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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WSwJN1z/USVWHl+ey17afJ921Y38B1teM8Vc8bOk8ZCsxta/dkhP9SdDyvHlhZ+4Jmhvv3AhiJltwQKQ24eLI1+CgyUdXNGihdUaEY6/PCZJJmqYjmP9ZjvVqOHPogrPd2D+jQRCKMBam76N9Ci32wJpUD7z0G130Afrnt3xYuasq0XY0I3hg0PNGStaxn7/UEXxwuK8kAZJgQ7S2mCHQn/pnb8x5Xh36P+KmH2sBJcsqLafL8yXGyvSnWPrQQXLUM+hOdnAZ5/XlY7Y4A33mOjIpO8T/Lwh0J/2NeYaQevsiK++7ey3PxEfIFu+mv8Ovt69O9Sna9lymYUohFYUOMF6lVnksPP4cDZHtWbX3AEHVKhbesbxwCwk59NbnAWkYJeZfKAm4h1KSWKVdtixz6Gg56jPpJprPdCYC9PKiXlzBg2LfLwHK4k0WUWeY0KC8QjAWtrVquZ3RSiUp97CZRJuVpsvfKjkIM3JSu1fcABW87BqNmloDVaKBt1h1Dnveuye5NS25vOqH0LlVeFmmCmf4Xy3hFIpuog9h03JGWw4SiHt7RdxKEgWyi+2kWUnSkCh+PPBvwDXKOPelBSx225XufKo8/0nsnPNpudscRpdFAWygZGBbb9Dy0LZUWYVWChDhsXRga3lwwNN5KkNUGz3Lc4XBGrgSjBFEObHyBIlDyjgjgZS3ygLZck8TWywYYSsXhfPhi5jx0OCntUgAnzRACvwNYvH/hn1ZtYq4JnKGL+8tSe0f6oJexuhCJ4x8xtdnOPvSK0sewjv8cQQpSxam7uBLxBllFk4DDVNhHFZJrf7Tyl+beS6G4vHtAxTwmEpulI5buif+5FZ2u0XcPSjVlWsJ4AUTnM8U4gkoVkSGVw7+y2R80rWvKAQKYRRb6XQP+zQilObH9hkvJN88qh2Mxjvl6Lr9Kq1fBzprT4lrVlu2H5ohmbWg5YUVhc4K/Z9xhJXnQO8wkd+4Ztv7BlDnnZFgLrhrFlkIqh0K+3TLx7kvE3rBPGLPGS9aGS+x7kPQuDVmMeshdNC8Z2cMhqYDSBb2rRVWXHE/ExfwMX7a/bUmmOpPzVbQ+BEk8tlQ60aiQXalzvhX9zxkcE+mKgZZu4PAyorRtdwFxxrwXxrZqU9f6f5SOuKApmVGfoeqSigjYZhtULaNrVLtkyyGRV68Ta7GXr3/tcjFcNqnEfN2UtoOYbrDpDUWYleaTX0O7ibbDAw3zDSoplw+kiLEnHP+f4p47p4U7W41jB1ZrOxmLIdDazJh7qOJpP9iF/rHmoEClEqzXjcL1B3IFlMIryLbuj1xCYaDdJgnjIiGa0OwlCPDD7nKTswrfs1ERDsHwK4weUWsV+IiaAgeR4Twg8LEh0FLyZKccmUESto9r/UVQnTRXSfoXTPLsyFkt16zVIurkEFKJTP4PNkjH+D/nYB0aooeVJiVhjq9MNLa2FvUpo6VB6356jYzdp2m2pxlVWq4tvWqiYYnb6/csGJgUTP8GhH8YCDKtjbE9nZE26ljGdMlYZmJgQqVCiAj/SnStZvNlZgxw2OVk3vGB5wo7oSAw19c8QQc5ys3TNwBYmzEYeMzwp/2pJtLRORoYnmGzw7bABKqFti9lMdkuH9m8TvbAfuTA2DfU2oO8w+XCUDRx5QHGz56RoZMqKi7Cb8ZEaHSbrFO2dnfyIQdccArUFlv1V4UR/HnASjMyuwo6yot7HvhvGntYcnvF2HzM69sGig00xPJM1Ox1Qm3BglAqH6ZjbpeY0rHkxy41bFUsDDqcBIrG8UOxnptmQjtJG3LgSoQ9FjHda1+j40JVbEAyegFoaNSOlSvCfphbp+DmNv++VNcNsAGSTG1ZuEYGO+Sko1OZZLiRzTPkHFUbesD/rXCkyfNc4wt0Kboeq1+CkZGxfoAlpY6O+hwPsgK93cLBlAqebeMJl/1mpqFg/4z3iuTCasOBt4zp9UMg60D2NvY4laDiEIh1UpUxePN5+pD2t+DnNVcAmQYNxaAh/1S4lG1vVPfzFOJwKxKfRGCbWrNRHAzefNbhd4a2+n3kurt52oh/BZtTuQxr1/nlXC3w0GUDgOJ4ljTqX9IHn02n5yj9pqf3qAlvTVSZAzOQdAXKz8+5jDg0dX/EBYiBNJcKO9Z9Bn6WhQdvmLIamNHs3vtLR2Izu5w94sDb4rMjvELu3FUkVxKjx02f1We+mvnheqsi+X0gBIDTW8X36G7xbKiqKJ/Rx8HUjqtmlAL2E2M4IOftkfamsMLBBTFjNwYxnCW2L+sAz0t96A0jzRuRwqGorLgNvTkuzjVSqAcbmizfWlRZ6s34x/3irLmzXRPNaZUrb0kuG37d1Dno/+6z+1ZkhiJVkQ4E621o6nOlJ0WrLrFKJIues9bK0B/2PZqlwC4itlLHmxlBiXN+wRsijXXYfrdySzq3Ti547y9SiDj8O5CGHAbNPo58rKQHnZhCfcn57rYI2QfXL+sNP765vzjjuDbz/QsuOSvdtVDALsn02ym40Vn57z8QVvVy76eSxeJqRnqu8Fezq1NBwsExvTNzLWxzkU+GZPR9X2+DXPi+IQ9WhwPbLlHSsbeQCOx6AyD5vSLVvaaGUF0e5pZoDUkwfiWXRGsuXRrIcrBwkVrx7qo67U8byT5VbGN7Z6YxDwnJwIcFBkXuI9QrLekNocyDtYODIsoy5xtQwSuy63FcpFc8HNyKs1aTWYOga0XWACMI3DMJEvE6/NkeQZIOQ6ZONjmE70erQCyZgmDbeRi+Ye4/xZ2v6vSVkn9OqOxTD+R6TLr3uiuN3xnyoCyolgSq5FWt1QFU2IJvQxxlvWjrRvqLj+W94fZcDp6Y75NKGJOAz/uujmYe8WwugavCRoxlWWZgo1T0dH9dPfoudK75kq/3wmMOOOni1XjutMHZqRFXluw9lQxSsPCf9v+1sWRfZUzQ67/056FISusMyzBbch99YMq+AjG8hNoKmE1Ubg6tJ+i+D9AUz3azgIFAtqzTVYZ+pkWE6kzvbpAHilYCN4YgYY9TBgvT/s96Qq0QZBZZBRC1SjrRCE4qog/n5nI/4m4VHmtV9IwZ8GLHEfNHKnDziVNgjTMZj+7nYbNtOYOv1AjWjgSdiY1FYNQiygloIv5dEIYjxcSDJTAeUsJShBQw2YICvqpB8HLR9Z4ZNAbo4AL6hE6x3sMRw6BNSB2ntSVbM89uPn1SUGaEr6N3sp3/7cHVFSzYgHbxN11fnSlC4/ah/4gynPcfJy04TOp1KBzJhmX8vH4odVfWH/CmH3Cgj30nvNbmktdOCzLf8JxBB6+4mRg/bgXLVf+4yLrRPRacV0VYpu947Ur4gfIDxktZWxmx8ULZmbdFv5J5XHt4JHYIwcNKwvYCmSap2RkAZvLHjUdlRwWt4yB+jYlQHXhl2xOxFpR6LJD3utbB8FHtOiO9JTivgB/xW+KZJ63/L9h8C/QXnxNAtoUM5X/RNlIg7IFQglVzUWR/FJZk61kfiJOUwHlK7H3CKDyah7V1s7zjW43Q2j+nUn87cVJwOFUib19lWFkWdbNdyp5GoAw8cTNjAouz+TR4RER3YWO2x+93mr5DiLJvrgOMecl/sJ0gr246Weug/jrnutN94aLwnnBvpnloe7NiIdTNoyWDqtEFaR1IWN22/1Xa33rv0lxq/GjucFtnodMagErxoPB4IgR7/iajxjH2g9gsVJenJfyPV65nw2zdmhaiRzAf3L3vccDf0BIaJHT327bACKLGnU9sID9ioXmkAeyuVttdaRjjcONxSxEU1HFA+WGya/OnM0Bt9OOqEySb8ORzvSL8qzXYwwYGUZ/3AJlLLhtcMk9sGu8c2Ar5rYHLSG24tXve4hh0mkLMc6uVOWy/HmPEzsVnixtvWvgh5/aImzEoa2n3tIRvcYFtSVAEI4J3a5bIoUlgQOz472N96o2Ud7YWDlc++ATmhIBz2NUYvhXsjkZ8ttkBR3grLdDs4aZ2hQIvZ1ci6u4+pKrDAvj7yiAyE54FwrQR/9cPpjNTWjsz0fkXbUqrutDyNlldlMPAgRmrvd2Vw1QD2YcLKFW+izPbNsdovxYLLAG9Z5bgVxJ3a0xlEIWsBh/qJuv9rplaOv50T1Gs62SBavbg6KAaxbyjVNEits2WG2wN1sPZVu1OrOdjx7YDcPVUZzQUYcjqDCYZlucHi5d2J2ZfYhue51hF69kUYtA+uq+33sh84taRS+p0hzNIry1qlPVhA7T34lZY4pBD6GCJeVxmyb4xjy75vNMk9j7BtslSmc/tXYk8k/+XWKdvfGpKglft5MGwXUKxjiHVRG/t4CZLdaHKiaPdOvs3P6WixuDZcTWV00SmSAwJhkMpyrg8IGdu+Bq4IvfIm2vd0plVQhQuWtXYPeOikLF0dEAFOZ/9SZoVW/U455ZwPFVtvlbBP6hY8FAqWGyuoBGIBnz4C3NxMjGqAwRzQr3FY6RC27XhvqtrZQnSpPp1dXvlv5Wb7RHIZh9uQvJYVynAEHZVpB8waavuJv24yBKOyptDo/Hts/DWJwQ8ywW6PM8z5GdZMGy1bWeonHlDWXMXpgM2NtVxNl9yvaNAIszh5YXA+CMErG2TsCVtQ1NdO7DPjfpEQfmtjNVYq64D/dwZgjWM6gEEFl7N21UDpZVOMcccMFDh7NBVQWlWw2z51mKpZmxIO9tgPUy9OHilZgxqcSzUZpHYwSam7SII9/qGdTQrHMwSI4l5NuW1R1Fi8enNmMxytR88BWSdaXvXm+/0jouwgWiLvhbYhu4bRsK8LNTxG2nd508pq7lpOQs35jKvVchkaVmw7S/Ympso3JJfdmrC8zX4UfuCAEHSL3NghdVXopLk4JGlt9eyDF/jGncqx0jSbL5msGT3eKHmmN/Af2tr97WvLLn1jqA2xpAzDycFgo31Fvczzs6J57M6Gou36iw5caKHA9baVQlcqGsUt7c1jQP0HcSoc9MNUnr2x+kftlFWLiypooh6QctDOS1XKTGmioB5ZfZDsWyYJJWlghpZHa5+FMZHjCLpk/0eDdIciUQYq2yAeZXyMOWzmq5KKiTTyGbrBG9vGpBQPj8L11fkb0ajgxIb/gkCozTlsMBwc1b0w23HQxKGojX1cs+KFdHWafbJT1spLYk7IUKLqfN4KoRKbKULb1LEADbgLc5NOH7T8mfaQvX0VHEeRsD5cGAvBJiv7ESVUzAbhBWo6xNG0xkI8isuniVyVgXhbPhb76yHlPSJdB0utI4r66GSufcBykCb/QIYDrELhk4p80WrngJMQijTZUCUe0FLLOQUHGtRtQtTyZwRv6LI4g71McNwYO/erwXDQCefo8H04bz+pWjY9grGjTS14p6oioMMO4YCVAf7wribNuwLaB1cBQtwy7Pek6Sm5gq0FWqYwdXqutlGexXxcBnyjDz77pQtGffcUyy4c8i/bDPkf2imEIhkmTkATHi4LMqqV824jshxyuJ7lfVZVnH2vIi5botQVOyrSktA/F7WWkwb7YDIY9zMedHwZW1a/7eLSwqngYC+jZY2FZPYn8huHWtMgNHSAMtoyz0g6CI6x3fw4jkr37b2h3bXOPrvPz03EFO+aDv8BOx2LyIMb4P7oXDcIbR+O2Fp+g8FzW80N+6CnPRVd0mzvLg8pVnuuMnusffHH6GioU/AwvEER4V9GELKWUakEKg6lVNIBz0OJkiNdh21Uiv0pnjZ4B6tvXUiiqmM7wjkT4zskdfJxD3RZD6Mz+IYuBki7NvlVeqKz2/Ors6jOSGZJPkXptmGHtnGkDD1fY1XVjijSomhP8QcLhskj+B9nbCD4Q0B6qypqAt1VpKX2QGhM3FVd8vLp7HOmq9/aZDlW608w75PWYRj04bpnjQpd2YORVvNNRpQhGQqMGA6B1Kezl7OP7W3hoHj28bC3Uce20xBfEPIoKtjSc/kgDxrbWAb/ifbooAB2WMKGF/h0hoQ6bLKIihTOtQNxWmrjWL2