTRKcC7Qd1xyhcNxSabba+iCZ7DyVoZwQqFyDEvcD6giLaDFG5Bsr5u3Yuo1rTYpWyTyFJgb2gQMClDsuk0FwR2TacCSEujSwjRhII7aspcolhAKlYDVAQmXpjGKdjExHidEfS7QULWnooM0DCpHQaKTMwN0sCa4jbSbNlrrXGqLPkAa6mwgG2qgvhm+pzeKmqhUZ0/lt9GBMNLYJoZtXvXadQtS9Y+9CpNTYPzNhwdoKM76pxerfkXodYmgZLCbkQuMjMG7AjnBJGdhsgEmjU7qqhi5zk0+gk9MM0xK2mXQLuUeGBwgFYrL7aHPPqpJBwplszkEgsXEDZlVM15aSSLWSNQnVAgMX9rd02xXyiLW464KtAJhJGWhkzzukq0kvxsAppDkoOVluF8y4D9fkK0iJqTmuTkRGYTSMYNhQEwb5FPhGDpupwH002JbTYTpInWazu0ZCZxATGi5LKkCVpjvZxGiyJfU2YRyOB5ogvW3y9BUJh0X3phG3F4YWPCfpjhFSEmtfi0ckYFlIk0ChTlijahwyg01ylWyyz4g0bjwgoHEJclhADkho8R2VQW1jYJwLzOe2tBFUOWjAkmdypURdI2YOaHcY11SsASpZJveKwEBsN1Nem8UaioNVcUJlhYYc0JHAQoJPZdmkQQEaHm2Scl0Os1hxvyEhkoM1F5i9qKnwomj8AoaO5QJM20oMGErHXM2+MRSLC3ePjSA7tiAvsNWjJaA4EjXgLlZyZBGorOLZR2X0u7JyMq8t6nXI5QMhwUQWmgFDzJQcz3/xFcYfbFYDzGuRE+Tacrqg2fGbLUjlnW7QICOIx3+Tqb3G+jQNLJN9FIhpXKTA0khkp+X5t731YJrm8KY/CHLruWmv79UjEv1pigVKw7o/73XkAB4PE45GLpGDffFA9qlQ8nJq/2q7vl5vnDUxtcJxM6jIymL5k5srl64tLJTluObNpY9Llas3V0qLhYWbl0rzKys8hlm5dr18ab6yULi5cn2Jh41LC+XLlSsntkjWG8ay1+4EbRpfvb5cujpfoNHQG/Ol0vL88sI1lHr98vWVhWtU4s1rC5cXfnW90ao35qMoma9n8GjThk+r/wkVy3EMDY4NMHpUnhx3nV+dr8xfu1m8XiqNDBSvenfrBFRjplyaoeHv3qYcxT0xpDt6cP3oiQ+yeF4XISfsbywCMXFNZ2JsZAlph4PsxaGwuTgi9LQnvBZQxNzxEc07Sb7hKajOzIB7ZobsEvPHDPHHr5ZKK71al7YLD5B886YnRKHeaTU7hKdrMXN1aMf1dsOnaPzrFL6YdxGtelEv6Gx59S5l9Gmol4fku0GxHkTictBdbKwEXY5ycLHeEODcmzcFqID+J+A6hhXcvBnQODF/4hFeGoHuUiDymzfXecsSar15s745MvpLSW7e3PRuB5VgsxUh59XaLVqbJ6Nz3rxJsZY3283WL4Ptmzdpz06n22ssykWSkJY2yu4E3WKvwePW5H21KNV8u+1tD9F582afG+rpwgx94ZtKTXVwgWFgegbcYjUQRg12Seh4tVoN72pG4Fu1UNi+5ZthDZ6/Z/pK4Di+MGwnNIRtCUfzYD7qPowf2zcCU6956J88yzYNUQsDNXQEdLCnqoZn1dCb1Oyarbiu6rqh5/qeJWqm7hmhotiGFgq41JoHHRqqbuAHrhriB+UUeLbnK27NdHQ9AAiwiQzVc6ya7dSUmusGih1armcrHixRFB/Cn0AfHlpmzQ5QjW/7OgqEvenauhC+63nCR/kKPF70mqbjmSL0alr9Yn291NzyaoYZOjra7tma6ziGoziejzyBFQjoOuHQIFjoeb6wDN+phfBNLNhrRs0JPQHDwtDtMKxBT1seelfVE7oD399zAwfGr1A83xYgrU6jaYYW1HxThXlmqCQE4Fu57SjevEzTXB3eo5WEcuHVmTwhQaFiaEaH+GoQmK3l1Xl509W2CNqBWBSdJKM8sWGQoL8O/uOlts3Gia1ggwxdqKqT0HgBTFefDBTT10FKP4AVXwMLwfELbd2z0IkbXqijicIVoIcIzJqjOcILXdDURjcLZnPgmziq4lFg/5WRvbdQlsNI4HFcz8UGOLjRjbblJN4KhC8KvFYrGkaOYZNyOWhzeM6GHwxmjGi7QYf6A68dzIs+fRMUravYkDtqIKlBa+Eve15Ei8c6N9oenz0IzAZd7oemI5qvuzBd2QignAhc6rX4O62WDe74AbouWlxLSpk2Sgk8D3NOfwAja/qX9Ys/z/20slHvTPteg+ZDPb87vRXUpltDoHM/nadiOxemfzo9TevcZ2rrMy3uOhozHMI0FwSw74BIgxjbUYBqL8i1ANAHYHeuBVl12Oo537I9wwg0T6jg/wBJDS93qzP9Acz9JCEMJifnCldXPcX2XdfXArB5EBqcEAKWJHQNU81ZnuM5hhL6NSewLN+AAaRyQsvWkoRoaw52mOF5WgDWqNmqYQhID6eDnCXpKCoQzdTNbHmdzVxNmDVXczVfMQRMaM+thbUcfZn+QM0p9vSSzGTC7soptQByqBgmmNXVvND3a5YsfQgFTe2RRs2ZrqcHsIacUNS8mqpD26m5Th/oMpVB44IG9Z/tGzKU5Ga9kTMUz3JrHqkLofmGH+qezXVAyJNctFgxZ9qeB4MnqIkgCPWaaYWqBMbQTU4Y77zbISV+Aby6HtBu/T+/sxllf6ZfIki26qK78eH77vvTGwGR+MP3NeX9aSRodD58f6PbbV2Ynd3a2spt6blme31WUxSFioiTXLiD4m+flRDa1Z3lr+//TF9AZSIIO/IurEfU1d758P0ZU/mZZr4/vY1b1cjZ/BBDhJr4MQFLNdScxm9k/utQGwCxyf3URZpWh2BcbN55f7ouPnzfi2sNObQzZEmgDhXfGh++v8L95HzU2vDeJ6MP/d+H73c2PNHckok5coP6/mxSxGWPjqrzGhQWerrTFQVYHSz2gyLPyH2qZMp7ulyOBr/kddv1O9OyY/zwfWU6/pdDHwa/B16TNj18CQ+fZ4mM0Xfo0+DZWMbwjTmtjAL2cuWzEonyATK+MQ2kLenTqr1hrSr+TE519Wkt5xgzOce2ps2cbdkzWk4xp52c7WgzORcMrOXgVuKtYVjTRs5wzBkjZ2nmtIX7eXVaJVgUKvOuJEptUPuQGdaJnNGH7zdg4DFpo5l2Lwo+fJ/CYzeFiOlIG81kwp/BOVaUhAs+fL/Xjn6mOXjr/UwDFzPLXdhoByEnHVR5ooBisfjqlLPr8RVsjjspCj/T7FcLAz5Okx0K7qOEyjQNdaDZrsZ/+LN0GOizmlPx92fKfIIAXupGSpi+bjI7oEVqVsG/GTVrQ41ApSp6VoVlkVMcA3LiUqHAKS7rwIdOJY7SkkqapunBrAt4/nIaJRkEl5OdsZzp0jSsn6xqO9O2o2cNbfrjads0s6oxbat8ge3EF8Omr6VpU1U5uWq4WficKJCK0hy+oEAli5fyNppWdSuLHxLJNBb/NdAcukUOpEF3gDsXvGJaWTh0r01MBc4MSqR3cTvuEhY61MdSg4m8F7Y2YEPjYVQ9nUm8oYI6kz4xci95Le8mP0vStu7Q/fbI/QnCK8CURr8TgAUN8gBmaoPACxcawdb0SOp/yhVsRhfI6+Qs5GRQdCr6IBUi7pBS1hnrxJFXMS+duAxZYclw7ZyrO1lDJ72iR7TQgn7+jJLTIdnJX0cx8ddS9RlgwcGta5mXYCHmYLeCLmZO17UsfPYs1FJO0U15rzjTl+jG1XO6qmfBrDnYWOBefMkqK0rygV906EEx+Vv88w2FC1Oytk01ALIc7Lmsqrg5xXVmdGh+sKEPKE0ji7/gTgVSgcJzDpVLYGYJ4ghtyuJ3ydBdwJw1FZtrJvvBBssDXVkYyXT1VS0npUwz0JGS6nKcrK4TnqgzApqmL5noT+m1Ybs5ksDBM5pvuxCOk3i9O72EwqlFNMqGfhy8jXIVtMgwIFAGXTt0j9emy6/oh6ZlZfoZmT5JS9cVKtKx49KodGZ76tJnmjyG4EVEZKkYFeo27Wl2IemtxzsfyIzbGOaKxE2f+p44myZcmFT0mTXkqZezL3ETTB1oA+sKgPNnoJJggGVpuAvQokdw6E7XOvIhyw/4f0PVHD9JnCUiJ9+RfkVzXP6CYrNx8f9LWjm7/ibSdlroib0c6gT5ar+h8J/K9XolMGjqtwu7bpjoklWWUVi1JRXlqxAcw9DA6DpIho7bhP7HxTKB/ZwOVo6fYECTdMWJjFMXTguZ4WTg25JmOxAwSLFm5qgqBX2/Qn1EToGXdiK3e6IQIynE8U8kysoqkqcYnEh1DUgroOQrBMYiOz+Lv04Womkx72nU3fGDRo2xLqHYnE06Rid4wGvkRqg2MKPlVPR0pzD1fXOcbdoXHeMUxxW0glmw34XLVNgU1mnyM91fKp5BYmZwcy4MQi2CLoc14ut4cGDO6dN6zuSrhWcFT+6MnlOn7Rl72u7M2PSAvzYUGdQ1WXozZAXib87hsmZUf4aKgO7FOxX2n8pXm4tDh4EirWmH/nWgEeh+xuHSyI6EnpP5ZpD+lWg3+L+3Rvsg29kGHSyvf1rzOgF06fKVsvbp9kXdu3FN8QpKfalyvb54eSPyboimSJ6vbHRrl827yyu/aIor17au1p2+0IVeavh3S5vu9qfbzvZSYX6rpFNZi3++fOXihri8vv4p8lcq672lWwvGYsHvlW9sqaVbn9xd2lbkVVvolSvzRunW9a2rl+a3FgsLW6UVQ1+qrHdLt/w7Vxe2dHxbL9cN/WphcX1pxTDKt3y63ikXog2Zz1CXCuvrS5fm7yxdUnrluwtGnFfD1Viqz6OM1U6pcr1XvrV0d7Egr5+scD6uf7Ewv75UmR/Ny/Wi7O2lykanvGJoS3eX1uW1zPUCJuT/hOrdWrrEMNP9qfbQNwlTpTCCh181geNPW7XLW+5ivXz52u1Pkueu31jtfFpR6rVNtxdsrm7XthfXff3adk3rRssri7euFub1j29/rC7WL94VV37R97TroE3U+/RGq+/dMNzFxi/64oZ5e7Hu/PnyJfeu2PT//JNTFF38jhRduFu6dbsHLIGK64Qlc7Gw2FtamcfzL26Bggr/Kgt4h9ZfUu6A2uuMiUvyGyhN6YnivfLtLRXXO5z31sdIM4/7hfiKfJe3gNHbXarnk+247Fsfd4kLgGG6aninDuqsD+rsLZ3A9JJevvXpxid31+ulu4bDbbtrfPit+O8v39rq+/qnjeX1Dz80ajfu9Py7St27ck3xC81+CWgT26a+tG32/U2/v3SLiM6IB5o/bX36K3Gppq+7i7fmiUG2y/x7CaVbhMqlW4u98sKSBnQC/NvrS3VqIjEN0FEHg28b2/S+vE3vr8coQjpq9jbdrxIKJSNuK3hn6CRQhCZCmfytx7+NAshhyHeLxNymFATAsGJsU72E/jKTa/Euw4d6yiuA//KSxuglmOqKIr8tMtqXOG9S39JIffT7WLLBtnGX4IKwURqumwV0hYSYycikv4o0QX1x/dPNqFMDnhaVTxeuFXytfEn7dJP/1e/+Ilq6e/vu1ZVr0SeVa5vl+uYnN64rn674W+W71/Wr63fLdzcWPq4nBQzyLSaI36bGfXz3eu8qGkZIlA1fgJYBMNGSygimezR29dbFgkQIE1ONkX1nqbEk7yuLo7+uTLuwjQZte0DOJ3fnSZvdKVU+pvqALEIYruDTUZ4UrU+vXGtC3olV1r3Lq61PtQ0leRabUSSUX/QDkmbWM4sK/24Zv1y8NO9An296N+50IN29mmZG0BX8XPrVL9Ta5evu4uaq9ukNs//p5Y/ry+vNdeRZBzv2a1eiRk0z1v3LbqvWuAbtsLjFLZWtjFk3rg/65VJ9nvI6/uWi4l1K6ly89Wnl+t2rlSX15XrNfq3RivxNB/L2sbt4W7lz9dLW3cWFpTsgtVaufGKUKx9vlwpLqHOhA/a8Wy4sQddf14ntlla2tMWFLboi38UCpVmq3IY+v65dLVxXiEIny1mU1KQr9Qd8XQK7LilLdxeUcsVXZZql0+XcLZHYLWzh+sn6x3eXTsNyqgywcJ3asSXbU2yug7NQ3wLVa8jrEtj9Y6V8179Triyq/K7gd1ikCh/r6CNUcJ+O99uclrjm1nUVKsEoF3wSeQVX9DPXt8toP9JSuVwn6sYz8FH5BP3P9e2lW+tKeZvT3OEr+irUuX0V9QAfSR3y28qgXPSNgHlYJ8EGLv6Erzfq0IPEK4WtPjj0l0nfcgk6MZk13snNNpoiuBnvq5qtebUgmpHHRXDQeBkb/Vbnn8gdTfSqHTW73XqQXOVo9K1Os9XrzNBwPs2fzIp6pzv70iAxFcGzAKgp8hq3aRQ+GbOvtZNRe+G1b/PIvQj6dZ/OQGqIdrMuaBCaDqCotb2+v9FubgZiPay3g7BJIyK9Zitoex0v9Nr1zU6vsd6r9RrdXuN2o7nV6Nf7XiTqMsxH506teSds0rasXxavRpcaf7nQc7ViW13aXLjuhvMXfWN+admKaheX5ZzuxeTNx3eGny5dvLZxZ3Mkc8+4ceeXv6xcV3/Zb9zdjG/Xzc3hS1u7fGPz1KaqV20QerPZ5rpPO/BCOtux0mzV/dn1drBNeIqaPmOXd+XfbHj9+joP/t5sBHe6jMj4fL5h6ICwezHqBQzWZdoydI2n99udTa/dXeeA+WCM9SaV2mrWo6A9I5rdzgwI6d/mAazObLfXroGPGn5wU72j6d12vRVwJnYsO7MMroR8wH8jPHHy0LjkBIZOlw6j6MSDXScPOb7T7VzcvkSbBGn2luK38MHiM5u9bnDH63U3ilFzq9luer079ajutbflZBEl5MCpNUX3FC2wfSe0rZoSBoqm1FQrDHXftU2aoHV8WrRfU2shUtqWryhBaGqmq6jQ045mBjXXh+drGY5qC7OmCWEFRmh4pmdqim/4vqjplhtoYU2xwiA0AkVXVa2me7SASNQC5FMVx6u5Rs3QPMUIBVzLsIYnz/C8mmVpes0JQh+ZReC7QtdrFpxYVYShR1POrmZYulWzVcW2hW1ZAa2zVF0ldGu2oau+F6rCoV0FNd30aBYZzr2wPcM1NU1FqZY6KvPSxZi51akJWiCkoCYlCALHsoRvnTXjVAsVJQxFaLmWZvqm7ZpobBj4Kk1rBoFnaZYL3IWOEKrwlQAFmULxXKUW9dqVDchCrVePxHyrnoQ24cO1eFNgG4IBF2k02AEdNBzP13IACDr4gw8BFvFutUttoKlBE/wdMB0fqCB3pcVztJLbidnlVCZxOD3Nd8FlNXBNJ9maeYOPx+5cPb29jQ5Raba3i832ltcWNCHMqzqIpSiEShF6qdD0ewRMd4OnWGV8JnlqWDLHyuHOaDsz7d8bHnNxpbsZUQkLaEJ3m5s8aL5c1cCt/2WwzZPSBbxYbtPMtEjAPr3tXJ7CQkCjjbXtblAKGuvdDV/xTcvRhS9oIN7WHdfXfdXTndAMFLPmO2C7mqmovhqaIXjX0HRHuI4An9d8TeiaD36vOaEvFNdyNd03FM33QycM3cBWTAE2E76hha5v1CwHF803TB2esGEboqYGtmVqruG44HtIiWtbYOtQmChGBX+EGqALHS30wCrCtL2aHZjhWbOzvuV5hhNqlo88hqPUPE2jVReGRjuzXNu3dDeERPkQBohOaNlCEQoKgyhAxH1ds0QQ6JYXGIZmBarvOgotwavZSuCHum26Yeh7NYiZF7ioSqMNWIFn8Fk7l3nXs+8FdlDTfDWoqbYTiJrp16DH/B6tSCnUN+UinA4YZvQM2QVanQP9H68GGqaTEeoWN5OEct0V81gEMbnaWOLDYSoeKoGijU/hvUgKf/T4Vp7vj89lGYToFrxqwIeW8mtoEyhq+dALhuX6tG7Fqjk1+Ea0uMLwgW+QRIcOqgnPM0Ob9F3Nrzm6aYeGIfQAyLBdw1Z8YZiKq6IIX9UVWv6vmH4AhPtazfc1lKgYehi4IJFO88k+VK4XgL2gGNH7N9aD5Cgwn0L9z9MOVlpwREcAeLR9+kZQW5XaHxqdjh+GwIfDk01P7FleSQ7mvhqGhMjlXmej6EHXi1bQuNrmmDoUjSg5qnWQviz7yGab4izJyCqDIwg6ci3Wwh1YNR1/gxQW9yNt2nLLC0Z4o/qG19nwI2+z5UeB1+jF4djbFPsLNS00/PZ2ixbNyZ0Ng73+gUDxlebtoEHr0Kj/8mm5V8wtJ1pHK7nqEe/ZbvtyhzFVeqfrN1vbpDwqzUtRvVVrkmoiFuK1dFAoUKZoS+DDSJPHzvBCGOo0L5L+hUqLD/3hmM9AVxLv5QqKjyGh2+vtSB6BS3CD81otWILxNed3OtzE5vQHSEMN+zleTZ+yMfEqsTDZSvRvdWA+/rN/RjOoUI//XP0XObrt0E2vE+DyT06V0ILePLuU0ynPgHDE3pA2YJstMO27V9bxXpXsVDAAsFJOZsp1yEiZJbpzB9XepgAqHARQhm6TMaCoO5SRvE6dzBkXM3JAZ6nOu79lJBr5FZbhstdYqhMSaJd7HBWBP54KDSc/vbwfPg4NV2v2uqOLGk+e9LkIjkwO44bSot6Q425zAF4JCkf4lJWQwvrLXrMbnIgmh26RTyofifcWZ42DLjCS4uWrHA9Ffh12octJrGe57pOWLI4EQBgNM5AUPDxtoujdDhZ9cP+Js1QoGWwECfapQHTovXmxY1yWDGuSBHPssIRLYzlOwBmv9rrrTdI9vHoWAk7qoUiGd3LsCpB8O9hGpy1Dosq8lzbqLRox5vVWiSmTBDk4IxSCpBxFQyArhQKbj8ayk2VyUOUC7PgWOV2BXAwsW0rhsr22iBeuBltDbqr7BEq8CpOovt0atGZwoKtM/drlsIFglpFx8ziEEHE/dWXJ4SWyEIpWIdBXzi7EN5IAIDblHzkagJNzECOy6a7xuSBJ9HXpKpF5RJla3NAOx7G7yipf8o38y/F+Yory2mZ2X84I3TeIb3vNA6mjZenBDiEajdk3DLw9cjKe7CKScBMnDpDmpdc+33YkD83GvMTh4uJg8UIudGS54bPQRjmbdXq80q/XiZE6PAAjjgbC5D4RgD7htzgkL6kBWYT8srDZ6m7L6iCqLK9QMEF0MuigzDFcaT7KP9cbvlzMPOgNGxKW2RimVx6dOxJKcDQM8OiZs3EYvTg8CDqy27AG2IyPQTg7ql8soHG8veSx0IQwJaeNBi+dRsGroeKalnu1qO7LAwRk7htAXMtr0XFdrzhtVqK91VpsyEmiy96mZDkCW4buGKiWOhNsJFjL2WH/YjRvtwLZ6DiEShG9Pp39DdYeRFAZjeAx9Ic6J6J8cOIzDhGItfxoUJYORfv02kFLfurMnqw6zhHvOOjQOZTcTZ08ioZWuROOhrFIBgfb0Ck1Z5/0JBfbduKgK/JAXnnE7iDEoURLEsTwjAiFMkLP6Mm0J2WJ0E4DI4Qa2avIo0MGgVQ4OcvriN857FtgGVDW+ZGY+7E8BVJgTkRgGYmICM+RQ2slzEuV0h6NmtdmmOPTbEaLInFMCi83k40Qy+TSJtCWB2NCcTpJK4oZVh8GhzkdaPGlExhk3lMRFglin5ozjKUv0xH34SMdjuDRcZyNHlxZslYJ7fHbJI7SiW7/pOYf6s8TieURn41eAYYOjRRUvPZ60B2JBCU5Os4DLo+1/amY4Es0gIDEzdj4GcbU6Y70EUNdcqnZj3MOt8CMbmGBRqFTIWP2f9WxEszNSXyo+agGko50BsNwkrFuHj1eglkz/lD06HRluFHQJElMSf4St1Ly3cvhIzlNYvS/HBkoPvQ3VkUwfIaRGhMT9OS5Y0Ce1CjDGIoyhKi0XQdnTcncJw+yOBmgqDuC7tEQjhKtrzzOgtNLUrG+op4mYhcnSZio+BYJiwyAKzUCDdUIEqEzjBh5Lju5jEgQC9uoWMksZ0R5lFSWgf48MqTnRUda1LhhPhuJ9EiD4jI4HiskeRuRT0GPdPPqOI+sqSu0fodLp1cDkygJxzzoBZLxr0vgtHWwFwn6ywEg4erV4T41YrsqeZLYfTn2Y53BXa17ZNfNLo4+bXqt2SWPHKFBELHZ0YhirzwyZHgECDzZVpeO68FFHnzVjsNxzSZxuWQHR3/iV688GCQJbMWJGU2DHvDbo1NyptGYjwMh4JHNs6JIcpbXh3nsyf1os/G+tORA8jrUQf0ujxXM05DFqePJT55RsHTy4IE4uP/sJR6xhHNJCgK8MejbyBSLR1Djy4D2KzD1ybynFzLC4bwQI0HkgCrJ4NL3YfMu0QlgzPlGB/1zrO6kBT0SJS2xFEf2IJ4dw3IpefuacJCJwT70MpJ4j9Iyi4dsh4eDnI65uNINQE/aCRj7TjTMS6ZE4mRJjyIx4SrN9fVIHogs3Zn2ZjJGPTsYrW5J23CWd/AVYfI0RKdXj0+koih1Xm3o47HmSs67RCcmPdi2t75O4pxQq0WnJpMWPMuk4BDksWLrEivAG0OSRGmuBLQpjg53jgs7FfNvEDOvxcPf5NY0G+uBlDxy7pfgJyaoHjkOfhhLMukWiZbMayPHq8lvEoKNJrDWjjskWZs8bM+rkWAybhPLJNnb1Io8P9hgy3l2eXgvVeTQQrpN1lmzQZOVUbMfRNsztJWJQnPKWSia0/zWQ7gSHA6iaUrixwM8pydO/xcPau0oOzs7//Jf/ji29ePY1o9jW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MyjOUgE1wCV8gA8vxdNVGCzbGTGXglNHrEXeAGgXzAJmDOPnyRzE91Hc0xT7CkAbkzxZ1VDJVjBPR7OV9AEcmbJs8db4K+mjSeyLVXw2Q/fbMIn+if2mry+HOOPLZCaaqS/7Pe7nfZ8eThqzAcHR+15a7nsLyeH/cP+9OBonl62g/72ZNAfHC749i+Z+KqT/KB9QEJtAyKRDzjlUchlRZytNUDF5jtj/vDB4fJgshCj+3v/41Tj6H+16btjMGY5eYlhzHfEEwo4qx2NkVwWHY7OSonE4Rvc5CgbnIQbzXRpJSpepClpz8Nhr5WFEIsQXAeNNjIlg2EDPjiycBAtyYqNjiAKDynJ5sXhIig8PD0QutEKBdNwSgZBxigaInxAUEE0n/TgQRG/XsRbaBa9TjSpFU0ayVC63tzUf+MbWkx5mlgbWuGaFdRNC4ey2xiwyrVB42mrx6AOPgSzuk4GscO+oLxGKgabW0BjyembwmNoQKu2PWGD/yGDE0cQ8iCaeinNmoOHCDJWVB0beonV6kG6kkdR4ETMom0SAnlUYlJAbDpc5BgO9wJ0DDbz8LrgkNRq8WL1C4wjwOUfAAbJuS6uj4VoXEaAJMWwWkDZccRrDYUQa8iYpIS4nlW3Q1PARtWi/9LubmA9U2JY+B9vSDGMx4tjllBfdT/qu5k833YFjOQ6eQlsLijNwo/C3qjrSSTjlSfPQwEM5PZosYwt+Pwexo5pT9GmvYvl0MpKsxIFk12VsqDnINgVDA18mbbxYGZh80L0EwizTmJBaGq7Fy3IXYTfMb8xigdKUrCFClpWYpMDG4OG6Bh8knAW/HpOQ8r0UKvKW3iv1iJK35rELK1odBnjSyyPLRwVfHaNFFYFG6FYQdKwNI4gyysmuQ5CDkcaPLbmUrDew0ITFGyQh9tg0SxfGJbH5gukHqIutprgeokNUGE7lMbVpmnwgAEzJBvEEwXDLBZJQRtrCGwkpSiGx8OeuA5YiGWJBRMQTFngMrPNcmD4w2yT2iHSWbxgmSJ6iZGRi/J4m4RATb0VYLpKeIaG03nKqwGZKpobAyqEkJMYIenERh2m27B59bsbWM9MLoXCNmYsCQpEMxoA15kP/StL32llgCbDUZtZVtHU9MQQc0IybHRlwGZSBqDDgAtXZwJe7V2IpWlad3wAwyrOpAwQ4YBGJo2Yxot4HGyKrDiYGaXqJow2MIvB1lg8/C9CADNUMAuOEFgZQItLL4QEpbZFGESQBV6v6ojC68qATWuRLhjIQGI1uuCZR0H1gewsNpF2wOaWTVMGUN1s8Byt267g7OhtrJc/wbAsDDUFk4oFY3jcBl0ZgE0kbNtF6oHlKWSwY3gAMBNS4RZWBnisDNA0h15C00pTQfXgwWyd0aZsl6qJ4TOVAbRkAQGDPkntXDBQbSRWK/FlQcqAjcwBhtMEGBgR2oDLigcrA/geS4xNXUBlQ7fSBjoNyoD6hMoAa1IGaA+vm51u68zDaTG1KMWm4kB+jKKriVYQ0tSPgFKImozbghREHuuHLOXQEccxfY1pgZSu6m0EQ0fGyhuVUQkv88TCXVQpYnlGv+SZcR6ZunWC1BYzpb2qjfIQacmB3ZkLw/5RzAcQfqxJaR2+pn7ehisK7gMP6GfHTL+xJ6QH95FKQnvr2BeYNmCzRnPMSQ2O92DJjXuM0zsMR0JXsE+TVcG89ZzNZdX8oT1aGQzRwoDmYO9tRSqkd3XfpRl8eVbKgAJk9GI/Nz0Xq72RYm0uVdGEAtBIxXSyEmWAEPr3kD6NKQreOX8ugmqKJkG7Fk2Wx5Ha8eQGnY1GoQdK0jocKQM8VIFDQ3RGscSwmdnQ60TBtvMurVBKl3p2jQ/wDSITGGxBi9cf8JdRVZeuDNCI2xhsvLqS69ZTeo7HnESvHNHwBG3VlQHGo41TB46nqHXtjAQftaqkk3BFaSswgQcsa2HBZHVyZJ1Fu3T9DbOB53HKgM3C2mBRgm1pVexoA1XwaMoAbq2LkEAx1jdg3KuQl3gJSxG0e9VFpB4UohgeqBad2Eius5pMEPWizlYGRJMyAOayNK09TfjARYycgThlCMcKQoDW1EQe/mcUmz43uFUc45ABf7omdca0oEkYDoYF8yve5JrDEB7hMJAKCGZcHV6l2RwVYMSd46R2rVGaKVLUDuYHBcsvCyh3lOp1IDHOblY/sd6HFcSNUwpDZhKerMHIjMHq6ieeBWbqJg0OQn9RNlya1qcWHugIMVTJPIMVzSL1c7Lnbthsa0dzkJfHcSRszuPKAE8Rk21NGcDgNlgZYLRc2t4/VgZsjEkZsNEYxp4oA5jQdBMxvJUoA6hH/wOH17zsGMB48P2nowzgMdXUlQFNDafOVgbI1jaadbjjygDHeYwOeiJlwOvRJg5excoAqs4YqMx+K8oATZmVAWjtV1MGaHDMJ7808pqVAeO850mUAa+ikMuv6DEHNHtMzaKU0qw2iQEjvqbDM2m/SMwzA/+N0i1OzSD9K9vXVWGUdkOzu9wy7FSpNYNi3dpYM/XUrZSva4h3uiWohnK0soS9ZOS/rj+ntUWz2sXh2I7j4mmt0+1Pt4xyddpQZqNdl25sqkUH0EyJ9Xdd1wxKdVJq+HiX1kiygumjNHvaLRMAoG796tIJrj2vGSkbiHw6LclZ55beWJ1OpEVarfQgppe29LCgrq1VrXRDadPbjA4nWSnNrFhv0OZeJ29aNXXVTCObVnmXDrmzpb1fD7JKjGhNlrWkhNN6TqvJqgsJMxvmuBpg4XWd1a5r5tlbhhm7OevqRPi6ZkBsWC1r58dbGtKhblC8IvCWHutPNxU38Bm3iO00roA+digT9qNRC61OK5tujZ31qq+YWoveoQ8qg9inwE3q5Lq0ZfCWHhuW+je2M/AsPUvP0ldJmwyaexuurRKnPWTk0rUR82MitZ4c66GXqZVz7XE5BOvksyuw6RXaDoDj+Hv1dK4ScaWM+qwX5dBP+x6bYL0+1grTSoNvysbMuN54Vbb5/pnJsV6jc7ZxlVTKSTRX6iROtbqihKn2pmX5qb3OHFu7n53Mj6vGt687OXEnrji5zaWuOslUhRm5s2FsnL9tJ7jF3FLl3MVoSX1aiEWzNb7WOUiV7x0GojH54CgdDUjCcpgdfdIvt1rp4Cjb6HaWkfxefpKKTbvxWrUbCPki0eGk0ZlW5EZ1LzA8anTkaLYem/sDh4K8XywmfZVDKVAS0ntVOVCstPzX2oG0lCu2hMh0WmnLidIL72crASlR+btcKZX62Jcc5DKNeGpRSvjnqWknnTuoTOLJkG+6SFd9nx81So/SU6kS9FeWqdYoEvm0HalP0nvhu9FF7n7FnzosTHzhzN7i6HAuLaRaQQ7V+qlY2j+vTeWBPwbgpulMJ3gwaCwyvmFonl4cSo/6y5RQ85dLQtkX60jP/SLwq7cLgXh870GnnT4oypX+XuPoMFWozttZuRSVa5NMSBp83kat9ktvV0vF/+0oloqkPi2mpWgiuSin6skvM4EXv4yVS6VFqjqP5NLCfrTeWEqlIyk48I/8tVbgw0ytFEiVHsqZdkyOl7LLcqI0ulos9bP9eaoW78QahcWynhWEat5XSkv5QKafvleUEoHigS/va2c7QmQ/WirWCtOpP5cudeS0FBkc5SR5Ea2V70z60Xwk5c+myiP/flvYi3+SivcH5XwoPhUqXX/57/KjQTmZC8sHxXquk0nlq0et+cEwOR/mhnLRN23E55Vc9ctJSuvswSAUrvsaWof3l61srp5tz7uH6VQI93k3UNrU68FG8U53WG0kce/Xo4F8Jr7zTi6aCZUl2fcgm5cSxXRlkpUymQ+je6FqOyDk8v5aIFRvpZKRWh3oEAq0p5U6dFciNMkNpNhzlXI2ujit5/Yq/xCbHATk9D7pwkVR+vhggvqxJQuB6UH7I8Ri+fSoMWzXYnG9awuI54LyvVKNdNIe8N4wmigm+qFgbtLJ1COdo35l1J4KD/qLyIcrNjhYPPSl9pIdYZ7/MjZKZvZKXR/izWCg+mje33s4Efamg4X/brR+bzitxXzlLwJ3fYk7g1BmL1JoBMuRpFQPNoLxePLwv//H/1Tcr8eiL7RjQvZvGv4j3zAck/0LfxKz1IPyopBJ/XOjkI/FYpGOEC7Jocbntff2EX92Y6llIIt+30vW/rmSzPYHC6lRiwWyn1TSxU7XL8mZclTwZVKlqK/ji2WL0q0LF3du3H43mi7kP1vm9/yfVRCP7u0NFstiLhOVAlK9LLjl4o2LO273RXdsx33x4vPfx2Zyu9fcu5phHo42c/nihRu7UfctN7p+66r7+V39xg/c7u+7d59zu29fzlzO+JOZys6tl1CJ19woq1u+6L527cYPLmjluFeFEqO63V33zs8uu6+AgR8Uiw3wcGgZo9xb0i35lpwq1He+OLicqzemw0n0j35Ti3xYun+f+ktKrIZikb3IQ+qQajycJz/uRr6Mf4a+3Tv4An/VzEUZJPn2t2lm7ace2Ef/SZeeNjkamUDqV0cfJL4hqsyzGd/L2T8IRl4vNqfdVw/++nUt6I0NNprRfNY0rBRw8qy+wh4zw7KMAoC6It7xgiNMBikzCuyR2VnWq2CTUqpJ8ZQTthq31zEpVrv4Li8lqjzYm3PoPwbvz9EOCqOC0DYbPxNVysZyLGsHkwN6Bltx43VruvWqMXAuw6MitapBQQDsw3u9AFbKeQExuMljXDaHimZXO8WxTBQ27XArnCyOJsLQTbWHYYXhOJJmtKpxdgrwAcC2nm8q2BaBoR20qWpgjcjAPi20YgwNc1KqF+kU4B7AnF01kVLEZlN3itY2VSjDAVnzkTaZrmv2t/p2g+7X7FrdeqrW6YY6oIJNr1P/TplVwpliKElOXbXCnzPjWfwoR2XDoVLui24wE9/75CgU70ojqRMehffeDzdyoU+qWX9wki5EYh/5HnaHrb1PZCEeH83TnxQ/nbxwGKln04vgJJqLV5exaaY/j936g86vmXDjYXr/UENMVxVyQuKCrqAZvE9KWcZNCkOZ4hvbEIgLce6foxs9sLuGh7bgxk+BnrdewTs0a2agDH6CNFXNPupnP1WlYGshheNX0AAr3751NXrjJzAgb99+v7y65q5c0C925enojeis3Y3cX2jm2tgEDidFoyZ/jPSeJ+gmRXTpfqJwZKuCLewGX1dIcJ4FVmBo6AHShsXCWQHCj+2hJgIgDRifw6a1Aob/NJgFqgBU4VFcIj6+tKxipODisGESBNM2E8zmBJLD+SKlR4IBsEZd7aU5m6iKmI349WbbYLu/p+9c6+r3cV/EJzH1YBgbr5+woJah8Qjw/ZsSYIjDOk4EdxXEKy7RA3ykYu8GG21lwDYQTHwYrqnwcDpKsRzdA0NGxsEBRWak4qT24EtAowFkHo9ICI1Rs+BEEtpNYtpgoBdtdSMiweFgGHL+s7ZIUECkUg6N7PoQ5I+1wfMElBFFL6XhnyFOsKAewd5JmxJLUxycJDM0C8dnFgtjBaJygAHp5T0iPmdCTIP61E6YBhyQHDwwjYop4jQzDePEZ8prKy6asm0D4vca0wCH6ss1hrP1RI1p1lffLOCFeXTmgnUZlMxBjWUgCHt5wFCcowsGmAz1GwXR9281HlIscKzVNFOF+p8U76StyoyiadHVAwsO1onaPSNQOsdSF84bOQ7Q5xWKud2Es3WbHXxsQOLTFOvSmIZlxhrTcACgYwWmwUfWTTPTAGYTGF6YzQRFCmxL6XWmwdhUGhl4xDR2GuMxYyOIVfJii7rjTINmMYZWGSuwwM0QHGiiCWusUF5nQO3xdg/JvcB9ZOZe2rtNHaIBS28DRJnFKSJJg6ZE1Oebdj9UO0djTBvwLBFdnN3CWMQV01DqvxjT8Ljh4nGm6RmnNquNcs0LbEs/9ljtpq/QV/T8x9N13XNsDeHk0obtd4JEY6C8aPO6tsmvTfpmB7QtUrg+91OuLf2ISS/uWLzqlQKhHZgZZ1HGeYCBGUMZZ0+r2n23PNy+S4nfcI2D8/cx/sqqztX20gzQ7x6zWUUyO7e1wYx9p9THPAPIjDpcuZ6gx0gV1uAgAHjKuUKKOF/imqfd4SmKmAFvSoFYtN6JxUopyd+NVRLS3lC6202l7gi16s/+4INQ6YuXhOnoKJ2NDwTh/lEEKX71vPQHcipVldphoV4oyT9OVQKpF35eEw4z+dJiOQhUY8OB1MhJ/fJetz4ftmKNYDqYSvlKMX8pnZVlyS8Xs3LnEyHU6C/K0Xy9HgpM5NAn08wokywnq/LngjDJ71XlRDtaheWy74E/DtX5TWT/sLU8mi6H3WhZqL4fzKfniWttUp9WESq06Jpr1M2n7sqHWX+oXA9nKu3lYSAQ8EU+jmYy4ZhUkYRRMhFqZaaLriQEPmxnS0uh6A9GK6VSJra3P785uhl7M9o76CbnMX3Z5YLOAX8BBmZ2/GG3YhWJJR+5V7BA0LqO1khf+3QUWRbDN9JXisRH7fvX3Bd2f+Teven2X3G/c+PWB4EbNzI3ruIl4jVYjMJdtFC8mXK7375x65+iodezzUk32dZrwsGEADouWiOBm0STxKIFyF06JM9nv6TDNbRavqsp2WBYgyZDuMvaufHqS5NyOjm4hTQmOwdXZroQNPRpXuNFZSzXGsl4bjBK9f13fYfvMvHqw37iSyO4EIcmeSTO0dIS+5GxSP+BqdHJqrNjP5uwoMMzK2RWZ/BTAZNwuDvGWE/GKumYexdMPQ7irIIWY0pz1J4vAv3DQTRbTwQ/r/zY/U/Zi+7EIrCf/P90XznPmSNHBfNbmiZ6oG4GhNRNbB4GmHWkI9GkBVewoS4NxiQgBpqexxQOOj5al46JcWuTFM54sRGNaCrcgTOwpHAQJYCR+U0WPp4hpcCp2TFZiDXarzBRCSChtQcWkU9KlrEL26fwY6TtbWsmnRaAy6OoEvzRMkPhAPb3ZDXXCh/rqGSQCfEHWhWS+dGyZUyturWDcTwPPy3EUuGSbg1j0WDzCDQaOez/Rs/Q1cdlEJ/kOIIkFk4RQIEUB+17xU87C2EQyFT2k0f+TCx/Z7+bLSeXOZ+UCaan81hh72FwlN/vCrKeL9FOJ1Plg86y3YG8oVJ6L47z5z7xRTK1YXceq9bkwPTK1fmVq6Vw+sbhiT26vxQTH7b+5KU6EgX3upE/Sv6JFtEC9tz+wslmc7dv3EPPNu78kknWH7YjHxHvSFx7kwqqnfdBysGfsdY84+qVncsp/x8sb95Y+IdvMdXaw0n1QyLeFKxas2hZDJBINBJCLhE825HWy6BlD/i+MzzESoGtI+3iqwaOgEm+gEqM4yIrYrAcu1O5mw5V6/n8nbXXLdBaFi0eWA+PXc/hO/j0zMam70i7ZewkT1PEohZfbza3dDy+dbdVaCGWsUiLVv3VcKLRibeW7X66ItdiNz8OjN5laqsaSDgoVlMVZ/jLDJelKGN+2DlQum9xdVNWtMSy/qWHcljQKuUvIFwVUnzaAUenUn4tMx52X+3/t9f0uIHP0nc1eb7tCnytZNGgnmnPySPUr5VYhvLg5TV+ixY/w0UBvspqt8nicZ1E4XoKiQZv3Sd5gOwBGGr4GVhd5uQyfffoAZXN6QRJXccvmDx0z04W4nSgbLxpxVuxSJqysAvoZMArkRdBC92MoMdyjzNmXXv1+rMkLDWFvSKs5AuxJkdVhLgZmxJSOSwiRpvTbWoJJbQZVTF+4IAoDATntBGzbGo1NXMUjoa1AaDtWfrupO+O2+BXSC6izrAKxT5dbRM8jaw2bTR6Nbh3ygJYUPzq7ZTVMn6qr9Vejl7NPzaXKZGNP+MR5ZyPmQWF1XvyUOBkOceFkOe87OPykNI2yjfsmWFxqT0kSli2p+L9Sppj6VNAFiFCwAnJfGpaXylAiZq/kAV7g8EX7MHgwjAQm8tgkPxj4CTEpZeCKdHUb+s/gB1ZEQIUe0n0Tki6nwvcgx//lrAH/s0lz7ddga+VLJgTFRCIT3cRAuqhV9F+2FbqIW2jV0MG1MNvgrlZz6kDc3M6ph6eBUtsSuvqoW0DVPJZT+D0VNVDzsGBTujg4GSLhxPtU6gAEfnOrx6uW3/SlA6pskk95DcXIWrq4Vh/LU0ooa0NROMHdjhmIEC7zQgNopfJwT30YwzZYW79uVG+S/NsfsqJpy48kbrjwo5z+q9zcqCpIzyuk7OUeOLK8Z47Lw+5rAp8nDKjyojcysbnNFXesotf7HZR7l3KtpksPPeUl3taZV0YLZFzQhBT5uutbcaEn3urK2Rhwvp7lDgjlzk0XStfq97HEyAKblk0jnCt1EOPy+MxMoF62HyqryWJx6HyniAdUw/50/IdS2vq4Vdi5aelHiJxs+Xie4hlGG4m4oNsGmmKpzA4eJ2eXz1czwkl0qerh6c0h8butKp2Xg+UwZRYY0r4gU86RL4HfvC6v6me4B4O9ENrc+tt08R64RuaV59smeGGP3qtlPM9Yyav9avMqefmod2zZlS+LJ4iwTW3YZfrAv5Ane22QligTan0lM80FO3TBlH5xJ7KEaupr7O2sZMyzTNxEzKKMAlvaw41rPiU+YlhlL96ph6e9QROT0s9ZAAel7Vr6iGArXy31EMFc95XUw9N9cDqYU9zh17z471+tlPvV0sr//Z/oeQ6aRv1+Bpssrw6pfiVu/mGYk698UREOH9tnqA0wxtdM9w6/0uuH/9lChi2nkkDO8e/XVtPmZ/MnuSruGOGLZt+/fo3xMZPWK4Wqk5/5LzPmml9/VysfLwf1y32zq7h6cyMjQENBwCXYS54/ZSWrAXxe/yrt47/WuESrMwhdBj+zWUYSAhmY0oT8oX+g5ROwuStQBZMb4Yfzw6Xn6Vn6Vl6lnBSvu0KfIPpsTZuXyvh3YlT1mPTUxdFT7aAO+fS6pxp9W4FfgB5ntTEb3Nxm9PGmFFPI42/oXK/w+mbZeWzmVkxvm3rVXFyZ8aq/Kpp/NUew/ERlScaWvyxVyn6l1IuLMmhSSpcENID3yLmk1PFj1LJyjQaLQo//HnU3yrL2aBfKsrRTEAqp9OBpVyplCuDrCQE4lJ25EsFSkXBV0qXiylJTgeEdLYYDaT9fl+0JEkVXzrqE4RUJu2vTkMHsVSq2C3FKqNsJlopptLZbCXrEyrpTLnkT6dTki8VzZZjPvQ9UO1HA4lATZIlv1+OFTOx7DBQKZcFueJDxabkUqkSKApy0R/I+LNRIVVM+WPykS9dTlUyciYdiAmNajubbgmTcriSCUoxWUgXI9F0WAqgGsqVlCCVi+kjwV/MJqKyFE5IgXxGGASCvkClUqqnpK4vGkumAiF/q5IqRQel4g/kSbGU8JWzqVpK3ktXA/7Y4ihQ+9MjOVouxvaFdECWY+lKOZo4HM1jlUk6KmdiaakY88Wy5Zcz6ZIkpxaDhCQF6uX+kS9VDEQHmelHo2IhVpB9km9PKpVSh+W2X84LqVQlGxcG5XIsHQ2lU3Kg7C9n0sVsMSlHBcEX82WiUhY9U5FSAUStbLRYLKZTfpQNkSMak/0BoRJLCX5fSSpVoiUhVS5m2qjbwplsOTcqh4LR1iLkT02PSkI3eViUhdI0k5WrQsqPKon6LlbKoL5AhWXekf70Z3IpJviKR39/NJEDv/j55R/+8XMXfnitFRDyyXm6GKtmET3m/pdlKSv5s0edSnQwiiRfKuTroedLf9YpxY8C+9mKFBhEA5l0KpbKyoFKYJn2l4q+oj8VkEqBqL8Y82eiUbkc8AtCLCCnULaUDKAdqWKx4i9HUV9IFQGxU0ZA1WwcLUaLVWsKhIWTiURixcWJbv+bYePhKJp8Ej5OhICRQ4gTpGiq5C+cl5OjGaGczaTlTLF9PlYuRn2VoT8tHfSl9CRTju73/efj5eT+GcxcKFVbcyGYCwdb3WUgHglHENvMhwexSn4vkE6XJdlf8RdLmewv4AHEu8lK8WEpnC1Fs/ky4jmfHEVXo76ilA34AlIqlXlZGnw/JVVKPl/2z/Yj+fSPXo5e+8fnnrt28ee54mRKBsjUX83VYYhMlv1kptb4XA4V7pUXiLf9E0mKCeV8LJ46KPsC5cp0uKzeQ/Wc+Ovl9y8PynKwZWbKRVGWiplCVZCqR4F5uQqcWZULjYk/86sbN+4Le6mXr+6gd+S67WVbSJfL71+TdjLyfvalq+/4b2UOXos1+93kXNhsqg2xUTiasfAUbbNQVsbCWliapclksU2zLMsxHH38UBSeomnaIlIsY6NozkJbUC6WPOXkWHSPZb7iU9sMg2rytou9xSv2FMt2qW3GwbFn1RAVix5GZRZd9E2Vd2Zpuk85aSfHnPUujqJf1aEVSIx7w+PSpaM/6sEEIRm/vtqOBKs9ti1iZ2Vw0nMw5t2NbfB41eZEFufgKKocqufi0qSV7FdToXAj8qEvlGvUw7WJD64Hw8Fk4o6QK+TTfiERDdbyjQi6Emdel5om8AGCi6yqImh4HKC/s7hv0AUVI1TY0as4x6ZL6hiAoXlwfiAPOimlCaZeOBYWyfWKtrlI8Dth02YTiThqpsLRzEyZYbdHmmLaB/PlYtpNhEaVeLiRLISEeiZf2P9/zIGrPPqhgqgo4DWhYPgPDGJNGzE7jEwKr3oAtAR8rhkrhElgWT1+99mZeqoKJnjgQ+Hx8DzVUxQXj3KuvQ5icKJMShNlglAsM151KRguwVzSJXMkyVWwMSOSHnXSMW1zUnVOoYjCh0GAx/pd6C9AHhkcFqvV8PJg0h8OO0fR6aA9X95dDouhcK2wv5+LpBvhZVuRM3Jy74PpMpsPhQcX7i9b8dF9x+8tFq154aNu5G639nDyoEv8PtIKNVZmvxP5jyi+/S5XrT6cNx5pYclQJ45/xysdMafHF/OQ3kV8Q7FegJURSTgZAF3AgVe28XkmjwjJ8gAmDdRiEKOLcHDmYFGRpAhahOixADDOIlaFdjKoCDgEp5xO8N6aoTENYQ8B0oXB+NQYvsBO87B0Aa5lxrxCgiesFQG+868Q+JQtDfUW76FadOxeuPb4k06aISc6BJEdoG8IYBo+34GGqIeB0FHUtzfsLNPBQbTQjy1G08rHUV/1XlY6OixG/PXYYaX0J+V+4mRXtMvT6f4jGLTVh/07i0/1kI4YIfunEMmv1Ygt0f+H7zLBFQjKAhgbx/GFCLM8r0JAWHQJfW2qXlXk4RL4Fx2/pICr0Rg9qFAQPRZdGvMQjW+McikUGh84V+9k9LwNrCuiDhgrYxhpKo4uoMz4wXR4+NFBu9uZHtWDk+m00x/w7V+yucbDv3l1qvle8ZCVcvEQHxb61SWuvjVnXhWiqLmQ8PEijhqja7NLl6Zks3hVCWVVi9GAj348iX68nF8LpPxu34776vd+4ZN3dgPoWzK6/DW7b347sC1LNbF1BeIu7bOHWg/OsRiTAJxk0SuBdWbH3idOZ4J/vxZtldM7l31R6We3hJ3KlZ3bN3fcI9OlbPqG+2rJ7V6mfPFE8e9+zeVXVZA8vOcvPT2v6m1OfwexJ2YV+cZvLl/eiUSXb3GFVUY/jMjeVFGV0s2s+7fw5zdv+ppH3VeP/oaAVqHZzIpI50EzImVtAvI8g77MELWwPzGuNJseNUZvy1G3e/eP05dj6KO1RpHVW9z/p/u3b2bWygcYnf1tjrl86Yt3udyJh5A03Mm+E7798sHr3dnJ59DE/kZ6w3WWE6apL37JnawFmoZu/3BHuLiTvfCB/uW3b5Z7G8rmMjuHgdtfrpHWqJZ68+qO252++r3SDbf7pnzh0Xo2FYBxsCP0NkcBTM7+KzoCjSKms4Wr7txV9+Evtze0WBR7GyvOK4Ef7ft2+8P/rDkzosmB5pDosiNFi6ZfwQoEx1o7+YK9Mpru+DIPTmKXUb9HiQ/kcj57WO7YqQNqrAmGjxafdSN3Ep/XV181r24VHFC5JsSDnZMKpUFaN1dhZslPRe2s/RSHdqpFKSPqzXJz0X21qxHXacVOAaxd6ZEgMWjmATnNMWgpztlVTe5BNkDA2kYaAkeyzWZo1NI0usA6eC0b7UAFoSnAlI244uoIGuTAZ4PawGMsru21oVfc/7g46hQayU9DlYL0UiDZFaI/8l+Rc/AnHipdnqRel3qLbvKDlxO9QbD6hjzGP944y1tRt7qxgLGbE2Jqe9BcBs4+4NnJQixDC1JNWYa1knjIFgcYZp2GtLAqToWdDiRL0cyEZC2onoB7hjQ8G8cBKBONG2flHOCD4TxlU+SrFocUaqsCMZDRc9zfwR0XJSFmx82hLc5focmRA6mrNxYU61Mb60RzOIuRb6C4Ce4fSkYzFH6/nXPEmlCt8ap2YOVweu1+el2HNDPwzjW8eaJuW0xwKcYZs3HXUM111LSnfFQI0z2a5Xsryz8e/pBlDVICHNj5HEeApYlrhGPlUudgdDRV3UglHbnvEyYhpAC0u7WPA4GU3M1/GJOTob0jf64avhccDKJ7k+lRP1QMTkL+Wm6/Fovt4buNu8HKXrW2n/JlSo3wtIMeizv8r8VmZra2ovGKo1Z7YB6jOdqBNC9QYfme2ONFtK7imG0khPr4Uu8kfhz2e8bBv6eN3OCj7N3p6CEvvb72Fvo8NMbMylpB2rFo2WWzWrSkfbGt/pErHL1t5aw2+I+2HE+IhVkt0NJ53ktbYR0J72VY7TV6BSCoEYf+0dp7bQzttLHonYwdLTCPJyS2wYTs23kvkjps2etxu10Wy67bsnvRcs3l4nmX1dISfyzyuzfcuxb09DZDO4DONu4p0Bmqg9pAl0XFfdFlsX0fvfey5bbLJeL38jFVwe9lHbST2WahvQz3FNrLcnbmles6EpNmAKOtn/4cZIBud/ANpG/LuoA5Mdfp+uWRauCE6+iKZ1XSfA+G7unP4Bv9yXDSyU0a3Wl7v5ELTpL3OqP2pNFuh5OtYTc4ynVruVAoHr8j3x9OQvfDn41KHwbut7vF3Jft/f3qg0owdm84j9wLVBPB5Hy5jH00R4+G9uKRu9Nppha/k+9OhoNcfhmrBgv3/bm73UH4w04/bp+WhMAALyb9hbmGLMM4VdhNoB1ovTEjH0hp2FYBMoS2wy+CrmXEuAY9QJkF9gvRxKB8/bdvsfVVcWlYxKDVC1rZwJcmXqggnXosHXTEX3I104t5mPB6Io7gTfFjLSfS6Du+waJaaby+pi9gANifOumWff4uk2g8lHKH5pXvGomttM3Kov+B+pwN5js0Oqw0YnGOYaxWPPSsFvhgrDbYhLIwNIeGh9WKRq/NYqXRLRbN6SgXKgp/wDcrAzsQVisqg4VnOdrGMLAiPlkFxgp7YRyNVSZUFAc7eKDDoLGKlE6oAkOKtjFwk6WRVEDZYEMMNgLR0wx6D6oWEmho/scSgYarNC4Z3UHPorJQqQxjJ0rht1sFdewR30sV01LsheJPAsVANuB36B3BvJN60XmOjmAoU0cw6HErxZy3I7btb7835tVUqizJlReLlUzZ7/elHDoV6HIq4DgHFRjKRAXOQQMG43mp4HC83V8ztcMfaxuY34j4XEvfhSAyKiyCKBB/HPUlO2vMKk7yE3aRqDVrXywh16x/nTi65ermWjKgbk2Ab7hYyiRx4as6OCr/l0nx4JcfDX19f/qN0Gf/Rx6lQn4vXsv9t1qoFonXkokQ+lPL1SPBargaqTaSicT+Xq2RRD/2q41IPFErFPbQtTC6Fcrl9/bz4WA1hx6FL7lkLRwPBYPBXLiaqxdC1cJ+HmVO1ILxULXeKBTbvH/6FhNvPLyc+0cN9YVCSuDvROWQf3NduIk4KnMPlo2ljvrGqDnvJodlchNxIOBvopZrSGFgm+wkJ8qlRKAvvsuYBLDfYybX1zFU+BrJ89gc62bqLGUBNFxISFthXB4S5VI7ulCx2bsVAHZhMQx7l7TF68L26pwCENFWlxeto2jKi550uSgrrbggdpwVgImRnLChizyleME2nKcQjVlsIe4BMDNeD+WNY4QjHQ7ATmhUGGOlkFSyaEGgOcAkpTF2hQs0fAA+s2hBLZ0kqrXV5YK4dx5w2vGiJkE4TysEtERXId4jS8IUWlDbPC4Fk8jG4th+DNPE26k05RE9FNLiGA4JNvB+PR60+FuCTfCcI4+5P2nK4hmTr4zNBgH9OBiUBo4Hh6PpQch0XsRoHawNgqMCyDccFdE0esLGspSIPiEWKcu7FAX7F/NoXoP+hL1IleJ64B2PNBLsFqFAKHSe1/sTJAGS0wBBBodVDBLkHOpPvBC0saoX9Sd6IYfYAnZePdiDRIS/dhLwhgaVm/LyXq8LhzGEFT7NQvk86gj0lcNNhBI9rjGPG0vj/mSZHvYioFHzPGjNjWYnNHdgjwhqHUHyWX/+a+9PfXwipcTlwYh3Xhw5nBYxWKLNQrms4Pr0tov1oYajQY5EjAuibW6jAlgiiX7mwiANtAqS3ivaCF9sY7nicVm+Dzi7VsrzIvUTPL+5QPZfyIpuCxz9KTz1zzwitxVHXmV8KhZV4JfG4cCXEJQT8P+QWLIBxgUSRXbquLzFsTkdgITMi01D3vKwq3hc3jJILGJ5y3EzCK/7ZPIWzojIi4/JW/TNxqA3bJC3osI3FQzpvUHegsBdl7fo1xPLWwtng3NUi6ifUwJeOY8DlqoqwISyiK2hRRbKi7qWUX0uNkOxLI+b4IIDSgfFbXOEcwNeCp+yj2EXU1VthEkdmA95l8WPKgLMFKBK+KjZBSS5IKD+RIUAR/ZVFY0SPCOxPhWz9s8pmoRPtZFAtmoTsTGH+5NGjHh8fOqQH6pLQf2pj08e6nN8fIJ2i8cnx/S8MD6eaHyqM70/j41P9I3jLNZN41OFUy4IbbBpfKIKHBufgDv+pOPTxjGwa2RRx5cMLVwPM0l8JlxbpvCQhp8EsTlYuX0YMR61yJfaw/o94iy08mvSECtXLl06niXZ56OMmK167E4Cd21k0cNPrFxbrusV18Jr6qjVWnRQXB892CeJQ6k/cV0//d66buzebhmBMckujwGardVyy3B6MaKtUoYNhlYzclMDstYqQYqnjOCYW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</script><script 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TZChanWmtK5jLp53dqUu389K1K9glku+6AQ8ByT19uOlWVFoWl047Cv/M5yuVdxq1Ulm5OVIPLH4yCvykZbmfQ75poNraZmY7PnRkUQDiTj2bwswAGAk5PxWkH2Uql8jAc5mbGLqjZAG0ArC64X2duNp0tvM/OzPR08RFDxbp6/intlkbonhlKOWMpyvoWJn4ikAs9rynMzsrM6M42l9kvvWUf0k3Weqb3R1XS2qSynMm9a6qUqWqQtrpbOaAtFwwWLJ74w6rLwnLyl9o229Zw3E/xkCLb20rp53ex+kXtrvWidISj3317UGVXbYdnmoZXDs/T1Sk12XQaHQetjejqsxeQwL/EdkAh93FgRh3skdUfM4HctlNAn0Vvpd5lklsnoKOpg6cXdrjPbt8qNNtuQZRAD5G8CPCj90YPS8EToRXtDH/1B9dqReHnu6/DEjcy8G8MFXJB5Mlb8xJ115prx0l8eX89S/XjYuO50HNoOHAVn5sVPDx2RjoR1O3jUjKyPPh4+xg7Nn/jCAFLR7stbyeXzngwil5GttO0wUnKTDAL811PB5OqLyWAg6JC0e8WPBwTr5mSU6ZAayg3SRNUXhJpKbuDo9NG18lW5zT76rKhzVisWp+JOwWkWBl7mwHADjQHGuuWDa4bVFzjy6u1oVFq/G3zobj0Zlzp1muu+qVRQ4joTO5RFP38DpzE5zJM/o7HO8i2Px6wY74sDl8CV1+P6fWEtpvtHAhkJbTcYVg994Xmmh2JX72L2rdFKOSqno6junMpitzyKnFcnNqyp2HlBQZ6RK3LeZe5llcWZ+cxIadm0ZFq7gPB0ui8Otp3UVDwlrwucVzz/RTGVLR87tBNWCWzblZOs+6dGV7mPx+9IHnnqzXMX+tkXvjjwogj3Rvob1llbwIa88Fi8H8h+xjXTcyaZCKw6kcMKgaFD2fGsC6i4TF2iLgkKyYuor3ymInUd1cpiz9dYshMTjxII7KbX8ZQUQvPiijGVROj7ly7HL5FxIlI0U+zLTSUUq/jbW4Zoz5dmFWLaV4gsucZHqQeXp0T2Jx+uk2uMZ6UfRJW9g0xAWN3zCJmCaLVYOZmELCtMsuyAbLWITERWRKXukfCooJZb6y/ck43Ys+alj+UjAqW1zF4mH7pLhrry1mRisnB0O94V1u3JTxwlZPCro6lz9+Ypc7aQY2+m4tMHs6VHwke4vMczlqVCySXxJeQKOVCuIEau8X8sjJ7P2vuYwFq7/rwmg6DK9WIwSQA5MyBz1nIsiABiLkFN82kE9DcbyoZKh4Sg+8efqoAO/psTzFmWLfeuY5fFo91d1d+ggNfHKuAp54R8ki4Gpf2VmgF0KJeCOcDJNzGQNzLy27aKvnsZbdfBN2Sl2ZVTJZy/ZabX/yE/43px9TfvfIsBSibb2m/kZOe9V9rblTGey2RmD406jv6/aP+fivaFkvXy7XhfK585/oURP28sNOwmXDqFYEOuy1RAeqEKYJBt7OvnAfp7WPG/NBMQN8U1+3MBgUTa9A9kA4tjhrpl9GtkBLOdtjP/80kBEeneuq8oXy9LtLnxUMujFEEyssrbTRKEdQu8kEh4YQm64cKihRb6/5WcIdTtvkJmDYqmteF9eUNYaq/58sxBei3MfZQ78AtWi13H4ohK+AfdoVQW4XT7NU/JI5aqYXfz3lTCXOjKvM+0QB/mpVvgD/80kbwHH54pmi9wpdUT574vTHvLKY1anGNmhqvADEWOPCvvkFdKzk13r+SHUT9foYlS2eWR5ywZdvqc9dG4cmIW4zPdaKLIX7gGL1yM6Sn2v5etX8OY3jY9Mc9S9s8OEQww97JeJgcBOAoEiBRZxeagEPwzPqQB79Cmu7Q0wwtGSA8HkUi55LghbUmtMo1vHAiME0LLUXLzGy9vvCyYiNTLIYPMfnwVrMMEpALMrMUW8Sk+YEH3paDEAE0hekP3a3mDfDRxLmRCry+AoW9HkueO1Bp3KBSC9NnnI+msixSoJgxvPR8Ff1g8MY2Z+Xt3W3vTQ3eqNdhCa4z+LzgAxaRx/DMTJkDi5/1ZhHChaKklTCh6zS3LjZ2vT/OmeStlG6Xu5+3PJ9MyqTSZsawfeVQtyrzEZZedcnNhytK1YAhaZi+tDWuquxHiHrtaXl7ALtd2RGuKXHmcDdwNZMom442ZLilMgDAcBkTt8nFBvQM2aVoN5Zun0N87AWPsZOEwENS0acAClPy1TFU7lA6Hw+lwJYccevrXf6+uEqPkWwLuMeLw9gi8/dvJMeESXMWxc7ZfqacmFJx/aHTnlSsfZ28PCg4hd8hNWX6qm7+zAMVwFEVTn5rkYkIuW6R5CyjQZnVk8NnryLNYwMearkoMPuUPsGmC/PCRpyyYYSUjSslTFhDpBkzJS5bqAIBzkxcEJg1F6T2MXDivphDFwckiOIMRgr54OTKG2q65SsWVSyJSILD9V/x4Nyk9IIcId1eGIHNmxQ6FXoieG+JdWLFoTjW8uXlz8VbDm+Zbi3eTRZ5DB4yvX5eEKF2HczI5Aa6fMBN+7lJKEJGa8HIfju7smH5HyDDNlSWjgkJevevEctGTS7RFYrYFb3hzFQ67Uruo/DfKTdHiv+dwdn/gClctdtB03/KhlhDjC4+EDHnkQpkY0bITBwilpdUwvHZqHrWWCglBsngeW82RdV3ixAYWIUupObkDq3v0EBsYG1rGo8+Fn2OSv/zYMrb1XOQ5WIYAos6TPm0lh4DadCheo0SUyDz0Y/G9X8I1gTIHIcdjj/8hV5YYnccpYl+ptzRMM2Km9MdWCFKJLMNU8H+H/n3u34MHBIBNrjB/LPUi7c9/+tNInqYwiJPHnYwisz3ps2UES0JzkH9HKLeJUotiSr4gJpktI3UhLFyIW8gKcBIawsY1pypAgTMBDtMaUUD3EQECjdK3p9uSQRVjmuvn0t9+bNpEPPzCdPILtD1fwLdXmOPK+MifDfAqlBoQ/uqLjlsLF6008Sg3Ocxdm7sWTE7xR9XKmZpEZ0A/d9FOE4zOXJy7KBldGNgSW8tV9PmK2UNuSwiHJeeVzaHTgTJVMTKlvL1cLOXKy03JqtE99XCKxXTGHxnwGxZCn8GcTkbo7/m4u2PeA4y/c8H24k2UGYJWoNR8C1c24gLffZD876neEG1yIr0agx7y9r95P5ppZ2jTLLhk7OG8Ve7cKQkTJapWLywwWezdNXxDrGO+ah40A7mOGEDIeH8TZGQVTcILyO6Y55VPimB7mbhSgvwNK9Sk9ncpLeM92ElP/yH6afJ/mMh4D92e8nNl/6WF3l+F2IeUR7PkIofSg6zBDo30LAH7TboX+fBbronJycnZr3mCSir7lCJMvJ4bwMhBCzhGPEf7hDiJI02O5+zs4wpeEEkTiUTW7c8lHq9c5pVLhPoK4oanV0NnYdNUA9mPA+KEA5CuM9Gz0pbcMzMw3VoDGYUZZUXZoJMRpHE/JM84b+p6wKFtb3qGRsGEdApg4V68sBsY4RhLk7EIxQ/aOFaOj5u8uTw2Y5P5DSdwgtQ3vLiPSH7HAFSwCk6tZCNXAqnSIwcriOWFNJtgtVUCStlYlC4BErAkysnN+FtYqkiLHGBjHliRFj4QuoVdZBsXrytzmXGUxj/gg9Zz2Ket6TTJhNjZHHBVMino8kvcMn7yGChPbXo+Gg6zMYxgJO816YCW3DE6JR3EOYxsQMsEdLBE3T+9zNTC+e07a9thPVXUu7vIw+WVpwbZbz5wgk3og780iwEh8OBRMIuRvw0EizmHsdMknWvd2BFrWqxMcnaxh8VcQZSwF/6uWsaqWBVai9lp9oKIeOk2TIq7VtIk+JNX4GIJTiflEICWUXES4G6Cy6GTr9qT0zqOlQszF7iPzwkRPJz38FsZr8G4h06+qt9dK+ON7Rfyn5LCrV/9ysoLtcplm7dDraFWxyHHoc3bm7fZVe6ytckgENzyd/g61g6tHgoVzxeTn+I6bbWra123ecU0wEU2XqK4Y/+HvPcBTqtKG4eHc8+93Hu5lwABAjHEEEMaYoghDTGkIS0xxJKGWNpSQw211NKWWtpSQy1VamkbLa70FUd2xM84xtn4GcfsiK+44hjHOJudjbPsbJzNzsZZdjY7m52Xnc2O7Igjjux890LSf6ZV39/7ve/3+348w/1zzrnPOc+f85w/9zznnp94b+aDDtd504UdYn/oZRGFB8+2p85i0Tbn5m/MbUpKK//2anPZCq+6utpJsWefvF2H6GGkevkRtTdUd0kjkNwV3LRym/fJwDQLvmkbY1Bmr9PMURwADkEQQEjIi8CuXxFJWRPNLmvAIEZiwEJaSQApPxkkIZ9pf7EGPtMkQwxUVgqLy020lIZlEvMzs4tNII7zq9tETP/GDDPCFSHICgvCPPMHHJGVAZvILnKLGpqbcByIMIx9gGQyI0kQFIfEOFm5LM6J+VV8ESB3VMJaJgQ0da4wnM9fWSxBMyCUsTmq2aUSxSxDMr1ciuFwmfs/kCkqvMJIJQFYLtJIBki7rmGhmORjgwI+w7aPHAwrWxoagzyWewznvnrcANY4D3H+D+Q7LLIdFtf84/xxhCAidA3LfiASfVsCDhFgOTGFOtDmE9cxoVlWxb9cy3SImhbAFMONoR27V6RXGcBhiY8iX+jgGicpkew/z0ZY5CIsLp5him3F9KKwvIHlJZBKmXr11dvM73IQvL32K11fvrx2fjsILrPhBuTvxZ8T0aN6NIfkEE6N8RgHpE8WNull78qtMyOzIyqTKFa/guVPjNXHrSfmHjcMBbiLNSHgIcIW90marzlgb5L3LTgjwxOS0Cbfrlx/rl+9U1g2V6H2qZ1+6e8NZ9Mb5jdwupaQeeMkd7lfZxNus9MpW9gYVmoo2/FZOs/XYfurNDCLMJ2IehRRkJfbrGX4NEVzFYgLFMAiHhWo4Szc6oCWcouwRUjPlBHo+QBwgg89aKOmTChcBkFYLfhm8PFFKETY2mgEJlSD2EWCEG8JEZYvSV58QV6mLLOUxwgZ01Aj3yQxBTeLLiBObo6eBk5Uyx8wlXvLnts1h3TEQQDlCC0IijcOH8a6qZPvq5EgocLbsRkwDyJgilJiJoRSIMuYhhuCCZT8eg5JivoxBTgM/UTdVjM0CBZ4C/CXz6eQP/B/oSFESzAM9KA5RCfL25a4c/gCkUAJ6OcGuPNImBvBUtCGOpBZepZ+UQgXyAjq5l7hSQC/yo8FbLGp0DZPSInTxOkgZEH0yiuvRKCrbJ7UGGNdrjK1sMSyJBnGikybQ4JlDNs0YIn8AYxL0SZgAhFMgedolC8st6wxKV2+xsvlpzPUqOXZturhKhP1MpVqtj00pD3EsnAGsaEKrhk1oRJ0DIuD/giSxpZgGv6d5foksYBO8aZOjp5M9Mw01S43nP3iMrnU+71YbgU6z5z3VmzXAlaHksQq803Apx+920FfFUGKb/E7R74lBppS3K0BjT7gR17qbx4U/O3YHOjtkda91DI0C2Bvtx0x4lm36GAOdRmrvSDeLzq4iK606u5CMR0sDKSVvsOLZ6PD6dtfGKefDe/SQBZo3IHamGy0aP8s/uYL8+jlmq0gDU6NgzT8k1MyB6kXqB8LwQchIooFkAViwCww+xz3xvnz2Fcd9RE4By/T3L3NdiKPGOCxV+hajjqzc5dqV40ObZDDOd33xW4lVvYsqqb22m8v5hLjL53sMvvSd2ZF1i1jIHD5SWcZLc1whVRCM+70y5ZHFkgLgWJh7mzZEjc0kju+0uCBkTsjhtl7n4E2xAU5lBmOC+24hHBVzFSPorZyAxy/f7YsAhaeWW6x2ZbPLJ1hU45xS+nmqfxJ5f45wZJxZcPhbtDZf+migITgk7ox7Lpbf5eeVjNmef12+0YvMe8m3QXW80uCTf/MQ+uoPDNWnmEH9stUgpqTJUsD+3GqbYrX2dkZolqneB3M0y5kohptoG9boa0iid3frRbGxH/PRpZ/NnNB/4Tt330Mpti6JWhOE4NCwJeSXQZ6vvzJKMJc9jjkVy6FZRogzYPVNOPcOCLNwtU4Jl8J0CAa5M2//W2y2uy0k7OHPA7odngdi0Oek56Tqf2Gh9eCPQ6nY2bPXI/XVIrNn6KfstmmtZaAA9X4HQ6zaK6STDM2mznknxphBw4K9F+hhukSxTN4GhlF9aI5WRhjj7ky9j6MzRTnETLAVuEUpB4Xoukge8xeQFvTAp8kyOWIXQfIwQUkBMnBXjMC6K4fOsKfaRpvDdVLrpfDNZfTayIpTWzMytoncLc8QSgDSyfYnBVd0btLeSu6ln8WBPYEzUhdsb40jNRzBlole9EhZw5m+rkM+aJOXpx5+V0AK8g5IywUHopIc/cMRtSpJ/0Xv1Fe9F5avQhiMxeqQKzNwChclqejJtkM4nSATsgnVjMAMEMdHKOZjkVCviAvnvJymKCjNNPNm5ZPsYr4Tg4Ni5OOFvle70XvReZCOOi7XQ9GVf6tLOgHmOGO9Ue/A6BwVvnv3+5KtoApYoIZeiyTBVKsZHo2UEXpKczEDGHJri0OGvrK3eVTkknJsqROJUVlHKYXjSllOhlpltnlQfmt4yflWAl1nlzFPAZulpubctEOmizhSktKqKbhTbBbGOzWte7G5beZjoQHUTfk985543gcFRf43SZgKdchJq6bq0c0XFmA6xZbBGbuKD68QswTGoF569TutbQTZU46y39jQtA6dmHpKPtUBOZ56z3n4qfaAxuTIAlmeo19Nm2wzXEgCV76sa3LAD+ZaMe2vzp2NnKOOUU7TYxg8+sKtgUomE57mMAFDXgjX9awD9sNxeJeKTlBM700m8hUzq8aILfWKiRByda3+CNQPCZzyiuptPyW0WilgsQ7OQCGkA8vYiXczGj0NIs9gXTqYA2bg1FMGsUBGdRj8+BzftUg2V9ExNiGl1hULuxUGGuo5DPK9bkZ+cc77O+SHZqRd/7xjym4pKL3B/YFmf5aCgnzl3E1TEDgxcPELFdN5/hfX/ZDASlt2uU6tTgieTjkLqWcQ8799eC5v1rB13OiZdwGdV3O5jE87Xcf4jyoIgj+hM097Dm8JHGcTTD4krCEUMV0rdU0ISqhfN6KhniLNWaVr1pfY0UDwkudglc+8oI0xlxYR4UXmWvhGeJC7InEvzsZNWfs9HpVSkEydQeynfA9TM0yiucRyPaQaRlbw667XSqTAxVFXEn/0TiWRjgy1VqaTxkO/StcNuldxl5fuDN1blaRlUfv12jcG3wjyZpiIOdMppauzG7OWfY3Le+4NoHVn9lrqXU9ITHQUtVO9mjqxLWQFA2TFnT1IoapL0oezzwG7AFbgDEGAOATba7NX8c6nIRaxFDGIVK4VqQUXeOxA0qeDCbCRJQm44quDLDoJqAkzWRxdGIlbWQxKnDVdQEwI5ccU02Z4CsuC8DH8/OKPq5whjfDY1Dtxxcoq4i5YJfwryIHU6K4aHUN/WrIdTcQXhPAAlZ0SGGQmsUBcXEAAsLiqLiYD5s2s7aUH0C5RCmB12Kj8CKKlGRBUgpkfReurOiHV0KKec1L01Imq4KUrsCgkl3OD4ClwlKxfkn3x2Wi/x/TtogXVYPp5QhwNitxUSfEVxWCGXmWisEXFz1tcEYnSgrADl5ZBQCYD5B4JYBLhIuk1nxtQNOa4pAtfKy7WEQnKCmiqehQ8xEb1IQ3tDXifHKtTNt3rK+VoL/vWrW8opcQvvPWTVWz6COyfx4BHQW8JD7AShLgWA0zgsFFzE0dKDpsQ1h5rVhIlqUkJWRkUfRVW+WXoLpuzUuGYbI0VWS2ABZdsEpcZh4NQqmoBcPT5Qlx5ZqDDN6/KsN0Uba4CBgYCRVdZE6yvC2+PArAK1q2qmQ6CaxbWE/PitfD4oGDQ1SVbO2++BIKx+DLr95K3QDrFnMTfVtX4RhWRMAoK/drdW5N6b5D59Ywr+JkpBFkaB1RlrfrEM11MOxlmpph5qdB1oerMUwiB/ziZum8YPhbyVd/1yaToF8o1ApMT3jbsltq53oPcpDkvfPmr5XbsgOfnZkmTjQfOPeMbZcXmcWEECWmxRJhZrNzM7av0OMAuYFn/WjqHkdPvI8DttBbv1DAb+bg6P70g5Mgjhp4r5jaaeJTKdrXawVZrq4/bbZa/tA8qyvYc+r3hGio1dDsoASvW3BVg3ajnlhiRncttrqpu0Iwv2FUi/cvkoGDkw99MAfcSNc7EoXcEQz8Ir7X9YCMI1WX++udbS4yfXwKU5xU7TM95AGvvz8hPbY/spFu3f3biR5X5yxMDo/vyxyYekhzcPjntXOHVNiLO/zcraHuk50c7tw9NUGLEp7voa0NEiQIHGUcQs+NgHH0m08nUCcVRbLYy+MeP3/pjKdmSjVZLpSad7lg1a81MDFg98aOx32hS3GtXLGy+1+X0txJ16fmQPhpg3d6n+V+VeuLno54va5KIVPZFsWLAzny6zyYq/TXe+pTkl1Gcnw3isb658x+QqhL1p0+/fQ/RXLk3DS6P4TavekyoyvoeZE+mfK4HvEdT8G/CTGb1QG6Jwid3bn3lAnkgYM/BahenDq/BevB3xlMP2KojbSOb0Y3vO2/Py55ZlLiklgFhS1JWVK3Iw8E2ruEyByY2LhrCcugXpOl1n+/xGc9E3t2/GGxCuUg9WEwC2oGnz6KU93vdPyUej5SRh/S28fPFXoNZaPbqsZ3vviHnMrTnkClf35v77ujlBUeDSDjUE88ObHJoZ81We8t8BRwAu57XV/mstK7m9Kn41D4bzHPhCOCurhTdMRg0Rh6BaIACO2KUQoyBv76SQi79IumGM+CKoC5Tdce49mh2u0RTwCQwj9kNChxCGtZui03ksLUxyfBipOu9ffFarwbtPTW6HDy/gLf3a00fPS0hPKKM3CrY/McsqgJ0LlDL8rRQD9qHh2M7uTnkH3iubvUzcGyEE1q8bdswF37sQJ8vETp0VRP++QOl8WDGO5SdIbIPG1rW2x9L4ruee33C3zD7cG6WWz8/tFBw5lZX4MO0KJRSYZy8KwMpiikfbGTRvT71hw31yO4vu74N/1HDEmUPestz9HrVqHhV3e98MJ+2z6No32SCPHHDO+n4PLAws5PUzt8DqdUXeu9U641bxrdaLhnsluJJggrmacyzGCvL46Oc4PHUw+rwNJj0UiGdsE8PSaxYX9obIrBy9DSUv2bIPTW7wiprDSBh9G/KYHarzu9bmXVDE7hU3gBsyPPM3gJ8J4JdTxhCUqgnQiVcTqcLa62ae0MOoNaN1g3vP32li0S+J4OnSNQ7rgEJTPdms0fxjHCbTk2jckhii5AHfeoBy4q5punwGE/7aJ1xjD4qtBDtjUygwo8IfU2J2