EZIKbipYpJhMMupAI+kNiRt5dYUGiz5VhQz5dnek8NlOurIsq156/SiLG/jYfOInqxjxGnL17Qx3TduHd26wo6V9pp99wPs5GNBvUAI2zLCnhQ6iIHH/FFWSS04y+FYBmQc9Bq+Ude0IACGbwUKsXPN7Tnyc67oL9FJFo7nAL3pjDn0TbBls6L28X0WaNTdhFG5puY4wzrKCSVMpOfTrDaMZNhYFV9DlSYKuigi5PF3u/ldzlhORfm0Nhc9abBxF0DcJ4MPH96jvlVxr5BE5o+n0j7rHuJXG3fjeORt/ZKlvd7AVgappnDq0JEoZeSMtgAiKQbqCtyKq6xwPCVermV2wmNrYCQmx43RGIhd3DT8T48UulbzudJVjFGhMeFiGTsnqbpeklfHScClXdIeGPLtHfryTfYHkL9j6DQ0D8wEqccNgBj63MrwhiqsUjJDDESpn67/Q63EMiGs9CqrOWZ09ZjWHwH9yKo0o0345btBZ36EitI0a+Ym02DYrDweCyWOJnE2J2ykFCEEZOHoHc+DMud4MK9eNpEihYG3WWDYvS0iRnVuQCZiSgly6EaPbmdLYWG7U4+AtxEYd56Cjl4FomEO0N6t2T7NXp63eyvs8Yb3UMp7Uof9NwzoZj6XQgBB8E/AFi5CXDlTBSVHe/8vXyYcfg3Qm+D/FFEeqAEyreyxyXnhhSO1H6YE0J9lcr8m3VXdWlD87guVThaYerIJTVTpdVZ7vbpahYXbotmVweitjTqRxYMhW81wXe/wI7EWL4lLJhDFtv1sdj9xAWyHEPsli3d10m4SjVzUSuMW9mPjjaZCOyGFUDuAjJQ2EAnfduCTFXo6VnzbDknKrP1hU8PFaI41AoEasox4I/7RDCYeSKlVDBadQK6qavr1MhC2NXyTJuZo+ZWSHN/A/G9KjoRbUsbJi6lqmJCnwHJ5mRD1QGJmQIVcdgP/u+331tyVThA3bEu/0rF93Tz/Y4wdYbRsDegvgBOo6pv1ANIie73FarNIE0wpda0us25wqgKhxF29kJWW2b66BWXmNUXBh0ava3pSnim8wUlEnP1CtgxRGWqJzt5719DHoTcyWlYPJBMVSPdlCJM+8RagWJG0ELzcGSKzv4AqED6HdIzJ4t2sMSj50ce5E9SWWYgLQJYZZ3TJlWuQQ5xDSom2tTvgK0s23xV5GZPsAU8b1ArgA0EXd1dQMIK7RBb3YGJ4zxhRF90xFaqkLrsah1i7LWVbpyQMsixT5UVMrpDLXqWebSckFUNs0JyRlcix1UeptnwjCl09kojKWEbZZ/AKFjkYYbonD0LUL2miRLmWjiLzOMlvjIeqcLDI6LH2B5HiRouNoZe2b5w4bZOSJbj4biWxAzyd8qEU/ly1TVB13Oypy/i85p+FH7eLpsF+38FVnfUeZFtMcc7qUWNA7Es2ufKBIFlKvtHrFovCAStCcWLAFADngiYoRF074RFY2HT9rU3RNBJYSxvBBv6x2vsdXsQXmKBtasemgJORS7C2IK5NLVcaxwwkI1QKgaI6j/JrBF5deS1HzETwN0JXBbysaoS8fprJgzx2UGgdOFexB/OUiB0u7vrHhi7QTLgmGTTqztakD8nzEH85MMUN3tZgI58xCTEb0mm9/Rs8duWNIlzZ7qAHoW6xFAR1Prc2dfTJq1aksoXwqM56qBSYMcuf0+KHbE/7OXeIkvpSeXiyCUq8SNEkfOfeHNV7EXxFGujgI3F1IB0yLmRDlSfUyqLysDKSQ4nUXQpVqovBQ1V2Na1vkF40zfbtotbHBaWOSU30Fw6va7QgbtiMFHDnWbxdozwV+fEz8MpBDhcuGmcyeOlomXxl6UrKSUIgxSVUvDtADZdNmpjen+gnzF55Vc+aEbBXNHzEPfm/uR7zhLdzGnb3G4XJoWMUiysTq8EIlAX5FByuMwAEvHvb4YhnVeDoNfDidJHsw7Ni/rXO5EpTrPuk5Kvhx5Bz8d8JCZwNyDAiGBaGjaIbHgYNIzlkWTvb0UThMi//sq8xGCB44Xz2UauotVkCaunAuxmnt+JPyl60fs56PXHs6cfharlYwWpNPOQy/1VoGTyPk88jzhus5CLAP9CHdaIoXk2UmWS3+1CN0gXa78pbOIZRw4biii1VL68ULFzNHdYAzPIl7F8Wq58IQXL5NVtBLzJE3jIHWXiZSOtIqh89L0hQPp0eXKTVYxPeylridoDHeRBEG6ovdLL+nqIuDBQbK3Rq79gupcHeF4DuyzIwIvXXp+ECYr3/NCRy7jSAau59LCBMvkqluK44njL+aMHylyOChx+Jwu4zROvWUS0fudkJaZaNjKdyKflny+8rv8ckzErtPwcjHE57njJ0Hi+34YOT7hib9a+SJNnciJkzCSq1G1RIxuVUx8dkXoBf48cpaLJHLpTyjk3JEuCKnjzr1uhfHgX1la8TmJV8nKC4LFPIqkExLdSUnwmi/DVbr0iSjBOor3EJbEvowioko0Jy+dx8u5D5vdgmB0fSexfMx8f7D0oziRQnpx4npxRNtKEBFxdBzXTbz4UBVHXudBJcfnmPAxnBMTIY5Cz84jGfqO6wgpiVomq0WXwI9nf1cS/3MUrATNXs7p8Epa7iBexhh76S2JHHupcgvRsN+X7v8cyoDOtiOSVBJ9WK3mrvD9NAznYbhYyNV8XA8AQ4/qUT6vnGTlpn4sUqL+abyKnIhowyJwcbyXYWwXD9DHA04Da1ToE8+Rv/LchP4KZ+UQV4n8mE52khKcgRdEKoTRbK1l/H5OIzdKg2i1Wgk/ieO5twhjEc8XgUNsyF+EhsYNahFY5nFjZ/uu6gS6IsjvqaSprNi6rEFsF7IwlYZeqrGpPTtIr7bDCZ8DEYZE6+L5Ko3ChbNaOtJfLJylcOPUiUM5KpHA+L0SSZgQZtLyJDHJPD5xf6LRTrBKiOoK39RRwM2HaynQL8PkxZdLdw5KmeGE8zQWQZKQ1LGgPSPUpfPrSRK30kVKPMLz5u7wfvOYbVB4dlZ0oMOUeMbcT9w4oBHD1TJdJUShXTeOLRvDaW9aeKFO6LMjwyQV6dwNF8R85rGz8nxfpssgCmRIHGWgIJ922bVHC4syptN5ew5IvHKTkPhFGsbELkI/XQmRioXwUzd002PVRzHAoAIpvjyvQukk/sIP6YzSxod0egUtAcmxwSqIU1/hHVbZWwhHROHcA1CBs1i5kbdYuI6zChYhrbpOrnoziPoGtzQVLJ5TL6HzTFzWXcWJQ8eZZhukKVG2Zbx0RXQkL4vfPg/BxuVquUyCKE08b0n8wXdiV8beyluGn20vEZPQoyVTn0moWBHlnodEoYg8eR4EdlrTVRjQYMFqrwWIIoDD+A1VcKMZJmbt15bQ0uWwwoQWvg6WTnoxPXVQ8UgpyOpluPq8iv0lCWdesnIcZ+4mMg18N5TpfOG7JBJFKiRKCTA6uF5NiqUnl2SmUIauQ+K2IzyxAnoRTXBWq8BzRdoXwuhJ97tNFzBMwk+vmT/TgyEJh44HDkocK3Q84i1RQiwsjjwnMao7BtEhmnY4pprcYd8z0+3Pe95GpfIbHQNVUFHByog+MP91xjtGqCXR8qXjEeNbrmJJTNBfOKEXByKIROK7wbctBzRMZwg7YHgalQfpF00F2+m0wDMreeRN2ZIyYwl2+roV9X7Rx1aPEwrH0a3Fvb6RRQMVAaBif7qU+0PW6lPuYNMnOusqJm8GmSMAo4+M1hFfe0Fd40AuNc9B+I0JufmO0Jo+msYKpuGQmUMBMy/Gyxg58HeEx/zecBgdAjPwK6eHfTcmEsiEAQ1CacxeVWqGp5CSVMBPN4yJAOKTPYq2sWKB2BLQPfRHYnPGFrkjtWy6zO1xrtB+XRvtQbKTLb4vxaKPa9n/7SeTA/D+UCj6x31rYdET1yN1crRydTAt/0CQ23dk6o+L6uxnA2hq16UAjML+r/ZiQvlyF7epHr/ZC8PcL9ljxx/sV+85EC+qbbU6alQXrW1mwxkdC0IdFq3F6gyym/oqtiSTreTc85wF9ABiGim0fm+1gBQigqVEJ48+UEMrkMfqHhyPNL/RIYYgeFCMftmPD7EqQAycYmj+bPvFjDxonlNuhN65su996F0OB2r1Mp9KF3NXihWpL8tgsXIWHkm7cRTNSUkJA5L3RlmXeAamvL2KSkbmAH6brDB1IA/lQh2tv6SP36HEnj5t5NlxAy8h3dSJPNdbSFe4iwUUunRO4qX0owNReJi4VTNCB+br/RpWkDgUfI/V4wlwcP3POnL96qUykKOIZiuKeVw9Sp+lUZjqgVLKyF1+FqQ8E5LGYUxLEPoicueuG5LauXCXBL/Hogw6pA9LFOAID8tdqOval/dH6130fFX7Uu1Hhvl1w9IYzzGpd1Hqxj4pLkHiLryQ9MB4HkgnklDQdTobi4Hd8CaK8squfqXpssnJGlehMDl7tu/RqlbCevGz75GC6rqLdCGWoQwiEnCFF3nCiRaRI2TYleywBK2ueIc2flgalirbMXjZwfi8Zy+k7RSkSdK2pvGK9JRlOKcTSGJsKPxYxwLgdbf7gXh/oA7IqY5G6It8PM+d+SJeOaSouAIHiPQuR6wIWxNnFZOu2tUGYsHXbDftzfeGDBzzuXOf9MNFR05V2bwX6o7sO76tQiSHSql904c9xJCDtUuy4qgDVpl8m5Ef9jv7XEAqtqIejtRCsem/FR6wHxTQe/Etstcp/XRtQLgsnzgmzZ5vU3aFY1MwiDHUW+ddNMrk8yyD5VzQeQnicLEM6EO0mKerlevEqStlEGMXu4RjHgxc4nC0dJfxCTFLCy/DnL5x4t6h7DztALbqze+lcenXa2FgEcSOzybEJWmnaZQkC9iXZZQshB/ECYzPrJUYL8c414gt4nluUm7EIC+ir3X/h7yvBxfqOXUCWNDTebAKUzGXHqnEjrd0wpAI1zJwe18H7ZFeCSUhKKrxHMfzJe3XSjihS1KA46RJtIwch6hfGIdB2vU7ORS9dMrexL0Apj5U6UCI0bHQoZFR7mAcDcOh0P9Q9Az9/BwRHwlCz0vDYLlKlmIR+0JETrzyYUtyg/3IGHqqC4gZxLsYk54Vk3I8FuVbFYl6vLfVCJ1+Y6IXn0kM9aTjptEKImkauN7KA3P3IZT6kTPKyaHRmufU84MleEdEQly09Px5KhI3jhKxWgUE/bCEFst7LnEZumWezpOlN0+J0Qh6yJN+CPu8t9wrmcR0rdR1GmzzMRZSlSXU5MaiKQeqSNpWhENlmA7XlzT5vd8d5BsdDM89WHvyWBDtgRoMRoE7XqHSum9UTuo5TogGBnIllq6XuJFw5j7xduGs5nNisF7SP85G7zCFb8Bf0qanYZRGzsJ3PDeMSNSDsPAdpTBHckpnWj/XItyHQ4nnSmA7kKwyLjI+CMgceB1eiM3UEdhHIjSNdtjFaQ6uv1CD097Cl8px2rsj+oAbo7QcKdJp69PH6nWOFk9l8uy3Fz1c1lNLpviof7AV4L0yXAc6nzz7iYyjuSBGGyEOJHVTL/b9xE0kaUZpEg+yhXqc2C9hNighav9g2IBVVhFREi8WGeUUBoge1hm26o52zJPJt12FdJCmpJHmxcKk9o3DGqXWL4fLlZbj3OUvgxQMewmM5HXVhRcSdFZon6kMB0ehKl3BLqn4vlTmGbXc77rSFsZKqK03oxRjTSlRUm6gIIqD2Y1WSpuqtXo2KItkVV61zWRWCZNRvZCuNit/vRonFQ/TiVWt9r6InTa226Vc9far544UuaPlOlCA82AE5+0g4tKqE2uXbADq6UoIf9NCCP30hmUQxkUQDHXAXX2kn3rTMCnWqmnLTKvPst8rcdtRqwMZ+VrFPZ679+wJN1ytnAUowyL1gsXK9XyIHEko41UYDnL4mERwi5qjuXt8cfh+VYDXLhQ4zN77dkbdIH1OeYKf51JEkUsKhec6gZdGcbxKF0kkYidezIMoGnjq2fgMGmxVJuTxx+UJ+1h56F7D8HN+r0HUmz5OeBQNvDkajcmMPJbzZTJfrFbLpb9ckhoRL2PoFEsnSGn93b3CFuw1VsUttDkeJRLLx7eyYEZ8blV6Otgw6ll6qRf58zh0SeAgKcLx4sCPSdJYLUkuDMJupb6/PuJzQhK1TGKxJAkxWqzSOakIiyiJSMcg6VrEfQFFDsz6PUUUnxck/nhJ7MFF7CxWSzeKU0cKN/CihKTYQFVZZNG/q7T47EZO6Es41FbOPJVhQgJzHBHdSRe+56aOeaSr5vG8iGMEH8SLhO5KUnoqCQMRpT4CbhaLlZG9bEfOc7pwaZsIdB+3k3S+CpKF6y6Wy8iP4ygdFnVUopsfzr0gTEnGnqeRJ+NwtUxWThCvaMauG6nKj3TrsPgju39faKhFImGYxPBlB0sCMZonpJimIQLcEkmAyEOlIjlW50Aa/bCEpMKh5+WSMIa2NY2dNAzdVTIXUbyikUPhR3NnbnLdAWTkEOlIl0mcCPoQLmOCdEXSKR3S+SIS6aAaJdutNMG26lEOu3nxvPi4PkciCR0xj2jKcRJFS0mfPfr/IvQWdCG0naNP3yhb+eyunKVHSLGEmrt0lksSh+KAEMyTwZw0XVPXki0SKq53rWptGw0O3rXMxNCqRjlaWLLyiHReY8+JLKWnj5xVpAlurmEALXFGK4SW2+Z0XXOsFyLXqjVv4phiJUCoaF09+sGIXAyiHySiYaKAabRDMIwaJ+ia3MJu6d2B1EFk8XpuAKTe2lcrNw1TXygcrsKbOUrDFdB2QqLt80DOhb/y03i5SEi2XW60U0T5Ebpg9FGE9eEeq1ZbolH1dNXxdNAI8OAKYYarueP6HpFUWFsWpHJHvufRCUi8dBl4ntMjAU1TG+OenSSJlotQrNLUT0hVnwMnA2fu+Avg9tJWknv/637MuFnwcQg2ac4kvPWmCo7DHrQiPAjLIp0vpCShwE2WaegShfciuUy8IFqG8zlqnKF9IQKqO6BMTpaNG31DqEMz22aYjJL6RJdRBb7ay3HKY/+vcsfl9a2MTuXDeqEnLmdu4gfd5Y67t/6dGuWyR/t7u+WC0TGQZQWRQFUgAZ35/ja6KsrkcCfd3jpD39hKmJdv8u0NlKCjPXbZnG5HkAwDhEYtd9F17oOKFUjOBQ3xt2jBq4WKrhPvkUa83EvQsjQP4gv/uia9PyH2xM4n/D1de58j0rJJqgrTxFmSbOUIEjdkHCRz1xP+nC05lqSDw4wK5zTLT8WnSha/t88v9/3idXyx3+8faPfb91641B0EOHHmpQbAjU69ROIxb8ALHYHTVPW+ZcTh/s5/3x7B6uiSMDZydVj9gm/v6rJtc9M2WAX9wW0qgsCXMnY9L3L9xZykjkWyhJAVuVZvYZDzXC//O2zkuNcwzsmHAztsdzR9nsfRSs6dMJCuCMIkcmLPD5ckYROXC0I/7cGk9327V7GNCyxTa7O2ArU/hdtNVIgsP9TauG63qiJQQjP9dptjVYz7E/tjvq/lsYqXeyI1wnHTxWoxX7mrVLgJOx1Dh2THhZ/4aZL3LZARtKubXiAlbJgPyAk6XMX7qX2U0SjX/WtzqjKI2B9Aeg+sYSSkkvDtL0khi6QTS6gxiTtf6BwvnZUOr5gWqj6j7kfMiVKoWD2so4BEoKTsSwXQGn6zb4zKRtNdYq6vzrvyX7w+fXOYN6OCyn0be6Pac8VAGBaHJcd4HNOyADPpyj5fjqtEApG0laIPEZ2ddx8PVIrh0RsdUTcurKwaCPAt+zX9aUP65f3eAv88lq6z3lcN4Ks5KTj57oSEybqdnT1xLwFdwIp/Qdvb9nm5WHjxfDVPfNJlIncRLkj5Q/qFTATRap/tgAKJpbQ2X3seaKoiwQOMKjbjGjUgSjGTtL68PGinVS1CRZujVEKlOthclVlBmhC0m87Vpeq562DSHl9J0SZytCK0JfVqtRCk4wZuIkk6I7XMWcQHO750yYulIbonaoqz8YX+TYe7h5vL+j6iY7VsTxpBtHVmKpnwyyqXS8rfJOoWvkM1nqHzqctp3A14R9eQ5jlK58s4iEJ/6XsxlNdkKUTiLUOHlOQgiFgZs7rWIPl30Lu8L39Kd9qNzGuF08iTGzzRgVODXOmlF139GHOUFWR9WfxtczeI6wSB36JhwVlEQti2VdFmpnsB24W7NgKj8orf7D9tNZqWCO6ABta3PTjY2WC/3/TzfOEETrBc+cJLpYjSxSJY+iImxTkK6TzEJnriVLdEONqH+tkJknDuJE6AlEsk3BAdXSykCFdBtCBOeawNFus8s2F36nMImrnsmlQjmhm2nyugUN0Vaxl1of7aPN2WUNuOtGp4dn0ftrVEzpfOIgn8hbNaRCJEVmgSk9YodVz9qBzLoc7Vf7BZdQ3bs9WlGohrOlXjNMN0kRKHT4WfwEQig1QEjgvWF0buyhk3koBDQed9HO8pMeh4bXe7Xt/lyghPSBnPUjr2v8kvxAXYZpgcbUXx13ei0OmkbG7SzP4ZeVixDCI3iUjJ5KwvsYyT0E+CueNEKglHV/gC4qax66ZRSNuYgiJ4ibuU0XwVL6Iw9EKxKWFmgz6kNghu7zBYpoFcOUs/iUmbjpAmlBASJL43d4tBbG2LwmS3JS2u1RQj4Vp+L/TslgjcVj6hX8B9UJXE0AY1dU1wlPyn9b7v6e496qlhotRgtuTQb4gUNza1UorWsWbfzwmJVgtXLhxEbgZpkgZOEoVRSJsQOCFJjl3cGOJJ6QmVb40QEJQ6JwAJ0iwlUKyu4FmjMb6rGTSIg+qLnygH7X4rkEYu/ZOvTceesvUJMUIi6TVJOesP6iMrq+oWLft1MiBqpj6itkp8/+8oSKFci8jkLv/jH/+PfzydFbRJXb4/3W0S+jnRP/4KyeCf/7lGAWnZ/vv8P07xscEHkm/pn/EIFTpUHhzlH1FB4e83+hiS/XXgmgSqczayZJpZXUYk0rl//csacew2vHOUBG/KzlmZ8N+T0z7OZlfDHEln17+qrPZxUrv6cZSKfiwB/Ujq+X4Tbit/fNByW0/FyuLum9fbCdoHUrP1o6ZP9yhHW/96tH33S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ob7oUbZ0YUdHCOj2HNASUqqIQtMF3ZfNb2AUmEbwFGtucO6BrBraq4Uyqcq5Vh1mPN1ropjflHhKhPqgoqqAm51HhQ+s+5TqmMbpo45UsYb2e4KyORyQ22P6ps4XYGXL7xrmhXjYHMXHq53w94my4oEsM/w7pC7xFMsMqBmIDaVRXOshOw0GglSTHh62r/cohcTQtBrkXkJjBIsFTpmw5gssYWVJQlQlTmxhM4Jcy4Z9ovf7UOuZoUrqv1yKvzr2DCb7TSBEkpdKTPaZbJg8dXSjy2YQy4G26W9GMZ2HsA5yQvvP4ZeZmsltrb1ZlWep4bzurrLVaQPO/F0u7rA4o6Q3DSHZY7t6qe0oS+wOvwEmlZCCdGxDpnwjT6ObV/Nc2zDm85gf9qWJ5LUoUwEFnjJoeNETuFUu7qLzXrLXNXNnysWlFFMHh33fyToUGSbsnV1sIrPdU2Qj52E8BAZJWihKTIo0WVhB3bdITdug1HH2jTwwsyhQIoTEuRrSRdYnSjI4DXBHpKR72S5jJc+E8mlTpo7bmK7SQpvScgkgWdWLAIn9jvQz1iV0LShRX3jYhjAy0JJEhlxqb+lxg6TTeoXaSPCgfO5Ja7HmSJqnMx9QhkmqIfEJhAX/BvoMjt08ziME/xPUsakeNyOD8lNnXyhXgVMIQlzykjw2NXZZFhPnQyOfebK2PKoooWzPsWYuFwRhg3tqk4z3HaXDkGh8sV1z8A0OyhsHoJAx7rVIMxljteZSDOvOMJ9Upg2pgoXj3uGOrGnjxqJPU8VUhAuorOtaqlIsZCwjz11IgcHJv1ICMmwYSzdTERBnhYDU5za4MRFn0E1EasQJ45JkVqnhnLQPATp4fMDWCD4MFBigY0Tx7g89j12lBdaxjYrCrfjjZEyXZl1oIZWt885V+r07pGP4XZyqgxKpWXDeA8IFwQ/yFw54PQNtIRupg9xGoYdEYrUihM/cl0JF8D2/KWpx2dLxYEOxcfFrvM93+Sw+YG43bXSmjCJQ+yR3LIyieXsUoZRFLURlK3qxEkYCIva2cQQlUmeUKd987vjdERuQ6p5jnCkI2UKT68ImIOBwNawIfEamXQskUBz+IX/AYVndzAOcQh9mdie9DKfIudR8XvMfUyDWEN9nFi1OnFNge7qorSUI0U4V7P0SIqofE1km/NLjGyOaG6tPE6wLyI4qVZoWWFSZOBh9HDxByRi4Ho5TGc/zShcUPxu5Jxnzndw1z1o3SPY4mNRHGj0oIMFbAl4aYHM4PaEVu5yagAuaNSBhktyeO2RB88kI3ctyPhWpsMkA9i4FDBatYyWRZhkXJHVxXB30yeHWgtg7/EhKRQcY7/ZtqBJ2QqIDeCykae7WpYTxRQGJgiUzShLwl5FPNCU7tYAC9zS1+kM1V6Vit18S1vEpQNrSF9DDilPmNR4fMjtPGMOmMeH3F8ef6nAOd3L+n9TPoz9fiomDz8OhJx1j49717fdo/Pe3ed+7+aye9G7693cXN30u+fnd6dX5ye9m7uzk+7l2UX3tnd3fXN13T+7urw7+XzTvcWH3uXJ3UnvvPuv897vvfO748/926uLk95p9/P57UX3n72Ts8s/ur/37i7OLu/OLm97N793z7uXV5f/urj63Odb0tWvz+6OP3Vv727/dd3rf+xd9m665/j+7vzs4uz29tPN1e0tHvCm1+/d3n2+PsGT9NU/d+bH7vX13fHVSe+O3uDy9OwjqE97t8efirvSD92b409nv/dOli9GD4ab/H/47lPv7OOn226fbnLcPf6krtX9fHt1cvXH5flVF2xn570+iO8ujtSz9fGKfVztkl4WD3D++eLy7o+zE3qsP8wV9RHxfHI7n0ubdofJ4vFGpnxEdXcy4AMY1fGkfAxnbzQfzH/QKY+zLh0jyGcs07mQ/5A/+JTbI8zOFabh6vQUj3vU7WPWLq7+9+zuH71//XF1g5HrXn7EVNz8Sz8EP9Pnm/Oj3m2XxvryY+/86uPR2c3tp5Puv+4uP18c9W76d3Sx86vjf/Ro7Pu36iWPrq7w8Rrj1e9d3t59PDvFV7d3p93bT/jOLJvfezdnp2fHvCpATFdT3MKcVs9PfqMOij0ajMT0xw2fNn+0oNN76fW2h9513JUOkpxtb6qmKXrf51OxXS1qigsxGG0Pd2oCPvhze5LPPAYG77Knlmfv8uPtp1s9xHfX/1RjRiulTwGCCyz/bv/2DONJY3cLnuOri+srWvVqungxXTPBMRYRDe8lhhar+/rq5rZ3whsCC+r2E7Ze7/ez3h/HV58vb2/OzLe28+nu9gyb9vTqBjv0+PZGbcE7bAjszbN/3nVvQX70+bZ39LG0rM2pnH111u6xeJRTcTocTDq2iHPpUcsd2OCJQ4UIWWd+PzsW04xW5HE2ovNKbwUd+SwznlQ+nDQZT+fLg3jLR5XOjsePj+PR//Z/S8SADgI+1MfyduR3Okp39ttg9ttiJrPfssEUu2L44zcx/81WLU8hBOGthT58VVz9nk6Z1iexdhLqmpdEMk+DHBoijTPXpUcdqbOab4+vzd67SvLFjE8zPene/ANSA3NzRwNydX51c40hwhqGPOneHd1g9o4xaXdmnmm0TnpHnz/edc97N7d3F/2PH2+6F//bZ4nXv/rIUoGoLq5uetfdf13QLPYvuqD9iL3UPZ/K2Xj4VWIQJmM6b5mOT9YikjYTVgbJpTvaU2Yz0fZlecZChmTLRa/f737s6TWn/7jt/fNWr6F/6rdQrwSBfNQ9/scdhDRkKTZ7/7Z7C4F7hlWGVXh7hTWn/tDL83cSXXjP8x5WHa5xQW/Rv1su9kIGQryAvn9yfXNy0z29hfQ/wpI87p3IiRxldCL4b//zIKaY7x+/0Rnnv0k+LfU3+VUMFzxxf/vt22D+UP5xxvNNpf/U/oJCDJ5ToVlDSx3/RuCGQ87LUrMwl9E0rnsi6YDo0ylGuRPCo7GltHIBQyJMAkG9A2df708Gs3TBK//jdLyYzE4W6ZdZB+4CPKvMTmSM/1hShqGg9XQyHU+6Uyn6fK7uyZnSl2eX15+xTPokNc97