pKZ89ty1gE6SUgYyraCTh+2ndslBvcWLIZE+gkiIGwSrtRTsXRaenPj5nxcWjmzuk13SGg4C6K9snGKBd0waNH547MHYn3xHvG9p4/kx7mbFC1vaginxz2I0aUoAjKiXoRF6wnMP0ZYoeyscTCnpXbzp+Z2JvaHR8KXNQ8xQyF8PdQ/FrjJBT6tDSiM8a2BlHtwHvT+3KI2akDczBo/nOgL8X7uYlkDhJhQOVodFEm5mxpWgETmGZEM+I+p3p2n5YOHPQc1vaP9rcELo6dXwSMoVNw40jXDG42ZjoXHKEqLfA86pVWF+403Vm9b65cuMkA7OaXbYygQ4cyhB3znrGRRhFb+76V2tsj36hHWJjkchqXmhTCw8eW6AIvRE8I2Wq6QrIhEuqqosyIw3wvbw4ZmlMs1eQDM09YoAHTwl/MoN4D3gM0wVjdBF8N630w2+hs0/OOnJk/wRpfI3BZjffPPHSDCT6/fVfBuNy5ZT0r/OI/aCxEXzXESp6zp2SKOw982xbrSTWIIiokz9i9OH8cvmyATndovxbqfKZHYlwUcSmc9UNhIBil1XsCDiPaOrIsToB/WbZk2jjo7mlpv19guIc13Y77Qjs99yXBwLXWScGtY81TcKNkhDXquUdKZopzb4ieJL9cJCLcprgwrs1sqI0BE0ghR7PsQU2wdl+5v+BmLH8bTVT/5h8qRvimC+EnmKrl1YzDAmk8mHe7sAUg9nGng7YndU4WIntNXBM3tM/0gELNtBJDKnxRoawUgrr5ihl55tiEe24Xfl4O5kG1dd/MhezjkpZi4zFqHJwEbxdg2mEdXtTNboly4/snTTZ1kqs5EHswZWYaFafVSnPI0G3aDVO9Zx4XQiEMgACID4eGnjGiNLxia7vnNiruHvniSR+1jr3NyrMY2zL9XPKwz1UAuZHciOqYwZ0Hw5cyDWGdCfvNJBhD3Lpc++KD485reG3faOjy903hmQrvhtEyG+jLa+iOMxkyr7Cgei0NFXh0ODqcpywCDWU0jrfrIOqQb4m36AkUhvujgyhEYXRQv1UzkvXlqRm+mY4QMUy2ZuSN2AIaBFlhVkjQRVPvMOoo0xDTdMb3xfavtp6JY7+NIYZDPtcyb5mXQy4m8OzR7NG+vl27Pt2TAes2ADkYt6w1AWmycMzjac5AF/K+45TjVAaThUQBIkpmuUEU9apPEPVM++DkZRgoCG5oJVaA9dHFkERcbCkWZApgB8/SSO0zHqgkbmy9R/cuHb2u/Z58NIWUWvCoNjb0dugBIRSnJc+EBEpUFpUYBTnBvNSwb8qp3RUeKmwhjPO0qp1p2WeoZBnTthPVy4IrbZ7LpFDOAcOGRZJ/aZJwUbumeUlMBaYJMyCoNIyiwylkET4Z6Ev0umqjLRq+X1BqIdWUCXWfkvgqFUy/ICIW3r9+z2De6wwu+xdFxoZE2azXebw+Igzi/q4Fve7uwEaL8LBfUDxkuRZLseMQ609t+8PY9snG2fbGGd4oWpBKn9t+bOtW8bs4OcOTC+SCZZD0u84ugKNVW91gZO3MdC+xzz5jW5+5EdXJlRNJ96Q4RZ49m6uONySJUFuoraqKtfjmOgeS0vbkMTbp4kjuYSMWO2Q84qAclJO3JDKDaXTl9pXbzfUHnKjh2PxJrTluCiASkOIliE9/a0UOHAjwArzRttE2FkFx54J7E70zdPTOBQUH4SCaofk9/vP5H/1yocxL/Nx/Xv2jD/RcS7OtmTMs2XV9fyCOsM1Odmw0yQLUdIa1CiIpvDIDkSdXyDgPNt24uQEGnqkFUTolmZboKgC2Zz1negw83whT8u9OM0djaorJ5dde8ONrM6HeuEXmARKjZSxeFEQQI7hxvwLKBb4r23F5uxKw8MFyfXC3E/4+IvcQugM+PMRYnHdM7e6+FkrmRVrwaicYDkAv8uVAuD9XLiyLIVPgPQ412W93SsB7MSS8SydWCOeqDYpgRV6SfGz837JPLJ50dek22Y9oXZrHkw8GqSR0oePQZx6zRBldHkfTPCt6eP/zz502IXI0C61gCfn915+/dvqFpYN7OWBgTwK8NOAHCWWOUGIzINYdwqb4Y9A7OLPDfLsZ8VL5PSEyS871RAbiMI8KoRZhCAZf/nTlaObBKaAXrICzVuRvr8rB8HM+dOAdHbLv2IHOrPud9yzg0z3DAy9pQQr0n+l/fKBvR8+/tvzjfR926mKlbKhlxNWhPxjAJZjLwCipyDAQ2JO5J0TOy1JcVYUXDFjB+V/IwQr4yUfNFApDMA6efuuPK09NHteZsmK6TGMODQVABriBk9z3yS/e+udPwjurQtbETh8viknY7z6hk3eMlo894W2PczlUFAttRrHAiOX+DDFFLHKzxASqZNfX3JcdiiFq4v0Pc8jZRJsCXdnkI1VOBT6FJFAfmsOglxtFFpBpdBwVIueFDv++CWBDPp1nomcYynote5Y2zAwIRzzKcEVGOM2buszhKX3WMvohPTeMLPDYV85T6Jd/0KMWrhexMpXGV65DEvdnn8g+sY5UZ6v+K6RJqL6nmlkeCHqnzVogVykECWDHfxeDvzOAJHw/BH79yd+fUwIfeLztrc6Oj7py7g/ee6ENG9qdIsZg45E34S8O1sh6q89VVrYdfG6wqqrzoLRFZgG9Z48NHtzSJTj15Ej7xwdOtTUJzja3v7L3RK2oetp8vYrN1hnLXbIYliY9OMHLYJ5nl5smyShM43teNpMF4/8nFTBy2lF2cxWcPBQYDCOB+2OVFjRGuuEkPo0lmG7mZ783ATf63NcYHwAwh/j3qPfrgPjxESs4+drjf9vzkyAIg9d+kzw9pagyVc17rlXifKeOu+BaX5HH7jLrr6qyfnvXNbpceMh81zrabOmd3nZLfXY/IpffqNF+iY9cX6cnrfmhklb791xjsNw6/fEI5nrQ2Diq93ck903Wpy8ZH/vGKXhu5pCyQtGvQ+bvST4WOq/BVHd5uYku5XG7LVk+NzD+ICrRQSFiAJMghGbuTlS6YQyVTsMw5d7s5tJGU1dsJ90DOECUBVuwSXTtKow3xM+OnWVakx++tjfVQnEIkiS9cAZmBQvcaeGNK3tnGEGOyRe4q81VDFcQLMwI2ZeSY5UGXlT47SJde2U9bznP3CguqoNbMIdXSah/5t/8Jd1WXMm8tkhxdau5Cd7vjOSXX36ZptlzWN5uR9AKI99aqQI0jMoTXA8oILsj907CKTgJHdN2Iktk0fUwrU7sFyc7TYSFYDcFZWeTcVCc4MTYSUtsdQbVTuLFWWiKApDKknkS56/u2OXl+XnsJjR4nDfLYycPyRN7ZiG7wIqduIUYPiWaKc1HkuyeO+yyMJzBXlx1hQE+E4Czc8ckCIjDDIyJpUy2OA74MjGAUjDHziEKgLQ4VwgFxblWDJuVpqVUTiqvAKSuwlqBCyhStlgRlbu5/0MZzwoY7vEFACepum9xDhNUC6oAJmBZJQDjLJ8sAB8BbUVGCkCLqBky+rYmiTHy9eIGreymRDjrNEtu33ETcZDfLQ4qD8JwHpIkrK6BIqmodx3CSVDfVtNRpLOWpbAaKFjiDFD0axzsYViRlggqMYNUV7GLBJgPlhgMcHZ+2XuVxSyPGRZTFKNdIvHLr96Cx9IfyOMxFNi4jLLnkY8X0GlEDl5Mgo+L/xc//vhjK5xG+pkzG7CAsjCNOOgSyMECSnNfvJq++ISuc1E4+/iU3y5+LX+fp29sfx2/MJQ3Cc3uYxz3pGi8PLBhvkF90nXcVRYlHDvmt094s4jw3ERPGvHf7QZmrqVSffvo9unBkHC6LL13Cuj2znh0RyW36YGhPsmb2iUHog9nkF4tPLG/gOYdknYtqsfCgMKrlXwawfz9thp3dU5ibypIp8zzVtX9BsSH1V9Oi3MVfHwSGb+tivry145yx4Py1hipRd5JNCjF7ob8wZkds8SK1+7xIq6g/ml0KKZBGwf8mPOu1P7o8aPDs6TxWNbnHIip7VuNJtsxy7GFwxPHFx+M7EmiOdL09Pwp2i/D4e8Ocw6hTEszqJfwITRqfUB+1HF68UemIy7x0kjuqdwZpz8z1PiS7YHg4OJA8lTkkKqD1qWr3TWLd+WbUg3KRitI+AO7ZuuUFUaGkfbTM0rJHaiUI72Gof4j1sGtk0iMbwe0y2fKbsz7lCc5xrltaIu1OTlM2DW3nz5xTsUTNuZNcwNLdwpVVokN2KSRkchI9rH89lxjcicKnGVGz2hXqsN9zPqwBUyK8uLYY6P/ttC10jB9GwuuysCGlTvtW1N9oUHJdoNR1e09bgNmqPTP9Kx0LYsjyAL6HzQ3q7Ydsx1Tn9SeHBOatqx0BTY/Y2l17keROK70zvS4uun2CSR4+2deu6tMAeeGzHvG2lko1M7tYcFhR2tYcNaxVGwJiO2VJbXQPmI8/v0UQ1MrhDeohvqI5kBJOULbLf3Xq8ey0o8sSua2N3JQl2Rwzu4XlZQF3XZVpF3J4eSw6v55Z+xo4UF5i6nbcFF4yjs07/oekl4UKSz1l4XbWXlLypcO2Q66NvRxNq2J3b/ZdDhwMDR4VRv1j6QfdDyo4uYaixqZMo4emT4c2zU9qH40fzArirtmCf9xVIyK09U5pRlOg2/ryrxoZE11tY9qbjfVOtA5InlK+dBc2VyZoZJR5KXbTfcpbaqOedNVdV486a+337n42NlJkAzYeLNlaLkEKcjSFXlxSe0WKxcs8S2J91iw/czH3e1+vB6bPItPnuVPtN2wzkZ+dZ1NlOqY4HV3d0eKZ5283d0daTdWOjYl2gwmTd1FoUN+Cb2guKC9VDrLsakL8jYdMwRUFn2XvtvRKia/xmPpWu8l4mR+Sn0l+bcR3cIxK6Lh17Twa4TEaKuKeVq4LgYFBQiKaRGUjElmLoC5hGOca6tWnJgZWcHn3dGHBY3fhA8vH53S5pvZK9RsucOrmiVRQJQpejODITiKmKAPjGjsjuEcdeBtIdxNIBnECM+B7nM64HjUeibixupyNfGHU4emtCvVObaNErFvgdkmYgIp3gvW7jHOyXk/iARGAw2iCaZvczM2KiiUYkgHEGX+q8SbK/NCa5O1w4+owSJkQVgfrkvB2WZjS1y6RBLa0R7J5otpdBwxPFEIaJsnCIVUQRKKn0b8bKrIlmXGDkxtes2BJZW/v/iWE3ut960eM//Agckg0bh8lwT5jzGERfstZKmLSUVS4RhIQ3f/NWhH3Vbim+AtlIGloigA5rTK/UAlzc84fEOOes5trg1x91/RBolAbixwCwNuifmIusYkY6/yra6GdDUHeaXLdWH5kPEh4fEZXtINa5n+QNP+0slD/Aoo2jRUaUJiPQWi2XXgjBYAmu34rBYgjU9d5Dw0zaN3Gwe+Kp2SF7VbY2KVNUUEKi1sB6L4khVbfV8tR1bDwNUwF/GWFNgD1lXfR0aaIHd2+Sw2ccvygCsFukYdJ4UZ6n3OYAz+wQZaTYNRr/0BJg8j8UegKeqH4ibI2OXuQEgBYwmNsXIeHMm6AGerjAKiLvZgJVRPBAONwR+CxlzpkHJE+odNg2KIUzJyd+lkfLxwAW8Itpk3/0uh+16IbJVyQ/Du8ftPpImcCSxvulUZbuFd6dXU1tZablnNv+15GS5L4aOtN5eEkMI5TP8MVxXPpeeWYAEJ3DGzMYUo23N0cWvMBTxztjLAMvBWQr3Ru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</script><script 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</script><script 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rTuNY0Cxtfna+lq6cZqxmpGAxjfgB+lHaV9XaOA8SE8zrpDZUjjAYxvyL/8MqpCQpVIjG3EDyfDCapCQpVIjA/lOw8jcPbQ9tCOAEA3LzVHkEcs8vElyxDba29Mm+F/Ulo/wLHxhH2HPzo1vPiNpvs/HHBj38PZR79y/uBYeFvp0qBFHP23Ta739f3/2Hvv8Cqqt210ZtXZqSQhIQFCL9KbdASBRAVEiqAgvYkoXYoRkN6kCCK9hSZNmoBSRALShQgCKiAaVFRUIFIUpJ11z5rstff2977nfOeP837Xub7cOyuTe61nTd0za2ae5350EpG4mA+SwggL/f9M4Z4NnGf25R+TVZZ0cQ70L53L/g+Uuwr/3xa4CU5MTJxNZoQlJtqJy4pZj1kMPm5rHUvLleZolz58NDIMKckr0cqVEepFCl/lpDL+yRlovJGqxhpVApne+zl5PJSoGkpUCyWqhxI1QomagcTEIWq+tUKb1A4l6oQST4QSdUOJeqHEk6FE/VCigSFKLOekYWh9SiiRGko8FUo8HUo8E0o0CiUahxJNAgj9XJ88G9qmaSjxXCjRDESujk2RZA3gpLnL+DKRUw/gpAWYxKv3zqxCNjeAk5YeNyYLue0ATp6nr0e/Ht23b+/eltXjd1eYBg5f2RZyb24vc+KNc89a+a1vZ0tLpDTaRIj6fWT3Hdh3YO/Xer8WGOBPpiQra7suaUVXhK0IGzx44EC/3EOTS4iKhsfA+J0+S5DWFCEcQ4f27++t18En3fyMXkh0upU9IzvLsqsUzr02cUOBB/Us6yadM16C1IQgL9DevDd/440BA7wunl7oRkVPtK03/A5HFtQrIpO2jW1PuizroPNXdG5yqcklQV6kx469+ebgwUaSQpA2rkvXiBFDhwaybWlfX1/fyJEjRgSyL1G81JwyZdy4HK0CQdrRN8PeDJs2bcoUjxvcJ0eNBwr/24ddvd8lJsLa8dSOpwRpT19QmD59wgRvBar102HdGa66gAmx3mxZp4eSs5XVZIb8bTtV268DdaKcqBkzJk7MOS4E6Ugxipk1a/p0b+bVB9g54g+qj8VPCtKJ4lry3ntTp4pik/ss6lDUssp95GqKZC8g2dYTs70/gnSmVUlVMnv2tGn+lulEq49UqeOG0GVvztq8GUF0nci031u8/qBW/aEZFeuoDk5mb7aS64xIXlZbkC7u3cu8eTNmiGKfH/J1aW9Z/Z+xtUxPHVcDDXkvIlv36ZH0m6wIImJZBUG60jt3FiyYO9dbuZJ3sB6uNMlJKz19lHWq6bKqTzTekhfRe6ekte9VtUm6UURILlr07rui2Hy1xMUt64UEV3smOhrb8+RJa0vF5HtW9Adzw05ayfcE6U4RNpyevmiRt8Geec+VmtJpE8KjrJqjr6RBGiYLWjGbs1yZGEF60MsKy5fPn+8t3leprnZCvYzhd1xT7LiTSOagvQ/nf+Pm9T57dRUU4mu4bpphluYEeZmetE/aK1YsWGD2ZE+6hWwhK1cuXmwOrVfoSXKSrFq1ZInHPQ+hAWTIzthsXao8oGhFBEcK0ovCbfn995cuzQm9nesu3GeuCkV21mbIcyVtW5y/fsKl1VD/OTfrwaqKVsaZX9TiLjshyKv0eNzxuNWr16yxrCq2u2Zf+OUTstJHjYJ5uwbk3CeDK60SB3+2Iqw6Wvrrz1tq86TE7FpI1O/qDas3rFm9ZnWQIlRd8hqFhO2aNcuXe6vbxxWeqOfGNag1qVpgjiC9aSyLZevWLVsmiu3ss6hwL8s6W9tu+KVqGG9t/j0MydZ7NSyVGjApSB/6lv2WvWXL2rX+I/bttrZ7yEJYysq2Dg6OxoQgfenhw9u2bdxotm4/1+P14483b/Y45LMb1NoWpD/duPH06cxMv7SLaj2Adu369ddffmn22EA1mG3Fv//+3DnPfh1ORoK8rvhInpV1/rzHDyvh8oMU/yK/dOnCBY+f8p4nG5Ft7WkmyGC3/ocfvv3Wq59b33YNh6iKvPzHHy9e9CouDHX5oYpP4D/99N13Hv/aUZd/Q/G5+OXL33/v8a7yiqpIo1PtqfYvv1y6FLDGH5dWa/wmbclb8jg7zoZASc7lok0RQYbRzZuRmTRaQV9swA6n8HhIVkhQyFEnSbDfelZ1NoLusne52TaRwjTnegSztyjaF7GLuKb6agZ+JD1sH7ZLKaDO28QZZzzVpHm25yYHl9csHIpJzaMaRQsyiv6W+7fcZewyNtJsmj0zmuItE7QhIMIh9DzG0JqkJhlsD7YPKihyyObFEf9tevj/8/O/8hOYdO1/55/7/9Mb6v/+Jxqip//n5//8/G/yE7199//0Ivz/58cZslmQsfTPH//88Q37DRsXJHUxWvpJp0L/9cWooD970KO/g2vqBZwqovS9Tpb+x4qKtkZZvoh0a5LinGiXhwKFL1AjZJQVEA4dZiEJXro7naGlda3IEW8kpY5otCWuZqcHuffkSU0sntplWFrTAZ1L9ZzW9nbdB0W31O5edTcvX3XxwVvb4y7/020puWeR+JWNusD6fs4y2w8Dlvm7TDnKW2S9wFm488QQeZRahenZlk4p5V8ubDXLSJukq6WOysm3GaETCJ387xcyrc5/XkZBxrmv3Y7YR+xDCsIdP4ynRSOKRkBrB7zmJtCOrCM7bh93hQs0N5H2qtGrxgn7hP2bguYmUXgVYnwPbR5vTNK6Ibx6vdQ1gkymrZ3Wzin7lA3bnHFLvCBv00q8EofIBMTqcip8gkyhwxSu2lft+wp6TlNpiXol6iEpLtz1RbEjMZ+eUqPmoT9Aomd64US56ebK0ytPD/0h568g02h0NLR83Ey6OQafNYEBmggynU6LnBYJh8xwBf+tb58C9oOIRJL6jCDv0Oyw7LC8JC+BeIsotrbPorOtLOvXcNuVsrl5fr4vO93aN7zS7orr1q5bK8gMN+4BQVuQvnFvCXuNtSz79fOFXLEXG6JngCAzKbYt1HHQv7f6P85ymz3KiNB3yGoA2Hrm4HyX1lgZEeoWLcu6tEaQd6lj2epTipQikDPxbAWZRWcsnrEY7sioMkPE9+iTvid95Ug51yXZ8LPpk02fbFqelHddmP3dzKF7i+4tWoFUIGUV/PRcerDKwSoVSUWCnvz0PLq1ytYqEKBAR356Ph1YemDpyqQyQUd+egHdFL8pvgqpQtCRn15IB1UbVO1x8jhBR356EW0zoc0E3Kijyk8vprfCboVBhAVVfnoJndN9TncMfAE/vZQ2TWqa9AR5gtRS8NPptFGTRk3w6rq2gp9eRoslF0uuR+oRCL346eW0Qr0K9Z4kTxJ05KdX0CH5huSDOBU68tMracuklkmIfkNHfnoV7Te833C4Z0MPxk+/T6PiouIg84KOPLrIkzrUItoyjvv6VJW07YobTUKtT8/jUdNqutBZ6DQmjcnTCv5e19ByvnK+JqQJeUbBT691b5+hDANtGT+9jiJLTlPSlKAjP72eVny54svPEQ0//QFF3oSWpCVppuCnN9C0sLSwVqQVaaHgpzfS8FzhuVqT1gQWfnoTDSsYVvAF8gJBwig/vZkiBxJ8+dGRn95Cy6ufNqQNQUd++kM6O3V2alvSlqAjP72VwqHqJfKSGxTgp7dROHG1I+0IOvLT2+nFPBfztCftCTry0x9RhMR0IB0IOvLTH1OonXRUQEd+egedY8+xIdaEjvz0TjoiZkQMBHfQkZ/eRTOiM6LhO42O/PRu2l2hP+nvvjD36F+LabWgUTmRUTgUTiKKJWm0IJ/Qt+PejhtIBhKYeSaThgeEXCFuQpA99Hv7exuLDoEXr90vK/3BFRGXUxOV3aThgnxK1XXGN4gMIujWssY46O14Tnquk+6cD1YXKcvulSbqd9BXPvUZeAifwCf+eFa6l0K+bKgC+jPnngxaI1+NfG+QN4hDHWr4fXRw3OC4UWQUGa9g+P3091y/54JECqRhRLG7fRYNfs6yvuhpu5HXVaiOk7nUrctki15fdH2RIJ9RbHaIikAJxn1otqG0ZV2Z5KmrLM1RIsmaYWXjgZh+7PNOjz2nmxO77uVWFmTHPjxLZliXJglygB6wD9iTyCSCpfN3d6qM7i7iptsZEmyO0g+QxhYlrefyobPLZkRko5esUZaituYns8sKcpC2j28fP5lMJhCZ8ff2W1vb7S7afVIS0yeibeu2rQU5RIUtbEiYjFPwtsoIV29IRuTITkVe6rZ9qRokLJiwYIIgh2n//jPIDHicBmzGI5Q73IGoBzRRPH5FO3/Q4EnvqDpK38v1Xi5kHZupYOyPUVz955K5BH2LYlf6LEp9ybL+Kj59G7TMXJUkdYoafenJDGv6tunbBPmcFmVFGd62QifF6+l2cTXHb8+qkVG5qoIcpxXiK8QvIosINEHMzE5QBM8vVkCdZU2Gfky9KMt7hD46SaS88Z1N1O/it8PUZ1FffIKOwLokk4ZHhkdCMwSKKJZ1IMw9sdoT9UPoiIiwjJOI8dse17rR9kYtkqGwAcURkTJmYSJRv0veClOfeR3xCen7C3q31t1aa8gaApkLy7oxUq1W1m6eZT1RVKRsqBZF69pE/1mTd1hZ/E4IT1aff70cS0wc4pCT7mt8PBpFiLz7aPBgN8vqUMt2pRmgxDHDqjqmz9vRrihH1TGCnKI4Z3+osE7Bb9KzjjZ5BFmvDEuNix9srDqG375PlSX+xT+CfEkhy7WD7CCYqbcosWE4/lw7X7Ygp+kStoTtIrvIVgWzc87QqVMh7AEFEsOepWsUPiWfElh4/G91/RGvnuaHIF/RM84Z5xjRMB18TTt3PkFOkIMKhv2GrvKt8p0ip0imguHP0QZRDaK+Jho5LxrvYgCKvTu2nTqnnqe7I3dHQufiS4WcA/BTHflv5eRXjR4/ws38cNe6K8gFOnDgeXKenFEwM/uWvl7v9Xrfke8I6ixr7Z7A+aR0fCKeEBTfvRWuPudfxifkgLlIVzurnSySRXAVNl1/R+cUmFPgR/Ij+UHB8N9TRKhA6+InBcNnUWgJ49sBAW7DX6LZ2RCRgPqFO1xt2tCyYhq6whMQm3CTZ7ZOCJgU5Ac6XeFv8jeBpIV7Jop/2rKeqmqXgirDYTdYvf7jGZBOE+RHete+a0MHzKdg5vwTfWQ/cmW3whQMf5nuYDtYHI2jEJsw/M/0hO+EDxIQEJUw/C/0WPSxaKg6wMbwv9IODYj65KF56GYFy6p8OSB6UKR8u8lZv8RZEf5bne2FjxXZZK9MWF/sz+jvoheXnfDK9lfu5z8cOTF6xgV7ywXbSXoiouKR/itarWPjSpH/l3YbIyolzaocG5cUNzpv3kqLIxghiYSUF+K/rMiKqlOzRqXKMyvF7IrNO3Np1HOqJoGQ2Lr/bVXImeJ/rrDOeS/x7f8682iEDY3KKxRDtGSaTBMV/GMBQX6jg3INygU5DMh/eBVNu+TI66n73PilgvxOt9nbbMQDwznba9UJInE+6HRE4qbyDwptoSK0CMVszFFy1fU/gQQGgnbdb8CJSpY1MNWVr2jNv6DoIiPDmj96Z90Mum06zbB21hXkGkWQZklakqJP976tR2XLunXXlcZ4FH38uL44uu+9ZgS89ToNxZrjx/HOa4blEYJcp3ghUJ6Wp6UUvMVLvZATE7zZS3EqSDaFPivCryDJ4V/eQ7Pc5a2nFjbDUstaRy2oOpP9SeEoVYfWodUVvG5XUcQa1BOuhkmWdWWEIDfo97O+n/U0fZp2UVB3tCVsN5RYv0tT17oRNypa7tu0lGZtT0VdZ6mFzqsBNgn8Z3pkqQMVLV3uj9ySUd7R5X9/mFhauCjCR27Sa841pzFtTFMVLMvXCsswMspdCL88h0iZ+Q0n6rdxhUj1SY3DJ+SceYt26vQcfY5ifcyevk0fy/tYXqhqtFDw+CtloO1RxVWASc+2Dha5XWt7RiM1nPmLIsyyHW1Hn1fwWnePwSJZDx9F/7OG+x/QtO0syN8UfucdaUcKuSEz0zsUiicYokPSw+OHfO2GqS+VAfHpbmYJN8vN7MMjhgpyl55zzjmv0FdcNzXLOtPbFUn0hBoyZqRnuTJfapucO7rqsQ5uDhVLVf961+dW5XAi5b0KYUT9vrIpUn1enotPyPb6h8IZshftRbspePySLZjhzRzZqFEZm9OtmRGlunZYVRnp0u9n3s8U5B715fXlfZW+SrsqeJZdR6rhwOx1ZOQoW69eVOTYE7msUfaSLUu2CHKfRtlRrm4khEk8mwrxgjyga5LXJI+gIygERcw2fEgTWAKDsuubCh6/5TrU+9yNcbW6II8oYpVH0VHukyBja7Ff7V/t8XQ8RZ3hbVY0uWjyVDqVTlDw+G9esr3rc7a1Qe0Dwu44dxz40aGDnKHJPlczSOc2Uz8b8mXU2/x7mPqyUTY5bHIYLo0TFbzmZaJ1LP0j/ZZulLptCM+y+tRZ23xaPnefqRqkxAGrGUEYOxx5OPId+g6drOB11GiqK3VxxxM6dTKQiadPnYsV6nO3n4g79p3dAqQmBOGsfu76ud+l77qXa6+bchtxmojwn1MudhNqNNAyrmXcLDrL9Rn0Gt7PzFFSedTciii3sdxGQSTbK/fKFXQFXaygxjPXIE+lN1h4lIXUMgd/zvbSyGjfgJQ+MysT9btiVpT6LH4dH3fQWXyV98ey7CaNbXUYOmyab5oPkifrFcy+8jHEsmyhW+gHCoYPY3hWso1uo6gzfDi7bF+2t9Pt9EMFw0ewwqSwukf/iEJIz/CRDMpWH9OPKfoyfBTDzT0kgNGX4aPZP7H/xO6kO+luBcPnYl/2+LLHXrqXlmAlmOFjGOTzv6Bf0KMKHt8rJnAsQmLZO+9cpBfp1wrGMs6V0/iF/kKzFDx+QF87RCzLsnJUQQTJzZo3v0avURiZjuJZrIgVEDWRCq43QNvXLGt4l81f4amk6mbUSSs194Avs7POi5PWgC8FSWBduxZihVheBdNRHobnj6VZaVZSwfCJrGy5suXKsDKsuoLhkxgciSFQgjrD52V5wvOEV2KVGPRPPL5+AzcILkBOzn0OkY/Nyz0vd21Wm6UqmD7yuwInjRSeUjB8MsND3MasMXtawfAF2EP7od2ENWHPKBi+IPvjj6asKUONYQsxPGtpzpoz1Bm+MFNfNLsFa8GeUzB8EQbd6ZasJUMYiOGLsp/tn+3n2fMMfRm+GIMYfCvWiqEvwxd3+2/NWjP0ZfgSDBraL7AXGPoyfEmG8MgX2YsMfRn+MYbn3m1YG4a+DF+KQQW8LWvL0JfhS7vzfYm9xNCX4cswiMG3Y+0Y+jJ8WXbePm+3Z+0Z+jJ8OZaL5CIdWAeGvgxf3uXxlgB9Gb6CO99OrBNDX4avyCB13Jl1ZujL8JWYJJJ0YV0Y+jJ8Zbf/rqwrQ1+Gr8LCSBjpxrox9GX4x1l1Up10Z90Z+jJ8VYZHxD1YD4a+DF/N3f6QzkFfhq/Obtg3bEjnoC/D13CXH9I56MvwNdmB2AOxvVlv9rqC4Wux0b7RPqjgoE5d8D+E7pcWN40oHGZFQAlVpNStkZuo337jiqpP7/b4eF9n/7fa3vyVOpvWZnfuIBkLtHX8Vb8Nc7V16mU/cvv1XiGp3rMfQctQkDqu3MRQNpRBWscs3RMMN3FvsDfYYAXD12W37dtuQq8hCoavx/CG5E32JkNfhn+Swb1kGBvG0Jfh67NPen3SazgbzpYpGL4Bg37rCDaCYR4ePx5aOiM9dSicIRqyrmFdwyawCQxaPl6rQeYZgvuQavxPFV29c0FSWCfaiULDZ7yC17zJ6hwty0DJIX12TmX9hvUbNoVNYe8qqFHbxqAbyYf/+E7O7fBqm31RP+Q9Q0nwv3NiG7xSTuhyZeyLSbGTbe/P/9M7KW+IrO6iImLIU2zyU5OfmsvmsvkKllUl1g5alm9+X5fRslc48f5ujK2qPh/GNhX4/S97fxhNnmaXIi5F4MnNQgWvirwbdJV6hiF6fAVbwZYqeG2StYx5PXcsu9lVVhKkEWv+UvOXVrFVDK3N/mzMWldvXR2SR1AJMnwTlp4OESPI/Br2WYZnsRAlglCS4ZuyofZQGxpDED8y/HPudxePD6AuZPhmLKF4QvGdbCfbpWD45u5R+in7lO1WMHwLhtdheJb/iYLhWzIk54CK0B4Fwz/PoHGJG0KoA3n8mEHYM60b2zlP1fU2bMWaNPmKfcWgh2N6aM1efx1qNwi0M+wLrHTpo/QCu8CghuPxjc+1KaDqXmSI0PqWfcvOK3h1bQoIdcr/wP7A/p59z1Dpr0iAM7pQJ358TSBlAwkcM6uXGHLzQMrmFwXDt2OIav+d/c4ggWP49gyv5q+xawx1hu/A4HN6nV1nfygYviMblDwoOZtls38UDK9O1blELpvbHNI4Hv97MUE6s+zy2eWhcYNKf0WC3Xu/UKd/hDNJLiEG5w8LbyTU+f/ePejZuDo4/pl0Y5CHiFIIVzB8d9Y8vHl4NI926wzfg82z59nQs8mlYPiX2Z2BdwYm8ASeT8HwPdm98HvhBXlBnl/B8K8wPNsswotw6N1YVj47R7tGpFyOokT9FkkupT6FOT4ht2W9WPk85fNAPQfZUk2vrzKMvkvwEryoguFfYxNKTihZmpfmjykYvjdD7DNenUNFx/B9WPfuNXgNXlUhZPv2ZYmJtXltjuqQqn4sv5PfqcvrcjQI2GH9GZ5BQy8HlQEVAxjexabyVF5fIaS7gQxD0qf507yRglm419no0WBgZthB7JdfmvKmvImCYQcz3JI058056gw/hBUqXqg4JHOeUzD8UAZVBrh0wsbwb7BxyeOSW/PWbl3Igqaxo0fb8Xa8rYIxeZNBm6sj78gRJmX4YSxMoQvvwrspGH44g+47uE4Khh/BJkdNjurJe/KXFQz/FsuKzop+lb/KeykYfiRD+HQfrmH4UWwYGUYG8AG8n4LhRzN1/bAH8UF8oILhx7DzznkHijyoC1nlsQx596bz6RyvekMqxzEkppvBZ3A0MD2OZ8jIN4vP4jMVDD+Bbdw4l8/l7ykYdiK7exc6KPMUDDuJVYuuFr2EL+ELFUJmPJlB93sZX8bRIKTybfZ1xNcRK/lKjgamxynMiXFiVvFVHHWGn8rqPF7n8XVcw/DTWMGoglHr+Xq+VsHw01l5u7y9kW/kHygY/h11t7SZb+aoMewMhvQaW/lWjrqQRZ3JDh36iH/EUR1S9S77if5Ed/KdHA1CKmex7OxP+Cd8l4KZ1Xts1aq9fC9HTYjBbIYHgBBDQYOQyjluorgj/AiHYkpI5Vz2xRfISH1UwcxqnrsNMnkmR12IyXw2deopfoqjOqRqAUtJOcPPcFSHVC1kePEKPRQ0CKlcxG7RWxQ6J98ohFQuZlCAz+JZHGIoIZVL2Ax7hv0z/5lD4cSswVJWO7J25K/8V466gFNVOqtc+Xf+O0dVSF/L2F/2X/Y1fo2jQUjlcnfAkc2zORoEdLjClVS8wW9wVAZUrGR44Hub3+aoDOluFetmd7Pv8DscDUIq33dPK/cU0MCs1Gq2P9f+XA/4A7fO8GvYiOgR0ZYa3T/kDwP4tew6v+7Kp6DO8OsYxLvUpRgvkAP49Sw1KjXKVVVRMPwHbFbMrBjIoUBGJWAVN7AucV3i1NVdRCoYg43sufLPlY8RMQI6KobfxERZURYPKgDDq1Fe4geJCSJBxCkYfgtr7DR2oGKNOsN/yKqJaq7eSh4Fw29liI3OpwA9FsNvY2fFWQG1PfRl+O1sjEIBUcC1MfxHDMrl0G1BneE/ZhhdFBVFRSGFHJ4LNSCNiYuJKyaKCVQag51sa8TWiFKilICwi+F3sXffVVtClFYw7G7WoUMVUUVAvMWwn7DOSZ2TsMIQaTH8HnY28mwkRFhQZ/hP2WeRn0VChAUiLYbf61448BAbYiyGz2AXnAtOY9FYQCzF8PsY5AafFc8KiKIYfj876DvoayqaCtgY/jPWIaJDxHPiOdFcwfAH3HFiM9FMwMayvu3uvpxwR8wiJb07Ieq32YTK6tP0ZXxCBkkHWW6RW7RRgKiK6fcQu+S75IO8K0RVDH+YFXGKOBBTgaiK4Y+w/dH7o9uJdm5fhj/KIK/XXrQX6Mvwx9jOxJ2JHUQHAZuAo/5z9/LUVXQVUGcJqDjO8Oixu+guUBlQcYIhPWVP0VOgMuTbnsmWRi2N6iv6CsixmPl/wfCGo5/oJ1Bn+JMMCicDFVBn+FPshsIgMcitC5j7lwwufkPFUIHKkLmfZkgXCZUWNAiwOsM2bBghRgiMQsxMzrIeMT1iIMaCupC+vmKdO48T4wT0WozJ16ykKOkqr6AuxOQbhnSYkFOBPIsxOsfCaTiFOArkVgIW6zx7K/KtyPfEewKqKiG9XXBP0nPEHIEGAVbfst/Dfg+bL+YLaKuY2VxkMfEx8cvFcpGuEGDwHXvnndVitYAkSshMvmdIBbpWrBVoEGCTxVasWC/WC1QF0JdYAbuAvVFsFKgM6ewHBgFcSKagQYDVj+y4c9yBZMoWhYCKn9i4cR+Jj8Q2hQD6MsP+g2TKxwpmDX92b3D3ir1ij0KAwS8Mws/QRkFlQMWvDOOVA+KA2K8QUHGFIZnqIXFIoDKg4jc2WgFyKpBVMfP+3b3IQU7lsILh/3CHtpkKnyuEbJGrbMCAU+KU+ELBmFxj8CuBcgrO5B4ff85/s6XuR+GJdV6cF98oBCxcNsPD8oviokBlyMz+ZJBHgqAJhFPM7G6wgeEDwyH8AcEQw99kkFT/R/wjIOhh+FsMLwYtackH4kEOf/Av7wWWJchtNtk32YfM17gZMoZ/uU/dqKQSCh6G/5vtorsolDvUHXBA+zsMkkTRMlpCqSNgNe+yEfYIO07GyVwKIav5D4NTXYJMkGgQUnmPTSg2oVg+mU8WVPAqBbnPfm7zc5tkmSyh3JGzBLlqCPKAQakGjRMVzLI9ZKcqnaoE7Q9YGf4Ry86fnR8aH1Aw8c/A4iNjR8aWlCVlGQXT3OZ4e/iYfEwWUzA84U/kfyJ/KVlKwsbwlBdyCjllZVkJG8Mz3qVLBVlBllMwLOc4TirLyrKiguEFr18f8iGoyWFtQSTfu7earCahLmIaO/xk7MnYmrKmRJ3Hv+RLgAqBID4Or8/asrZEC3+tIGF85cq6sq6so2A6C+f7fft9OA5RF9pZBEf+3xSZItEitDbSvZmElkiqglcbmy/BXjhIkCiOtydNZVMJwZGQymh+IuJERAvZQqJBSGUujosC5EDQwCxqDMeQto1sIyEjYvhYjjvFl+RLEnWGj+NVFDrLzhJyISEzyc2jWTTrJrtJNAipjOdhdpj9snxZdlcwPSbw2+Q26SV7SdSFGOXhcD3uLXvLVxWMUSI/exYaIH0UDJvEz517Xb4uoRBi2Lx8hDPCGSKHSNSFzCAfX7YsTaZJVIdU5edD6VA6XA6XaBBSmcyLf13862cdDa+StfyJJvLe+xd0Ywu6CVKA70jekdzKaeW8qGAWqCAv6ZR0XlCApIjhC/FLziW3LWIpcnhoaQhSmOMM2sZp49oZmyIcl7+2TlvnJYWAw7woR6Z2kDDKqdCCHIIU402TmyYj9XBHBdNdcQ6hng4K7RQMX4JvCtsUhrawMXxJDqWyTk4n1yaHX+uok8Fj/FbyreTOTmenu4IxKcXxDqeL08WBmeFLcwiYdXW6OrDJ4dV3rAx/ocALBbo53RxUGoOyPPuJ7Cdedl52eigYvhyfFD4pvKfT00Gd4cvzMnFl4l5xNAxfgf/p+9PXy+nlwMbwFXlYWM5/bqZbQSr9m6rM/aIW3zwUpAr+hYNP/KvI0wYI8jgPEr4QpGoAQfOOejWCvBohSLXQZtVDiRog/OINbvBKzZwZ7iuCVDWAILWC2tloVzuwL/epcp3Q3p8IJeqGEvVCiSdDifr/mk2D0CYNQ4mUUCL1X508Fdrk6UCixHJBnuEhiiSCNAo1ahxKNAklng0gfL33/z1GkKbuBva8Hpo0tvVHkOdM03ul1P/N/rXQzUN7bxFKtAwlng8lWoUSrf81mxcCGG9s8mLOQYE4JsQsIWqpTc6KtC5rWevbAIK0dcnPD/nijyEVByDISy45uc+iLmWRfBEQpJ2ZDc+jZtvebTS/z6KdFSxrQCdAkA6mUY2GgnTMaQNXU3iWwre0U07vbYchrxkgSGeXPNpn0doGyPIJCNIlp2XVikgrCgjS1cziZJog3Xjp0o8GDnzttRwFAqi3SNKd2+pnyJB+/cSztqr4JrLJJcua97LtSrjEw3nMGjHMqggRFUl6uAFqw4YNGuT/1iD0P/UZSV7mmzaNGTN8uPk6SdKTtw9vHz5u3FtvBTSX5BWO50ZLl86ZI1Lu9lkUM9yyvhhpu6of9+EuPsN6UL7qGxkl75S8I0kvjiw869evXOkt+JyCtqedYCXfsyR5leNB7gcfrFghut+NRhzE5a2W1WLhFz3RLn7JUnj5Fe56OclMSfIa3+3b7duwYfXqHFEISXq7HW3fvmFDgETC6oa2JH34Z/QzumvXtm1B69GXQwjrzJkTJ/xqETCpUkySfnznzm++OXXK2wGgY9NUT/35KDlK4hEjPJb9tZIM4IUKVbAruEII/oMPFQP52bCzYZXsSjbEDvwHEqpe5z0q9KgwxB5ij1QQTw7ZbFnN3rSDxA3Cd/2p89POsIJ+InzW5pyc5EsiyrUa0CI1MT6p3JxLY6Z9dPuktrWtqP/Gep7fqmkcbCQZxNtHt49Os9Ps1xXEk0s/saxD0kZ869JPln4iyWAOXbA37Tfd/Ne6wT1TPYSnF0wvOMwe5qbs1utzuIZeHzPvggUtb93uefGxVpb778isRwX/FT1/LSLaQZxoxowr69W/V8KOhPWoMqLR1YEPcpfrhcUvnnoql2+H74Ne9cvN6X76cVK1E4JFp+zKSb14/9HIzhkFp//oy8we5QbGRsz/9HfVy3/u4/acwC4kGcqHf66gVgcvdeGV0NP+OTzR+s8/hRzr0X/1E9QwgM94RP9XJAOuRU9X5dEdFrZCuf6R+ef/6Mbwjt7wn9vfsbKoWvmHWcpEG3T5SbeX5A1e4+MaH4+1x9ofK6iV69hT7akKdS5ei/8o/qMNVWq2qdix55DNkqTxdJpOJ9gT7PEKesduK6aPU7UTo3GUvWP5steZ+Z60dDTv2oH7ppSb07AKeRStNn1Ow38CageMleRNvqj1otZQOIGevJ7B3AvuDK6PvD9SbaCsaRkzNk+ePaPmIL3L4pPadtkelz1y4zWxnh6eUraXNWOjlZpo5VH8tjhJhrnnxWkKkxTUurVbi6UteB9R1xnf3Um/FnZ5+Ja4moOSGg0YW7VTj9jBrR+My67X6PrcC1hnCEvVnHo6rUOxdmslGc5LkBIEqSc3KejFy3dErz/Nlth/2fMW+khSo1V5LAn7fEckGcGTknbbu+0dCtqmwc+uDcFf/EryFt+w4RNbQ7fJfKjb4C9+JRnJ37fftzMUINWrWx3b4bZS3y1MHdshySg+055pQ4sFd4lqhRvF6p15BTuzuE/tzEax6G602x2iddEY8ci85Tp1Hh7D2Rw2B4ruFxSEe0ody79u83UbBDSD19w4npmUmYTou28VNDee+5J8SfD1Aq+5Cfxq2NWwH+0f3ZzVmpvIp5SfUv4n+ycbfmeam8RXRK2IQhzWLwqam8yzE7MToVMDD1nNvc2TFOC3dEVBc1P4RGeic82+ZqOt5qbyidsnbr9uX3fT0WtuGp+ZMTMj2862EYetuel8SfKSZDjew15z7/A/yv9RHj5TsNfcDF41X9V8N+2bNuw1N5O//NTLTyG9INpq7l1+KOpQFN7DoK3mZvHT1U5X+9v+20Zbzb3HWQFWAH5l8E7S3Gyer0C+AnieAnvNzeE3om9Ew3MY9pqby19NeDXhnn3Phr3m5vGnij1VDLHlsNfcfF65UuVKkMOGveYWcKS8h5ch7DW3kC8ssrCIIMLNn2pZ7994ykm0z991LPzKlKUdko7kIm451fGpz7tOSfURz7pX0dduOv9pyrLsPgXsRBvjNocs4unpcGSBo1tgm8w0NzJdFeojyWLetU7XOsjdhDxWovvkMGhCHfzAst5j9ttt7cfzqkJ9JFnCEbwbpwCfOu8SfDX/7+qqvdTNnwBHWsSs+weGi2MlSedTfVN9iACHJ2TOMFKSZRyP/JEbCsHdhl/O/8j3Rz7cwSG62/Ar+Dl6jiL0GjaGX6nurxF5DQv/sFWSVRxCEakklTyp4FVMrD4jWg3NEFxo9ahW8cCoMPX1e5/nj8ofhZhnRFSbjlfzW+SWG/SMXgy/hiNhFp4aICg6YJZrOUJKEbKMWDpjsM59qz+YDCY4DgIM1nPcV75J3nTjWo3BBxz7bbgCHsEZfgMPKx9WfgQZQSBxZviNHIquY8lYgrc1gYO5ZS3UYK5CfCJGcGoA5/2RZBOfMgURoJiH18+PW1W7GDuaahW8LS0tqpqr7bOZl44sHYkoWszZa72Jo9sqrg/YlpYVdcstfCadSaeQKQTLIlLUoP92cR1fOsI3wifJh3zRIsSBIvjV62hxbIK9+6okWzkeDiLRPOz9A3UcQdv4d/Z39iwyi0xT8A/XUbWdq280W0AWEFS7czw717LCathuZOhNW42KR1nRZwudWDtKUbeLS/IRx5VuKVlKEH1qNuLHfOjQ5WS5K7Ju2B38iSJPFIHIK8JH/bcsmPdO3txubr9P3ifpCsZkFz8aezR2LVlL0J3HX/g4IKG6JLs5ThsItVyh4LVpuR+xFdTV4EufYc3+61SztS9I8gnPVz1f9fVkPdmgYFkHvnB1MR7RDOtKP5nyQ+GpsRsI0X++CgtTn/NhtdXH7dUrdNBVYuJEH9njPndDHnckjfc/SagQL8mnrlfVHrKHbFPwPze8m2CPnCDJXr6f7qd7yV6CQE+RogwHL7WscjoqM9r9Ui2uHnHmnk8dChkc58D9ZD/ZrZBz0LxlB22Fffxu7ru5D5ADBIGeXqNfOiOUXK2eFaFWj+znkHZHPvZ9CmYrf8ZPnUIMJ6w9dkZ0gn3ln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</script><script type="text/plain" data-id="build-stats.json">W3md1WRiUvGR9yMvvY1UlIyazEeYqjFNzVAzxBSDClSTMVt8vL63P6M+oxL2f9liSGM=</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>
|