xxC2ZycXVyfQXKvfKTG8jbp3eopPShTQ93ou+PcbzM0nkrsQ2kpW0Po8uyDF9rH3TyX4+zT3/Tu+q5IiapqhG66V9GVdDpnC+hXXh6qktXAESfVpx2LvPWKTfqazn/PB9FHv8N537PYBnVgrhh3PzaiZMMXjktwXliUk77vT7v/R4552f8fbQTn3/3VxdHWuJd9pr3fCa5IobrofeZt0T/rXn2BF8FpXS/sUav7THdTuJ1I5Z1cnp4LOxKVTqMdTkjwXAxICSpucDmmWM1s4mSDYZ5rAh01DX/K8nQ7HY/X411P5OFg8/iEG81ton2s66Px0TAfbz7rDYQf+IjxDB+9lx7mVJ3ks+AKX8hs8Go/aI6RWGiUSJqifZHYfC1x24LIHcDRTmYU+WKjfbgolngwybAO+rXwUIyzEexq3TmInuSusMEgtS+bUNs6y6SbG3lk3WPQmPSERcUEinpTBR5gv3T+gsZdKGYrh4uzzBQmJ7gkWJ/QvrUE1o32jLkiy9CGPYDkYgUMap3t8q/U0a6xbsqmUlihsJbbMltaAUi+8JE/O+rQTTmB0sCVXIvpIIkcx82MUQkffm+/28ebqM8w2sjSNPFRy6BrC8+z47Lp7aZ5OfX93AZqz6/Oz3s3HzyTuPg7y+dFwIW/GsCGoogOuNibQ9a00yxOHUPPY7R+nUo4USR4EuSXSzM/cLBN2GiYiv5GZ+hFeaxJSv6s4llYIW0SEFhkEHT8WrqROUtSXgoIddmR/6pGEv+lhBDHin8SIjvEeStwionxeBp8mt7PUiSJKl2OerxZzOvy5k8eRa4e+nUAmZblrpV7kfRrcPwzx//lv+Xj6m52KZJSnKXTzcHzPuo6Pss7E6F4O1eeJSB/kZKgPG5+mMKSyxWA0fhSzx1k6GGTjdALJ+u/FfPzAJ34P5l+n+O3bl+9iMheJmD0M0lE+hUGUQ/ilYjgZTabj+Vj+GI5HQylG438vpvLDFDd5FF/kGIJa3+w/s8lk+jh7+DGDMJhhK0wmswyGrBxOHgaDPP83HhOPPIa5O82xYWczliX389liNpd4s+HgOyTLNBmCkG/wPZXDfPAd38MaoPPS6aL34hEM4M3kg5x+GYyGs+HjcDwcTwXMxcnDf7C7v/54EI9DMh8T2G2zL3I4/C5nk/l88gPvBYM6HEwneWzNkuG/xVehnj8Zz2Yf0uFgNh4thgPBT/BlTJMzFLPZeC6/Z4Ncihz6YTb5KukB1Nnnin349XEGTUaDQm83/ZKNv43mD5LsHQyjSL7D9JHDabqY/hhMZhjz/4rp+N/j4SClg9VHmAszoSP7P0M+5B73nN8PRuD8jrvxE+Hm4+TfZMngEVK8JdQrTJjs+497OZITvK6cunI6zO9n/xk+TD7M5eMEhpEcYkbpctC/3/DIDxiS6ZiW0mB0T8+LFQVRPh/gvuNkkS8mEzmfYvhmg/THHHKRb/6fxyH0HQbocThIxsmYJnAxl1OM3HCR/MBD09wtYNTP5nhDem0MgBzg7Wd8y0cxHAyxPL4M/5PjX6gNOXHsH8PFbJEsRoP5N2zcubi/N4M6SYcPU3w3+Ta4J4uRv6Tj3Oks99JB7uoU94dsOHikk9encqQOScfK4LPR6Vh0dSL6J1D/IRPsky/XwwUG98760DkYYXjvlPE5O6ALfvimaD5MmOgA73swHJNb0vn37P/pHMym6cEAds33DlF/wso6Vse0Y1eefYThfwmr7+7zJeTcCUShdp7PLkkskN/bJWvp7KpfSLiLLbZb//im17u86518ZI8WChD+KUwC8tZ6x5+gvbuwsM7PlXNVeAcXylM7hjy8vL28OoMXSL+Bv79Cdw21i1vi4bRl0bs5Vbfsf+re9JaEd9r3UxoAYv2WbJIR5mGQHS0gAaba3JcwlxaPJ8eDuex4vuXI1BWC4BoZQacdtgb+cXo1PB79p7eIndOpffHY+xzn3aPU615cB8Pk6LrjSjtJYkvk0peJR/VWft75BkHjHBmy/+u4jpfYMsgsAtuEaSASz/leughEZRQ7QsZ0f3grLmy44/JdIOwDD7o7d52QsApeEuU3pd+DgCpLJPzELKf25LHM0ofS75mbOrYtct8VMEIzB6ZCVn4AC4IcFgNcSenBUaQmAY+l1154f3z/xz9uP9v/+Dr6b0dA3uOB4iy0sMT8JHKiR/3zfYfA2LGVBoS+g/LwhO3n/mOJO0gCCrnDMfUiN5ARNIQMnRKBF8cid+D4CssTIrJ8KJqPpd8t6jAZ5z5EeZq5Mg+iWJQfL3BEnkWCDkZ0UhE7vhB5+QGgVxkJ5lI5kO8HrsiEclUKx5LWWh/uRw9m68fu8b/urrv9PkdmljTn7C6vOmHsKd3dfuyTfdj/x53eEirwVI44wQE7v8IteZmz73v1+fb86vb2rGecmaW5dC5m8z6UP4yvIM/dNCZsm00RTM9ipXwu59A19z/Ox5BhnycZBCicWWzw4fV89qVDTbxCYTlOlHnUWYU6ZjDbmETXRfe4ZmNfdCnudXJ0R05Aj7Y2PCi4CWSrKQFxfQb7SBlZ/d7F9e2/7iheRt783fUVTEGIkts71+FQgoo/kasPX/To88Xny7P/+9wrbJD+dRGkIgOKn0HxqaE35hrd/Yi2Nkf7ur/Dr7jpX99cfWTB8XtvjZxd256KD5VjG5c8G58v6Z0+393CzeyfrcyUGRAT2Tg+x1LgBWBcIO1vnp3gHf7v89mNkZ9sSPJtKORBsknbqCXj8eIMVD1c+wTGJW4Kx5tCed3rOxCpGJyKy5yfwb/gvyGMP55d/lMvKtyMXCpyoyhacnd7xWsPHja82nIoj1awCqqxg6JXJv/Ec0G+NSzbEt8N7ntxdYSJMOsYu+Skf9y9Jo3wz3JM7gKD86l/ce2dyMfFd6yp22uywvrkS0/Z3IW3dse7g9YQjSfk8gUcCiigTmRbGVWWu3EYYDPLDL4xrU8dceOQ4/SC1R3UFgVARuyCLwMxx1js4/lvKf+qHHOl9MRkcABH6/HfM63/5rPD39SldlNQIIcuNxj9Bovotxm8s9/Sh8Xoy//M/vbb/8jvZJLKjH4uvl2MRqDKii/+rmNDdKky3d+mEvpHjuBu/ZZPx4+/wUjjL+aKZvZb8oNuOpP6Anhc9ZypCbzMDh7hmw3lwaManoOPsK3EN/EDT/7971uoxxkM3ANYCN3J5OAP/ueCvrsVCUW6yKvbzjklW/4A9vF8MINVODvQE9IvvmnKuA/HePpjO9v9cJyI4YFg62XGEyjSFL7PnMgqqJJxHUXK0VlB0eoawgdRdy31VV+KafpQTQn/GqP6qCaiik4Nf8191epoct+J+EE3rbkeTGj1VzXZjGPOdSTL6aykG08Hda85+/GYjIe1RHUTOf82PhV9OZ/Dsai52AK+SjWJUr3TWbN1tDDrrYpicyzItv86yOT4w2Qqvw7kt4Pf6a9r9UeJcDEfDA/gDd9PyW/6Ks+VQzCfzck3qZKHqwQvKA4f4eY9i0hMOTZ/0OWAvczOoAlOca0+FtsXfudtQscwLbLBuIbkq6AISiUNR8ZndTeDWzmhFTJVqlHt6Ft4uqWJ28I1Hn+Z0QK8foBanWGuyburZMHEk6N8QFkNlVKqfC5D/hlvcDSYzh+ynQplKPP5Ac0cX7uW6HQ8XTxeCxijVaQzvQUPzF7sZYP5tXqoXYqNrn4y/jaisbhgGbpr8B8pNfk7toecLseS85W4xWS2fSC1mu3yZjSqb3F/z7GOyhWxjVPJhkZ8p3ghGgPFf7SYz5X0rWD5xDnIbiGoa0lhey1I+2MMd4+aYtAvcA7R3Ziw2rAw9PzP8Xi4eBw1oVRP3pySFl3NYKR60x5053ORPhyN5yQ6GvLQtlX57nndYxU8sL+uyaYtpHUTJiM0UopoUkiocsEu2cxKP5mKfIeA2clD+w9rsCWXNulvx+PhfDCpZDbmKy+V7/MWC9Jw6vXWjJiD46wpm9FXq4414mKCxpMfV5N1a6me717CwR+qeFx3ZtZUtlsvrF/HjP8ZnP4phfGHq7bKbtbCvDu40Z+uG7z4hLaWFiXXA9w0q5kM5YTcDyDqFxP4Wxn5Lfn8s/rM/kila1CtChTNDf23UkgouqW9faDUBrZ9OwYdXWnHxEnaHSxk5v1QTk8lRTHRTKrtAH7dxiyr+m4/N6ne+3luX6WpF1Jn8C9N9Np3KEjr32VROyaLQdkIqaFrcLsdI1dMdvernNJCpUzTtt/Z+PljMH8gr+BaOwn7exmUyCHFtFt47fRGZjD9ZgeURvvSmYzu192RtZ/Jg3hGh+F2PBmkxw+DXftSk20KSQ5NpL3H8b8HxFrtihDF2nvVM7y021VScI2fTfMUNmw9Y0H6gq+zTve34wVE32MxObVPuUb/kvG/k/G8a1BljZ5tneG5NsBuW+p0MRwSuut2MFcKt/YZNzhecgRZcvUnY8paN3q6MkNf5PBPIEqaMBpiFhKN9/EK9c8RVxPepTP2z6+m5NJX2nTaASdVcnCOz0qr3MjZYjjnO1bbgpfji6XG2m0PHUOIzmXV9RQdOR4FlXxMZJbJ7IA3J43qkUi/3E8Z6dJkNuou8MwTVLqd+sBGF3TiNzHNjLUvtDTtsm7rbITgdkeNNjhfcqNl43RB5uvZKB+3ecg1vpfWY2xWnRCqb6btw8ZPusY6kXJqDKbG1ygzvaaOUwFEbWTV74PVuKNh2+OBCdUksw/LO1ROzvpjP8tWo6D5AW3hyQH7VAQDpxqEQTqAX7rLlVNsEwJNHjB0ktiq5Wg3GS/mF/huTsBNiuVV+KnPHE2G6ObIKSX/q33rVvHnEzmUjA6YN3gXRazv3oR+zVbZTXm625ffZVPsJlWLAK+kJU4F6eV4/jAY3Z8a8b+b8nowav7i19PBV5H+MLFr3GWQNuZT01H/7DoE0piQcwXVlNqex3M3eNiGxsftjwnGgPyjxS6DQFP+IRNji+0m2tCojTbDdj28D4/W3dWs+2V1WppphusVEjtd2H/w0Wvpqqy5JVURdKBHpuxAbzTfORn7GqNlvhuZ4juOJqfzXYtwe9ppzRV8xnTVdj4tOQqIVxtevXubvSAnugvWW/qrNxIJYb33ZO9/GUwmdAUK+exyEWj+j8bz2ynGtUrGqGTeQAzH9ztTNkRyKb/pea29mnHfagknqq6iANI0ZtAFGadwbBZTeTaXlcOwnavtzaj4rzFPoRD4z/PB42BOAawHSNGqS5SypQrCVaFztuU6q0lZCmjgdeVjKHJlhKj0SCH9G/CVspGU1qt9g1o3VtPpwaQS0MG0Nu+xlijDk1CiS+V0G/LQeMG4exQ7TZZ1Dv1MZ6PJoiYFW7CsarB/yB/JGFpPPafxFlqlD0mCNkkDFqyDERWWKEE/OzgSM/25+s5NQXCr1Gejr2NYaM2IW6UZNXEpqdmK70LOd+nzjfwkjBODoGzEoVPP1cQqscdOzPVQ/Hj2PKBi03r6opTEqJ5slT4U5I91s5lyzPChUgxoniKxP6JKn2Ep06++aHCNZDyezbF3xzU6TFFTJmgIqcMblz50qQwlq8FnbnApuVfDRFXKkLwJidXlZxJ2DR6UsrFUF8SZWCrpb8AzGH0dzOXvA0GalfbR8q8G3BMxyEwG5eC69EcDXgYYEpJ0CjNwMVFp9ipQyjrb7EgMxajaL9tkulYgycZMnOJmThrVxmyzRaIKhAbsluGrfumbKtOifBUuO9PDyxe5XX5Rf43FdEj9Cw4+q38bPPseoGINOj3g8pvxTv2kYsEmAAGHbPo8GIGn5/6XVdft+KrS/5tI61LQqRY83RQ8YDADFcijEiEZgFVjvhgc0O6rWFagoEhIPkirIkKgwqKhHykd3aOmIQrwuk9Qc/0SLxkfH6SUEG6cF1ol3+PBVIcRdvn/rv/gPV4ZgF0P175EQFaQ0CCJQTpkxyxvDdq2oW0a4N3NVgX+ahUc3kZbadGXOW7EXBZcTeLJPzEGLYbYWKJS8qZtgs/HVKQBETTQBT21V10GY5pExtqGq+uD0FDh1RPbOgBNhtLpQA5rAor6Ja4W8/txw2jqtZjNvo2nWUU0xlBKOT0SWV0Mlcjqw73aHS5BiN5InLxJ+HsIkTA9Ge+MERo6FWhrshSWEfWmdM8Xef8lQuVsH1MwmszjatI94+OaiwyTNvS03NvE348WswGc39mn8WJnCDZtCB/bFX7VcfjsWIMLdxIuy/mVqLj6KqfD6kA/RVJx2cpF3T4j0KgkhO9bIYBKlCrWW+HmLWl7j5P5D9UPp5a2WVEKk1ISgoKulcDil0+JjNR0mWnrz+XEbknvVNHrkAxnhivFxjq1jtg1oD6BCNcFNA2o90jimGQKNW3JVICgEZ/RR13uU6K7ye3BCT94NtgZs3nexFH9ctyVazoa8vh8njVNHa3x/z6YDZLBcDD/0fueyrowzOqlctWuqrikbl/FaIfBcN70iXZchsbyKfzcWHEffm6lZQJ3O67wtFSTYaBOhJUr+y+RoKq5BLVqnFBzsx3spfzWxQoovwV1Ta1diUkB5yuD6dupdR/KmnzUvvmxFiWDpviR70FJnaSuhLF5ad9Lpt3Y2hpPSTo1GJB+Sk0/qaC0VXpO5RPqMz1rDLVB5Wquqr38HDlH/aGZJ7HOTa0mb8X0fqcTtM5Q7+I/Q4rzelyT7Fmjp9R3d9ZiYrVP1+o9+tzGoM1NCoZWE7pkOx2Pm5ervnqJ6375Z5PipKxxlfu6UXr6SBuqyUAaFurjyamLZuRnnNRuVMK9lpvW1ekNxvApeerm+WbTjKcmOLrGVRWEWScdN74oKKttoCeW/sKGGIqpLvJsOG39CXWLbKqZDFeLp3oYp7MDam2k1LA2DprxbglA8EXGDeubd/OrEK359qlXa3advTAKylWlRt3k9jfheA5Uwy6G/fEMLbEITwIIaNP6lkB+Og/RCFTAgAKyUPoVvS6eA08AT5ZzIl1uM3twvvLnC+MRVnjpRVU0uZppyiuwmx3c6A8NbqR4mFCzvUm0xJ7AhzJkgWaA9d7tw+Ixacu9Dnhojl+4GIwg8v8rsxKQoRHjE+gbAyUaAFAMKYXMBpNKUoU06GaZCvQRsOIFyvZ2Uv0J2jjwMRHZI5bMDKsPSqt6/Lby60gaBXPaM9/Ix/HX6vjd3hCU7Sz8ujwt+9ywySrbznktp4+D2awiQFHFzQmjfa+gNNE+PC1vdFNqbNGC7fPuZPsGmIiNhfYtGFthkCpaPlIuqsKLqeBUKYBq26uW/Zospd1ujkI8qRrxBggqKYaMjKvUi60AWZX+eImu1KSwhrIOubVGWnPziZJVB8dDOOqn0wEc9F3PsBhoXAkpAzIad9MdT8eVehMkJ1Nxf199lXoAWs09muHTDLihPyFnYNdwgVAZ/VVBKSJ6GGN6prIy7LBExZkfuYEKGbxDvScPcg7MEA2ZPi2BaGWWl0TJ7exltlJotfuhm/G/fJH5asOuNkXnO3p+bV7i5Vt7vFQYo5gUMUzpYCvJZ8Odix8K4GuS3UfDxZQvbUz8G5m3GrqaC73QAJaqRbAtl9t293OvkP0poZ438h6ydzdW5hnhnvW4zTVeuCEVMZ4yy8UghR6ikGZj/OYbQ4fWIz1/TRTnS3UoYPoyQrABU0MUaENoZwuc5mu0INCBKDbbGpBTkfJRJWzBEL4FbOVxLRyxFQ7z8wgGYBcbU2esG7A8DcPYeI81bQrQElXITUgI6lL1CPsCEC8W9dt8D6Ric3BhG8Cgpp0udu3ZJ2ELGxM2BCGqOWg4YKVTEhtA314Jh7je+qEOV/r0zg8/A/zXAsT3VMjaRKhT6JZoPv3F+nm0T7oYWanNIHhbGkrs8yR79qWov0jFizTtVUE41H463d3Wo21HC5U+mHEk5ljt2dqSoOfscPEWoYCvi+UrMVXjaN7xf8/e2v+NIwDbAvqOxnMDc2oB/3p9MN/bxOa9Q+3aQu3K5y1gUzQjbttWpTXabR/QWlsMmkEVVPske8PR3jC8rFHLl92wrDbAyOeDmPUFfNNbcd/k7u9QsFZtaVSG+uC4+NiQ77Xa2awzXe4Waj8L31bmaXgbSRpUueQaqNZb/6YNsM6o84bkXAerTKcWHPXIvYK86bPTWebq+s3bE7U9LOZNoAofxeTgQjSBheGv28GjwnofXJX+eGns4hRfMRoL/yhPtprhT4xbfDtdnppcxpw/p4THQX/173fIYwUp2xX60sewpPAPVn41oOk58YrLVENlr7sNwNf/jgcjcnp3l00/O4atosnGc2LfSm/2Mqi0vyJqi8BVKjZYKdibYbC2HUW5m/qV4FjYPuQNwTX9NP5akzrcH5S1MYiVcI8N6hdEJG0cwfA37FfI87lUAazah10lrz8Ph6dWEb0kVGy5eGoeZUn4qqM8Fpk6EbPm+ZZ0Lw1LM8GsyucxRC85dY0mjh7kFSZOnW4mJ4LR+Y2eaoX6JcfJiL/qJzJUr4Ac21zlZHKzZViEtCofdpP8JcdvCxK38um20L+qyLgZTCaYjjyXac05PaTX1ohffI80HERN99xn9zQF37XBpjWEajVoEbcvqqU93uGJDYGeuxdOo14221OijU793jO9skfN/p6HFL+s4/oLFODt66i+dhXe3lV0P6cO7qdXs7X36hs76G+3rI30qtAgaS4OHtQfvUrFNyukL62J4Y+Rv7DxRPr7F77937edLrinrqdDuO+n4vHffIT20WKglIuYTI7N2/y9mvSxdILGaN6YflZPSUc1NiCbsV7aQaj+KWgHo0x+307JpVonyfYfH+X8YZypeopqirXT2LdQsE1VQ7J2OPk2kuFg53AbmuV2raEjk6COpGrWDJXWqzVU286G30I2W4biqqjKAqWSbjwd1D1/5VIyRIw+7Fc+3IxgcNhmn0ePC47obqFZ8HH1pZPre48DDSWpoH6cTxT1J0G+Yg21+leJ6h2k38ZT2A4ku0Ym+7+bSv1TIknYY1XIwM7WY4Ngk+2Q9EVt0v9NKxrRM5UuYSGyqrjgCzWir4AgPVctlCnIUyWixZV+J0Ce3D6w6c9sDN+uRKjF2aCrZzFWuYTNy3I05cV49EXWNMrevyoH800CuclwlA81r6D62dUz7JycyFzApTCVxxXUU5F+wZg1GWWyGsmAqdzLT+mRvrqdzO0q99HuMt96HtUEb+VIvfoFvP2E5wp6U0y7gqW8SvByX1ftpE3eJ1Y1tey03vCk000E2jP2V29eCdW4rKl1X3Ud2WlE26hj+huoVOI6Hyg1kxuof7tWtU17Hz3LkMLmrc2PxnMYJs3p2zVOp4NKmlOTKmhOzeG7RuRrccoT2AmUjd4tPHfwjS/pPFi419QooBXrvr3Se/CQpySC59U7coPxoxzJqRgeQRWRXbXzAM7t3I1rs4oqKjllDTPaeTTlm23s/gesy4nAMN8+MW79V2gF/yetzGOJWzFwv0wpWgHswwDUl2A/V0P7r4PZQgxV+g/raSQm6jMXbAx29x3awvyH+Cpr2faunDOW5v3DeDbvjgaPBq+zOxXT8szn0tnNjQkbJZ9eoi4tNQmtN98JvuRmL49mbsLILK2KoJjjGAr+vrYb9ypPq5Iu7NGXrkzbq9Js6UITQK0dV7uZ2bNG7dX7uicUMV+u3EphscGcDqUYfZo/DluyrbQIa8H4XIegHw8HE74ElPB8R7hgN/O2zdrmAidTkTcd6OLYdphNCrvWimv/h9xY9A2YV0+K11doclj8RpsyJeQVlpddEjK/d4Q+1q4Bhf9VFs0pWaJQV7JK3nIJpj4dvlZLP9d5As2IW1UX7llY2fxIgBXhofX78RAG7eXO6NuujnGnY0iD5dvt5mxZUdi+0O8ZzqPfoxSs7TnvTz+p/cm1Lq9YcKLR2xq+s4P4p/bDrjRZX7AOpdhA+knJBaBSrrNsh5h8CbzOvkeuv2xRytvFvGwWzegGHnt0caYalmc9gL5x5Qw1kGtwx9vx/f2wyQWfty1yGyd4lWM6SJLxqBELe91dSBzlodOnal3brKqnDMTfTrGrEOd+OE7E8MAkWiijvwZQ2UKhACpi9mOU1hCuwVS2kKivCkVbQUkVLgMxrCbaAkPZRrWq3SsotwBWtlBtA6xsIdsCWNlGtQFE2Ua0AUTZSlQ3QYvZamZwk0SBSaabkKMK0iYzVRDXz9iiybQSEbTKJkFKwbrNrwtTdOtqLxyL7S+9zAUrMbx4fBQsKqvpKq60DmVb+3nHPOmBJnm+5RWnMlukFW9R/L778QqSihU+021Bdt5nSTDkwzyrKHY/ypJm59pfkqyPl7J6ZnOdsCZvfDwcT1VeoiwPC/MIJmfR7nrzxxVvYuNnso20S9jdGLW1eMBKKmqDptwyf+PHTwNWKnSFbT9TeLY/n656/0vzb5DyEbIj/WEbTV+j1LYOEJ2mqM2Qbrqm90rRACycx9VHMBDL4pLDQXIwp/V1kI0fP7AXXh6w5c/83w8g2v3r7l9W1B733hessZc1lqs/Tiam6ejK96kJAa3/AHEmaJtkasxnG79LOaFM7jUcp5VlU/w6VJCfle9htGL6B7OHCxj2dAbDzXi48UwqZbWJ4tM/UlTwmPqrj9IfG4NwL4uQRzY7HU9N3zkdHlunhUmc0XrsTafj6TaaB4Yd8s/rP5G0Wv9uKBYjCrHDGPqDsYMb47bjhITdNOsQXqZgw4sKOTcHSAGed/ymR339+1HJnNp4YswG7T04WF8HW645oQVAwc/uzERst462yfxtfC8po4xNAsf4dwzY6tZjEsiTtagffz0Tuex9l+m276+VDbr6vZytY5z09/PFpE+HwKTyj3XEp6L4eq+bHQ43f5w/yMeNt1JIVLwS3m2Qq9YIKwTfZLJmz6ivMd3jbz04htPxSDv79aDTdyDodppfCAj6K+M7fzpy81fHYr5DHd+hju9Qx3W2d6jjLvJ3qOM71HHnpd6hju9Qx3eo4zvUcYPvHepYx/AOdXx8hzq+Qx0rmPeEOr4jFt8Ri7uu8Y46fEcdvqMO31GHS6p31GET5nfU4TvqcCfdO+qwxNYMdfgnwBS+bbjgLw8EfGlsXw16rh16bQOc9sbgXj8PsVWPlmqDInoeyM8OFM0a6HOtAePar9Q7ce/GiJtr1MSv18Gj2x9ineo5H2ZdCBpIVPWTGKqX7Pf9LD2nNZ5FLciMWk+d4lraIN2hrwzTQrcOrSBpgpPhlPZ08XguZvNGKIcaHyvdCy6jzmCry9ivEDc4T3aFvtxZuwkTHOQK5ydtDfNp2ABcAaH4GLydPXFT00FONbOsICGUx/HDzkCmoRqMmo+mDj02ufmeECTmU6uhfhD0tDYmrAq3pK8CgWoCa/oxGRDmmUAW1ZTw7usb7O0HZ9rgqnJoKnkgYL7V4r5KrBAaJAtrM/7pKu6KjCdGw293IdaoVWB6tYldBVdhvND6mWETDMciq2R5k/gsQ06dp8XwmlMPjQfaMNO7HA2m84dsp+OVrsPBSgpheY5EE8ZysK0KS7bBaJiMet2LeS8mDhCktcC31tizeiJ1gnIj3FnvcTL/waq/lrQFRK0qxPcURNgqG99lp6eyzrvl4Au76l7tD8p4LbRatdx+NWwbwQX5o+KpW5qajQ5EHM31Em1ynyKkJOd9Fta70xyr4JkjwmCRkKqFfz4buu0NoL/+wlgulg5HhGhc1Jw4rcUZmSPNzDzm+IiFV3tZEhdqcdeSLo/LOH6Q6Zdk/L0KZbMNsaWPJmkJjGqN9zIMS+vlLWG+9gZPlaiX6qOOScmgCkdjKzxLzukbCoUZj6kpZxNgV5nPKEe+D2TYpDr5vtLEedcbbSEtDvatDC8YyJnaEB+nUmosRAWx8tNNxK2BR6r5VI6vZiLLpC2ABvuA4Dh3vXuVvB3QnN6ilN0bTGvPoNrKcz0UqXxgkV3Nx7bxeErv2x5nRyO6uy/7T4IAHusPzZzqde4TbFDKXzUkfz0E3DJZsDEqbbifh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WAbSDp4foLojmQiVkBem/vmMvCCSYy0mAorn/yIl+CBgcdoNmWJPoroEl2lYqSkozTdcEYSD9Jdm59Y6QFyWbwnU2gGhVsxhisj1IAnA+yqCUx2liKFMEdt8hYnwbztzmLB3l/EW1ADg26Qq2VKJYLxgEIw0PZ9k6DZiJ+q0CohE1msIopapNYj9YOkVuCn0SxPWieQTbUSr0MrUY/p50gyJ0IoXSw6N2ImoigqJGsj4B/daisSO9c8dSwnkMIT3USIS3hWckWiY74UiyNWvBCC6VZicxhtnfV1GkXTDUoszIrB+Mq4pYtUrMPbMcncsTb+7gNikSrhyN60BQg5hSqTxVHtjuOU9USCVygIMtuEXDJ4Fl1SHncSix2Tak1Fg/tKwZSduoiqeFSSkTdBSbEQ2ds7LdsiWpsTN6d5EPYA63mrzdKuZR6B0v62I6o9aap8rKeelAPUBtUL/OIGH6atcFjlmYFc8KXpCqCEwkrGZj10y3QizcMpX1GVYG2TqrSfPWA/ESOXVQdSnuEGtG0V8e5m2sNM2zl8LzmjZ17LgRlGj/JxVKDjKUimNBy9VDLdyLJwXAOE6OXCbOhYJ55ZJJbiwYbdBIOkbYKgc3TvBe1JhLxivwaotNbCep6JWMsSD60dMFbg3JpVzJPG5MgM/awLi0nuXeN1qAM2Vkdz5r4s1g7O1DZONOBVXaGT+jbHZC7H80hYHDz5IybNNW9LfMhI+2g+lPEEnhCYgTZ+BuwObAMgEhRhwDzAI5rkpNg+Z7aIt5AVKZ8VJVfjKJvMErIJ6IADjTivkqKZlmqvjFr5ORzBhvalnBqJDc/b8AyQlVlOnxg6njsSLzNcwgLBmUGlxVGs99w2oAm24fGO00q+PRZVCZNZCSkQ2kQ/eIcqN+DBV5JGbZI5KMY9wsAiBQbBcuPnoI2sVLGrp7cTGoYTOaQyNjUnTjLgXR4thu4t1fbyZIUK2lEx5DuX0ZFJ2sVTt+Dkwaq1F9g3j0ZIcZWEF2EPSXVPr7LsstQUle+4kiGQdQ94tDNiGUmOzNkzltPQmzkvYMjiSSBleQ6AS0KCHFbOrxjgnQRyf6W8xA8nNRFCLoeM2hEXcLTSTGnfjDcmjk1oMZ6Zgcwjk8xx+6DqkdNI3i4+gHEG8jXMAJzwaEPZZiJV045PbI7kie1zsPQC5kADq8oMfJMiSOnwpnl+qJ4yeZUk9FcyWZrvEC+TgfrFOgmWkOaobKI4c+OZD95ZJSST+m2ZgqGVGSG/YtiGK9pMAsjObJJgSPWSLJHncTmKEfgEbJ24qs8w2LDJ8J6ODLGQmIryhIj4kfXLDoy/r5rwDZmRFD6vw3Z6hAcMKA/2kg+wCD0Wa16okcC+YmdwNCbaSV6U9TTGO6h3hJDhSBIRm0yPeGJNjdrES+nOjbYQUhShuqs3BJuUGGRmnysoReP9z0gxz/oCPoJvQapAVOr7Cc2LTlAYRfJjv86KlwlRnsm8h+/T5iQiGyM0xn8eoJm2YmR8od60awn8KREhgzRzKLNq4oLaTkBUum/shGXn9XOmyjnRnvVRHW1xRK9CkVWfRNxaEmgtlMXXr5Vf/SH1bj8RriWgeInJJ++8suRLF6Qc71YJUiyA7vpKVR+u9WmpyEl9xfpr/A2hj/cRKanoVdakZTeeIaU1uI7Pgrdh86EMF8w6XItr23XgpDMSwmw5Ilk64cOJNwsv9ruz6F3RJSP2EUmYDHcoZ33GvophGSs3YwMjlokvLEsqP4ykRIW27dFDYEPqrziY5I54bebp2af1MOfjgOcMMo8gKbqomqOnSizfKN1GUu82xP9bmA7wgg9lqZ4Z+IBOG7Ga5xgaeQbH0sR4oCWRkf3KnDML5rs23Qq8t8k/h7ccJIla48M/F8/Y4/AuQrKUyLFgHN/+knosN0yxLTILCuWB+E6CJRKOKe+weNs0rEaKaScKa69w8Jai+Xa2PghJguTRxYdIPgf0DJzeK9Gbg09rHPtBKIvbZTe2Mu/lsNPIak3zG8G54vVaUnAhVBbnoETLlx81s1zS84CiyZDA8Lyq51Ie77hV2oXdNuGM0r02h2GS5Jj+c5yykjrCPkU6Rkvh1XrXIPQ1jn9lQyKoQjqlfPoqKR+RSefSIYuj7e18CgWhI7o/NAs/VG2Dw1oLKVV5H+ffFIVUf5RK5kCtbn+E12ZZ5l1tm7mSfVkuK3IPfYppfGRM+iSdpRONJImiXu21pChBX8a3YFWhTVw1ENC1qxZ/ic7FjY3xi8V4QlOEAS5Ydgzfq3FKoIbvaF0OZ1EWzvnIReHEj9sPhlY6sCwTiCKN0KJHh/KMBMCMVZJTKNY6RiS8LdgAM3q6WaS39PbUKC8YAcvBKqjU22SYzKS1xxpDdwAkpmCTqKIkh+Pl2rLSyXIewAHGa4TQLInSpOeiP6fxXNzzb9F4AGNs8k3cdduUuFNa7NMYuZ1tG5k1r6vkopYARnLJB5NSxmLltUmkQeH6WqIaVJBaPampPa0WE/DlQJqDAZAuu2QdhSjIWvIUSYEoGmjKXom6Wx4bgxqOL/RV+FDs2fq0murhBAc408kxmXOwtguKAWC6bS0vvpI4PeBaPFMkMqcaXaDkpnDIlLEXrl2NZEcz0i8r0wtO2LttW2CgRQW2HNj27a6MFtJZpnU/bfQSxihnYrSxSSVxFdLSYaw4lWTj/joXv85BtVeE+fV4gZUSeBJAhS567qz9HW2Tu0Ry+R3v8zjS6iJRJJO1IkCOeS3G1bageVJOWWITLmEQKhkYHUPq9ykmHaP8PJTYOkVfW7bsaoFfceCL5eJpjlaTOJd4U4I0SmEBDQ834rpY71NSM/ND0L4+kHSFjYyhvcxTQXq1BSNzJmspY/XIeTWKgn0bKhERBqQ21/XVFF7RzKpjekLQJEVR7VfOS5DkZI1h2UpuJCmTLEtIBJgkbjx7pVutcshlSUY+Qxn1qkm/IkW+NiNIxsncCMFauBGvZ0seO2B5jVNR7DrxOOogP2/CkzWp5RatnFdrXozPd+X0EpQw6c2g7JzHb+0Hx5LF/peF92FNB5MvWmgneub1jwlZSepYAoOyjk5JIcLPC7Why09vap7okmyCo6GfqQqSzSJt1Zog8mF5fsdJGU4YcllIXzLl5hfki9mxTRVlcjqg6GSk2tQsSqikskYQ+IiOlcpmUSYxCdVhZM3i6ibFzG1RrfZQVlORFOtW18zaSKWL1sqt6X3SmHg9/hV8NixMPam5062afe3QKrZCX933SyIIu3zZUBaViJyVBAS2BMXxhckfJ6PCKCitkpKcYYbBoZQEkvAtv1w2GT3e9l8RINI46Ma64vR8Tt7i/V23H7JBYvQIhaJq8TMRVIJclGQZ45ebUBNizwiFdIN5uQQAeeD9QETeWVR8WmzeWaySmwHHAkvMmFmaZGqrFmCQRJ3Pq2Ta03NxK8RMdtNt1iZFQtam8tasuezeKkKTjmJqW/1FqThANutv2c2/FFiAAd71UPuoyjmQOLhh19Bgps54yCItotlStZ6eLEChomBX8UNvunQbX/IROCRIfsAjheskK6U5FDB7McxUeCpPMYLyTZelukAMVzPrl6UIgZdX4jveSOBra4JwCBdQIF9BN50wCfWQnYpJ/SHgSWUWYvtRDmySIDheteR9SxFQyGW0Du+/LdxILMz4hUwmmZN2xcSPqdWCCvxzTUg8jmKQ5RqKtTxNriXm+IyMpK14mt5X0jzfVVLHZccQKdF+mmhTQFVi0h/97vOPRHJEgckJlHgFr70ohJx0Wx8AZUEnj9PbZlGe3aJ9cKZAJhULxVVISpoLSZ5Kr1if8g/B0OLAlCsVyfzQNrk4QMmAJrMjdskhTZ5koxLWxWDDSQ3f31nitREyhvjE9+jHdRJCuoywauPpsqcbSsofSZFZJKtNq+DHKcNp+iwFh1xMxiggQ79MkGMQsxaHtRxQuCKH6+t5Y6Ed5tlOA2bgbL8YR+QRHtp7IgMmaqbIoJ4Qekq00QYdPXOCFRaM+Ct4rRRzrZHkkkBLclgxO/6zvkzIFTG2QiclYm7A+zrX1IxkUZxcaTIuLjuwmtlSBKLuW+cEG1HJfrULntI/DEYcpkiTD65dINQ0/VRgTHE812Gsf0KFSaqDBZEAicj6FLHABXbyVSvST5avKeUZIryGgr7Kh0g2LG9afv5WLgVSQkMs7+xDsl9uIikq0V7PTllzVrWKrr3oGf1tdaSjz/5ZSxIfBaWp25RDJs/YMZJUNSc8Z0ioQouyA/oWsG6Mj4NWokoxidKoYucmEvwUKitParCcJsscB2tXIpNiA2HuxuUmFQRcoqTNjq8W0UrmBEgoCfXxZNt4G1DWyTNzmLUnlwdARqSHDN8Xld5HzFD7bhSFJBiz2CSwKQn0xFPbuY6TCEfH8D1e21iZiBDS/GIbL3BDgJJnsxXjRxPnlYX0UACI2862u8CPkTG0/lBoBM8FcVVO0KzNDoh0SbEOZ3Y4T2F+rLj0HCg/dSMibK9h8ZgkFhOImlqtIkc1Kz+4QnuQSTFMYxRzPtE2iGgJ8dc8EmwClc+jQm0WsHAWaInMhWRxIVMjKu5YWUOFCGkpU7BWKJXiFUrKeLbpq9SB1snktpB/qkP6y5lksLK+2Bh/jYAvYYpR0QSJ5jKTZ/xFK6UmimwJCSTQRs5gmQOVfcKgRUo0rglBJDoCH0UgQbLlRPCBuKYWhOGnecksFo055DVpSpCEyWCCOJ6rB6tWicgMpfbpkE8+JQXy5qlZHqptA4TjRV8BJI9wOHzSgaIkwz+ry3K5mh+/owOqABSUz0PIhzhPhr63qAZPd9I2QVEAlyQyYSlkDFhRMj0qSz4LpEltgfNyT4uM3IOE9TYgSpeQLjLh+ldi9GzkSnsBsBCYLFBcUgKFGDZbgqaW5lmwAtkOAJYfpSV1ZsIBzgQT46f/FT9WSTl6cpVi8LDyRfvIbgWCLcvO8gWpBUvPZCHHH/GlHr/Si2KzW6XZ9nW9XFyQj7w+D45L5m8CZzyashjkcmXqAX9kakIYw7dMxkkQlww0QQGZTErQztM0ZWx7cB5j/BPHKCrT4//oAJljbFKIUUaeqod/IdFAmerkYfPjkQI+7YiIwy+KlcDirUIqMsliUu2ZB/Nc3kHSLZ8x+3DbJneytBxtwRnJkCacXAc3YZInW4nNTAhtBmPgCjJGg1bEsYMjh/XDYOOHZNEHFbalolllZRZlwLCJMLA6ChhfZRRjYCPg6RIukhipixg1oLW4BpmEjE8yK769j58QMP6HJFnByo+S5xgm3dQF5ScwDD1CM2FSdBBrV/EQEe2RATiqoEgQsMYHBN02Bm9YpKaCTaBQCXjSQ6V4poSmuzjRkRqDEFJWqPIDloqdJJR87ZZqZ83CJZR4gVzPL2JoTyPTEgDtnZoAL+BFF8nTLfk5Wybxfiv2KrHCEZVI4NeyjLyWC3RZLyGtSzgtHTYh9sWCJ9IZJkshlJ9r4/qXFgYg+hQZKO/nVmbwPBSy5WtffwzEgmQRg8UVSni1f6vY7g/mvYmGSGGFpFxifHxntoDMIMCCgzymj/ORAv9OrN+5FqdtVp4E6ksvsBcSnwF2gyYOmjiYJdUo6wfnfVwoEXs7K93PeGi+YEoKsIZnQmTwRmZRhCy3S4Niw/fX85PbG/mpGSCWiuSsh4hOsfIVEU31Kfh1CEmnGsJdE745tHmoaCQ1wxiLCU0b2qyHHC/KiXZ36DcwjuaESeCQ6rPiG85o5phsqHh3j6LGYkfRqlVlFxKmth4v2+UECRDWtGFR+8l+oYtMNXzST5IPuEzvCZX/57HYOM3JAgd64yGOSIB1xmfMjCSumCCpMUmdqigmofgpHMwPi0yVnTyehKpr/sZlRqbHyB1oQ+CxQBa1GV9C0XKZh5ZrhfzPSRBkBwuUJ3RcFOFn/gXGF9CI2PiCTuIsE20wM+QdaN8TjgfMj/SjVMEZn6k7emIfnYGqIso7jhkJORu3vMbML7whDWjtp3s9KRQ8FHxQCODC9+gSQp8KrNKXxzyalSuKDooI1/4xndZKoVq1n8fJtNWDPupjwuMfBLYk2Uz4gSmwVNEKSWPtGoxOsmcNPtHuo4/VWjJGJcUJk5TzDWfZ2ufMlgfmwzz/I6nL8znpUmIqvLisMf7RraYVOV5/iu7TLAg/gyaafJRQwwQNufwglId2LNCTqxjd+Tp1oSdS31QmqWgqBgyxPWVkVjBZ2ac8Q0/m8bU3JJPAnWkDh0q6JAVHNjDNnoEP8PNK4gxE1sYWmCpa4fm2mAzTo3YhRFW6Eb62irzFCrHw4cYnWz7YKJ+eSmyxQlP8DJlQLZ3swp7mi81+/lpqR7QIiKsx8G1AiTFxwkzDIYKhAmLoxB6ZgRZC73uuqDzGOM4ttdR3TIFNm2FRQqpPqP30hVeYoquhA1YTq14lFkj3aPLgSyduFYQEGyPFKtXWDXxrFviSMs2uQ+ABLkZ3VZMCAL4GEhnaXjfCD9ZcxW61ERYjDqSkSi4rd3VSm/KvCWtQWHJpW5z2M0ea0xXrXcaIlcu3IpZmSYhU+/blDxgDARwnvjIOFkjRuaxQh5EkkaHyuvJrKRmu2xSdVzdY4Wcob8vsjYKUJAYUhMRXvCqSCRTF689bRVKA8tDEjkI3EGBz8LUNxrCiSwidEDmfn1h5NLahXUa4+McxVNJI7TOJpADoSSYBkOZb/ySAwEZP4TlgBDCWE21IG1qt5GlMur1uS+b5hfyrrKLrR4pcYsP2hpRwfw7TI/wZb4CNFzZRM8BLsBd4M32kK0PGDlG1XC5CajWdRwGa3uIhQ+LguR4LQyfzIs2iZyNFE0gdm/zQSvwQF+MH71gGDL4cQzEJcYwmPAeUzLUrmfWwHJp5FbDkLkzZfNxjCiwL9yQ18qiN9KPFzzrG7JXhgnMQXxK1nmiI2q31ATrRuPGMHnEw0OSEyk8HcB2X8BC/0ON92NOkqCMsG3+XW4pyNUBJGs6UGzGkVRR38iCOockxYrHvUS8JJbC8ELBp42+Pe3Dw5N7XByVkag8L3FlGAMu/JybL+yf4nIQc5QMQx7OWxAdjZIpV5mWtdBufv0vCLPAx4FYwxglLK4VoKXEomT5bshFQVVLe9OElATTF7mJ9T40SiTIIBFKBEDZAaQwtgVHUF9TdgEwGDNgAiaelORkik+0cZoJrUxOWFmIRTw+08tOOHmTZunxFRagy17q4QphAk6Ybyal2QHOBkSfyojUVyB5ZsEJDJH4pSR65buYN0soxI3xfRUJNL0EVGMkAlUzZKL80wmdcEvfZ/kReyT+2YSvgb3k6r8iX1PpnSfNj7LEOHgpcFmziOJbDG7w9bqU6Y7SUt0UGVPohuu6MSgpQssbT+qKdoYu5PecLjNe9sAZxbO6v4+oAttxqycPlC1w4U/RMT6msS2WR6jko6QHqLP8C7wHP1hnpuGY0lQTJP0CaA6RPtH205RlVgSHeYGVxl04ypXYlNpCPbXCiajCnD4w5aJyuyImGFNloOYifhabn1eITt4lHJ7SK5OM4+Btf5WQr0W3vUKtotU92PAejD0QYW+Q0SpZWFJGpFC2v1MBzt8gmBN2tlGVo5lKs0fncgzXv03XBRJmpDoQtWeOJFKlD8dpitFAVCEKMtNPwVf8rvONa1ufoIz4fUBgE22xSQ4zD+y9ksyqbBD9Iz7UeGfIX3hKZL3h6Ro9z54I1mhSkMoaYjngB+RM/1ZovsrBSm6Bbf5F5Ko+wvihJIV8Lcsi8HsmFbV8IjE3Mou2W5DMtqZX5pS5FZdqEBK+uwqhRROCyXGqH4IBP1FSig3Zy5aePJPWSKCGplU+OZUKFpCnTEKQqS5PVYB08gyHmarj2UyRrAcMYaPeLNozQejK/ftXJmg5NebXy81bi5EbWONInCQACV8RV23a6CsGwU/pxw9kzSQrP60hhltftoMRoRgnVyHc+N80mmy8nauIqKrnfl/auJIHUkzuVrEDRXFEUpsVUT/n0QDqnpLsiS0duXcALE0h8rpAkkHh9EDs9rdWijfSUcuZEHu8lwfXZPrbLM6XGrx71BRsWEtNhLy7DVUOdJHIIDkUGblKhKRR9Aa6IDxQVYyuiGkM+hA1FyRVfvhznV5sQZksIYuc3PoHnU2rjKaFutehB34LPRSUWRNgi9WF8LjVKild9jdBcGDft8xUv8WSOi2JJkKCNSipaxme7bd1YmnGgqfQCTnLgU945ZLD4OejiRw5RbC1JfiVLDE0yy+9rjFayEKH/iS15CuHDmJESJnMhzSEM12VAH0T2rJgix1rL4iBDQfSXGoOx/n4/DKjM3LSk3ZrWPJNc2uzO+1JSdzASpci6uKpFtZ4miR6SgoJwEnq4PTqRGSiK/4RJ0cWKxzK5lcSSkYWU3772WzgV98T6jYyEUlXiqgQ9HLt9ZTOmPPi26rr5or89BdvakGnnPzgdvpnHhqEyiw9QH1JeB0O0KGDIDNkhe99TKjZLoU4KXEW6vTcbA+EcOgyhH2XsRQJcqahaY8XiBFsFbFkWQbuE5a1CIIZDlk7Qlq07cIqht0AVOEvLXBgwiERSDf1XqKPEbCwt92O+8ykt9xIIkqKM8HqBKV8rFKpihbrqJB/wvpuQWqlZCRJhXkU8gLzV4XVoBalhFjxh9YVtYooY4UZ4uYcT0GgXUTyPkeSIZm5p7TPfocH45FjTUkvD98tOkI2mKvHuNy3qEc8pkbqoKDngo5Th+WzMAgsqlLz1U3zbHAZ3VIgTYBO2L5UosxrwE7mIhbMpJ3JiA9a0Wi40RfZf65HWkwlb9EuZ8AuukdaykpbWYUpWLJNYksFxhPKhiU8kdtaGNh/0pSv8iZcMFfDZxITzj5NlEakvCvcpcClD9MASZ4UocXGqmgveip167bHf87JzKXsobzO03CukAdO5mRw43DQhJTBbHKF7K1GJYDW55vKJcGzrI5zljEvIlDy3oe07KjFXSgZaVAbCOq/xlUDSQoEu8KWsj6ZtcRUv3vdTKkJoJ6w3xaJTfkGpkRtAiCtxeOEgIFobUEnqbTzGcmqqzSpOLkLiNLpI4IIXuqB8WiAp6AkwOsypbPviHh97klxYbg7hF7p4Q9RCpiTYsKIm6PJLKdoYQZMi22IRK3jcBwi3vDZBkqE2trNhKF/bYmQXLRtvDcpbnfchK1eEkHW3RvysGhZMZNlWVmg8k+KhdjyAwC+4QzsbTc8a5yeLD3HhbMgUhzAtTig9GdTjlM9Tbo2MXhY8U2gdIaWyVyvJ0lmFCQNX/l5PRq3ydT9GsyqS8f4UZjF7ca0mQiPrM8t5aYHBiNOmAt6UW8uSEAljxpc/pJInYhDqh8Uhx+shrNi14st1pGtOXB9/diCGAoULDtdS9SS2Rbw4IPMid7N8wwmhK1buuZHkC1YsWiaa5NRWfIyFJBSW0iYX8HKpAp6PEA4nQ6zxvEfioS9QyRMSqPZrtcdQL1HOnpQWA3YEj0X2Ewp9iKs2oEpjC3l+kZLkAj12nWWk/cmF03PzImFSJMGZf4qR8eZN1lbA0q/xhSLmgxj2qDf0kcgAPmfA8kXEnjitCu6WU2AlyMiuKGRVal+sOT6p8qmwLLKkApCmYFuwMuFkcfUY1QgmnM0WaUa0IOo0XIaSykOiMUIjMWapZdE5ZYsEUh/nlZFKTZEeeQQOVCbALloO7FTdK6ATcfbL5TAcboBWyiyXgUruVkupsBTtuA/EN1QSJCR2+IGzJRMLpns1SNCgok7RNYtlwR5Hi34911cJpNKsraKJXDJefnKUt1yz6py0OKNg2T2EQKFEYawjtG7W0hpWBjKTkHgaD2fSuk2NzH13ohdcR7Md8QSWbtSI7BW+jVgri3oIaRnNh0QlxjNCxaFGDQmgAwgOGUmbESSHKEYO4U6onSGaXmmz2RNL8ZZU/OKRs2PP2/1TM/u/NH5hujRRiKK/Vz5UKQ6NXJ34yC2E+09PV4dHcy+2dq+9nAqCAXz0YTAA/wV4Q7KQPwb8Qq9pG1lTchHvVQnD9ID8gsem8Qm7g7whPZjmbQPwH3wbgE+R46+wHf+HL/ATfMTXAF4GB/F3PM0A7YYnga8bUhHY40w0e3qiFUbl0/GXHiBCpP1NwblGpJLUIFy9gsM5/t3po6mRVuH6wzPlYvGQvd4M/+jTh57fXy5Wcunp+DfOFs+e/dkPGM7ncj/rAcO53OC//gHDudzP+YDhgbH2A4bzuZ/vAcN61QOG9ZGzJ7vKrSWtSrdOjJT1lfhKVA+XDh/E+/40Jw8PBNPz+h13Zby0ePzwgKvMnP78/U+9vHBk/wl34mz48Nkj0+HVmVtnZ6YvpfddOL2pHIWFCbf/0EyttK/1WH/vA7fXHj/43HLm9trnXshk8rmLXbn8S+nGU13nOjd05S4/eLc79+q63Kl1ud51ub3pTHpbd77RWBnYkclnRrf05PKN5fyW7tyBrQe60/ncnk+d68rdDi5n5tK5/EpXrnF7w3L3xXXbez/IZLCZuQ1/e6V7S/puJpfp2dO9fe1K59HM5fS5TP5id27bJ1e6T6Y3ZHIXM7kdXdsyufzRni3wW66x3A/fjnad7M5t7c6d63sq09u5t3d757kMnOTyIxcz29Rt2Hu5O7cjkzu2Lpe//bfudjXuqj1w6J71e7pPdsLPJ3/p/b+7ksnt7VzpvN29syt/u+dATxqs4+RvQbNbug/0bum5C/3KN45q2DB3+xu4+ZHLPdsyMMiV7MVM4wycDbqZP/mfwZnye7obK71HMw1oIr+tG37aNrYDpHE5czTzUnCs82LPhvSG7txLnflGpn9Pz0rn9o/t7FrpbmTUyZ7cyQdv95xM7+g5l3lavZrZ2P1S5m5X7v11udu9r2b2wreV3tzFYGNmh8rtUbm9D+QbvV2XOy93b0ufU0fTl3uOolC2rbsNHzZ0wxf426nudZ3rzl3+xLneo+m3e+51ZXovZ57qOda1DEechB2X4S+jQJSbdvQsP7ihe7nzslrp/EfN1KnS3cxK54buuz0wqkxvDj/tgS348+WeFZDSSucW+LwM71vVznUXu1cyl+F3VOPOvh/t/PjBUz33HoCu3u263JM715MDkaXBCDK9sG8mtzVzEeS9DeSxrXNbT25b9+Xu/IGuxsUuEtzWdfDSaGw4Agbxfhd8fnrd5fRK1wFQ3JZH9/Tkc/dwh7td+Xzj8tQOMMyTW9i0lmHnucyLO/BtZZy+HTiwJbNDH8hgi5nrOzJvr81lNoIxzzVObrjY/VKqsSGzTOZxLnO550Bmbllv6869DWfr7YIGT3YfW5trXO6/jU3BfvnG0+k96ZMZ6uPGdY0DZJCN27WLPee687nGyUy6kW/k59LQs06Q3J4gk1l5YAv8beheeeByBsQBH+Frpmvrutxy78muo9izj//Lzs99PQ1m2ng2fS71q3c6YU/wNmh5z4blrh0PQQPpZ7s++VZnpisPBofNg9uBdA70nOxq7Fm3p6uxdd2eznOpk+MnwbsOfLY3fbv7nHl27XLmKIg0lz/QnWtkfuVA6osvQvvwsg1f9uDLDnwZpO+3MyDXxskHj2bOdV3uzoAlbuha7oEuH+jJ7UU1NI7u3J4BW19+BMz8aPfF7rktAxdxxPncztS5TpBP79pM+nJX41z3uczKwEnw24sglbm7IOItMKItnz+WeflyZsfHwJs3bAFrgEHkG8+uy234DcCBTHA709jQtyOTAWcB/aw8BApErTbAQXd8klQAkPL+uqPpi5lesIC5xrYf7UDYOffLAEkrwQY417Pr4GzQ1S1ze7rn7j6Y6UL3bNz+i0w3NbXSM9fY2ZXbBjZz8TmQai/0ecVe7IbTf/HV1LnM7b6TmTy59OXu3Cl8e2gPNDe3s+soaHpP13L3SuddFMWWX4Mjj6qjXeAK3bm7PXt/+dUe8Na5zK+C6ubu/v27XRtA9HONPZltncvkxSc1qGols9K1c93dzj2ZPWnUyfJDW7o3dGYAWQ4M3gbBrkcbuGt2IOB0oyucS2X+cnnttu4N625nlgf3ZJaxtaNdaTayLV3b1+1YvwObgBE1Xk2DBXZv6bzbPQfGc+ChDSC/p9J0yBf3rL+9DhzoQNfJzIYukBQefgwGeCo993a6F3q+MgJSufjISgbEqg9Acxv+k+Wuxo6Pn+ve1t1YRqfd89Aze8iPTr4Kv4C3g8OqDLxkMiBWGOK5noudO8BU93QfBVnlGit9nzuVOqpOdm9AAR8IQI+Nrem5xvLjJ7tvw8k+Dnh8DswOunHucfDjTNeOzNEeBPo9686lwFBIW+c6b3dtS+/pQnHsXfcSnOYTe7o3qGcAgjNHO49CMFoHJg8d3pY52QWfL/7mRkA6HPOfpzamznWDWvYAMm+Brjc2ABBpGOdGCC/vd40dzWxLX0SH+fjtzIZ127rP7Mg0VrovZi6u2wFi2ACD/Mv/obIexJg7CoYOdrDjf//eOdIsSGFvem8a4AB++7XbXRihjnbu6Gps6Z67rPZ0gXpxWLfj762sg5Gd3LSjG6yn825PbgtGjkxmTwaBIvcUqOz266/2Zx4YnTixX41MV/dfOLHv9IlfN/uKRz4VXs394Vn78PXi6UPVx38jPXP6wyOtI/sfL5YLYfnTqRlgF1PHzz1w4AFdgf8UvFSMrhhb0bZagX+42cL/QCzhl4EqECWnKs6G8NUF8FJ1+HulWsHnwlZsxVapHWCi8MHh8dCQg50rTsMHbK9iY2y4Uomq+EOEe8Luo/ADsLGqxSadrVpVreCxwM7pFU4ghI55W1Zm+njdi9QIPLvT/mUV48sK8Vv9MEI/Saj5bhl+LS/uEVfojrghdAX7YYEbVrFXSMVDi1e3YRkyhMFYzs1LVXy4vHaQvoSUaDkYu0Vi6cI4giPxF/rDeW5ozJYcXpIdar45Ku6PP+Haatyv5HBhTUxLlegnujEj3ZzR0YJPuhGBrUD72DS0VMHjKjo0IFHITCqiUfj97tqoElVC6ImNtMlms6UIOluK8FbwMMQwmzVZ+BDCKMKsjrLGrKxFTTgVBiqkB+jCScIAb0ztFPwewld+Xkc1VNQDfryuw630TEr6ZOmDjTAhiVwYRrgP7YtPDHX44wDe2ktFATQeBY6asIMwDn4ehw5tAN2j2/tGA4HiG4FZNZBWOszSo6vUAByvsF/0UJUwpHeF/8GPcK6s0SV8XqgjQcH/EeRWMGLohOL9sLoH8nZ0/Lm1l9eGGx6gRExXME0wkZGb6IcllzVkJCFaDH2V6Qawj6RipSMDp87yLXyhA2iacIYspJxZh3PTupKlEgccFGk+tJSlq7nwc1RSsJujdVm8mkHrUlZFsC8kOSbUpTBJGKHXcLKs9uauwygfZcmaDRkzKhTzSuh7lKVB4ekdXpyapQIy9DaU6+1hizu39kAq3u/CI861yhfOXj20v7Tp6qELr++7c1XF6t1961MTZ46ujVv77n9+90iW383MfCVuzk/Hl+ZbTfj+4Qj08OyC23S1VPuS2eaOffLpv/NUDiLz4Mr6ldSxh3ftGhsdHbvbvfIr2zp3phbHp/ILkMQMjubyw/nh4dHR3PL96cfxV65BN25EN8aeg8xpcS5/PAjGm2rD2isxJLpHjL2vV/uK+NpsFWdsHJbiyvzS7Pnpemm2Vq/VK3EUlaZvZsv3D2SidXb6xiScffrd/POy7dD6VHypWZt/L57IhsWZzfuj2fxwbK4/7sqRPpvPVTc9HxkT193ZocojmZdPrdvVeOGFycHc1PALx4fPvHz4eC4/Obnr4BujL48P7zr+zOTw4Nyu48eP5w4/MwW/TR5+ZVc6d2bX8NRofnLX5OTxD4ZHDx5++eXjY4dfmcsPP7Pr5alvPZeePH7mhRfGp56BuDE5OD42/HL+zPEzo5Pjhzemxs4Hh4PDc/nXJl9u7JrLHf/2+Jl87szLb0yNPZXK5X80nnthdHR4+PjY5Nj3Dr/x2refmTx88Ex6eGr8e881Xj6fa+QOj04efu7lsbHhyeHRXY3RXePPwPvBw6/kD041Dk7tGjx4MH9mbHTyYK7RGBwe/9bhw1NTw98bHh07Hsw1pg6+9szwtyefO/jG8dz21Fwuf75x5oNXJr/1wehrr42feWHqtYOHt6byb5zPf+/4C3OH8+Nzhw9O5sdy53edmUvD+Q6+sGtjaio9dnC80cBnyI/uGnjm/PHx/NhYY/z85PBwDro3dTy/qzHZmJwbPghJcm5q11OpsQ/Sx1Jz4YH/IOt/V7Jek2r9xL9N6BqHaq19E3ri+dml03777P27HbowEu4LT0fh5/vURPnC9cpPtrT63/NRa3N1LDxyvRpWYxtGlTgdhfl6tRZWa64SxaVqZdJEk+HI/ufLs/OXmvXFWrNWak5PV7O1SFdmKwu1SqVZi0K7GC4sXHEuzt1860ZYmrdmNo6nm5GNa2Fzvh5mUtDm/HQUX4G/ypKpx64SHjFhuaZG9o2YwtmR7MjIv0jd1LuKF6rl0za7WCpdcCcq5nkXnZ0uT5/dv3966Wzlf1ywI0cOlR9be21L2j2ydq68afPmMvTb1bJHLoQjm/a9aGdm1JHmiQ+rcVixYalubZydB+ZzxdZuxqZWA8p2JKw+Xy1d+O1Uszmyv1zYNBK7hfT0rXikEJcOzbjFxfhIrbwpW3ixEI8MLVUq0OPFeu1Q3ejr6bNhKRwcvZqOavbm5trDp4cnNpUvTFZK1VL1Wq16ZAZIWilejOPRG5VatBRGLxberZcO7X7gVv7nRNv54/lgcHB4OKqOnR8byD9zECxjPA9sOjeWHzy8Cz4NjuURiyvNIChVd11LT4/lhqca46Ojh3O54YOjYPNjG1ODubFXzoOJAwsejia3pK401eZqOFMLS8V66Xr5wqY47h/KTkzMFMq1oSOfT7kLIXCqio2GHp5putKNSn16sVbdFYY3Sm5h88zZ4f1Xy2Ft88P/5aXOBz/W8Ym+66dVR0fHP7/65es/aH7/9JXOuXs95f/uh1e/MbO7489p2+2TVzrv3Or+UU8HbL+9Kdf45vLvd/T97vrOhaX+P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</script><script 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</script><script 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qbnWF565MuUvUhWHBO9giM7wMudxJA34W87skESQpEskW1ojuxdYt1AEuIoYZ8kYBV2olh1hDUcTpHoyPZq7zuy1fJoGU0fUQ163DWuKCeC6YEcJgsTkYMVLbSOVybI2k/EiWqIrBcHMn/2Pl4+6t+BFbeIZ1ULkSiKAbcetfvWrCs0BmAY1cS6YSHH5UDv+1/IGnI0fsuwcoMrjaxgp0JkBXsj1sWmc64LPafTXJ1Oe++K4AM3FOUth+/Sj/SpMy/mPxbF9+R1dwX8oDxnVnrPfdvkWCSUrD3tKdrQSF6zshxvRz8bkt8gxuwovhw6zySOEhblasR/LTLN2W34l8/8D/9h88+XwUbm/Y7DV8AmsEc/REcFUFy+/+LHcEgUrBRLWpJGAdBoZHBxFBNI9QUQaa2/eZPdnv5lstiU1tIYYD34f17QInf08Ov6/E6W1ssZPSJ9VhmiPHBcRxJgNPt+DYpkNIaT5Fb1nessNgnCpsZtWkCi2l8B1X7U521dF7DbzytNh89ZpW4PoqgivkREWx7vG2qDQdI7PssbnA1lBgKxyFpvONR6YjDSusIfTZSmKEpdVVQbFRGw7ZmuiKR21RgRutl2K97D+L975Pc92xEtUouG8erltef3VpXyGjFiURAdUPWV0GtKeFlxrhMTB/+3foZVorj2qFOFrk1grNwFO6fYizSydx+CD2DLKDpCAy1HmIZoCji9GAb9Jk9cW5qO9BsFo0ODKreou9vLidCyP0uiPgeIRwq81kt7MmPaZOaBW2PifOLpibhEk1P2ZObBaLro9sciAX/Sma6GNGmHWIumt1eUtNlvcPvgb3VT9rwqgu8OOO+g3gidR2+eBiNLWqGnyf6D/X13TUmdKb/kck8xbh/22+0gNn89QmN6B/rT+7FldGQy2xelVsFP1/nPINry5PM4si2hE2d9iE6s4SXeKIlfgL0OTNaXrN9aJEsVxBOhNVJbTfgU/OkoyXrcGWFZRz4ac4gjiFfJ6YuEXdFINmjtEJty05t094O6uOmHaNxvP7m9ir5ynVId1s6xVo61WTneSh2rETEIecOWZLRO7I8+j9V/j3TPvW+30ARCumfm61/F3ZNMHGR8FWHiILE4st9vo9Fb0OeJY1gMUmxLn6ey3y+gW0mueN1IsNA4f/8/e28D1cZ1LQrDzGg0ZzQa/YAwksEB1zjGDQ7Yxja28Q1pSENvSUMSUpOAXZJLr3FMUtLiFVJTSzYiiB8jksBFYNmQFl+EjQ1p8bKMZcProg9BSE3ex/0kHBLz+tEP2SGFrNKF7JB+58yMfsCAeu+7fXet92UE0sz53WefffbZ58w+e9uegzH7fX4NF5/IzPGeyOwcOG/waDzZnnPCPPM+4cRLwKyHPpE+o2fTPKi5odI6JrNfptBhLdtzEOr9izw+ao0O4xEDPz20QlKqW+ySvYex/5FqWz5rZ+eUh0HMG7Lbhg5xSoorlkU1MSuD0ayFPcz5aVic1a+BrHDv0QVD9+XXDFdlY4J2JVeqA5gHBV0lW/ktfY2Vd75LLWW5wkEvo/Gjztd49xzc7NhQsISnLLtC9lvp+GwV+70n8HENP8F7yLDrRnu5Zb7n7l1BX+TjPSZIzLwrAhP3YmxPBQwQ3oyhkpf6FfS0HcWZTGc6ZIIXaNsv7fqaKx4/0Px8c2AmiO48JRNcRfIpFjuLFJxCPnRff3UvH2NBqlveGNuAW19TCSWsAUGJybZ/WF/z0qCHYH3zrscBd0+5Rx8MSWfmeU46EzRPP5vXm//KqZ5eZtCbvhpnv9589//2Uj/wNhUhLdt3HtlUc/W05bTldeR35+CXDTnZDusvFmt6L9bJDvLb6vEg0Ns5nq7RelJYO+4ONlgbrri0r5t4RfbqHIf1lFeTXeLJJvEc7YaBg+evyDw6dE44yd3lh3fjWz/lFA4ET9Cu+3rzECczCCfNXHdgwOf89Cd4ARE8T/92Sm/+Led7mrfCYNvvgJi+9e9U3+RDtAZTk+XioDA2P67szp6/oue0kDidmY8ru5CnF85BBqc99HEl0iOv5WYrO3KJw1maQGuFjyvPH5y/wi8A7OhNM1JI5F/tV9QfcFReFyYLLBjQuBT+cTfZHj589cwFtumrMpqb+g9B3jrl9VLSfLv5NvzmXV9r7853uo+cn1laruAinapgPcquh6D8PsXJ74Jy4UVYatVS7UJEuzXTbjiLOPzeW8wZtUPGI7x2g+N6juN+tWddFvQAgv2wHOTTt1mZiCo77lp72m+Y7nl04hxnDnorkHjlhttBHEWjcgRzBFcax6aNp3ldp0PtBx1Dh5f4ROGm6qnGA455XhGMX5gZ4MLMytsGsVp5RVGPsxNdjuPqK4uV0/glxOHTBxzlBbym3/yAw9js1R47fBXG5C9WH+NXNYfbcxzlry5yFC8oXh0+D/MI6rDz94e4w/d8Mw63HfSWhlxO+bRbDRXZjopXF6m3CjFrL2U79hQsjuHXOWNwnePO4zTWeB24sQ8OOtyH+RNXXIsHTTkOO3ea/zX+FX/btQMOw5nlDBOAoLYeqYd0sqAs+tJi0hGUX/dD1vXmYu1XfpjWvAiH6Vu8OhLnOsyrwFQzCLnb1BL38LztE8Og3mzhjkXxhdw4CwupXmwSgee3NVmQlWTxnJjzruV1EHypya63mcYWKYbzK9izGofevItbwfL13SiD4tNprj7+oNeND2FzPuJOegmquv82pDd/xbFmvnT3i3a98+ecA2IeN+79Lr2zePFJhc1M9lW0N3Jh6jPbDX6XQit1GhmHkf4qSK1qvHPhtzdb0ZbHUMXX4/cFlX5XMztmZBt7Zc0ZtW3DFcyBpUU0y+53svc6KVSE4dYF+8wDRQxpmflO5kqvTJvRYvh9+2pQaFSmOxeGVoFCm1HbtDoU4arKsVWh6MzQNa0OhVp1/taqUMAirL9fFQqNqnwwEC7aPgyAi6tjAXABiwgARc9AACi6rnwUAIpKRwAodIbVe0SjarsTCIrK1aFYq6q4F6BHWtpW75FwVZMzUI80rQ6FWlVxNxAurgYaI+WuC4O9DxThMErtWqkFFvHTd8t/38gcXFpEJzOglQ1pJaiIpqFAdGEJ1COm1XvkbxkjTavTBewRw0cBcHHVvSoUxgydaXUo1qoanKtCYYRQrD5G1qqavgoARcv51UcqLGL1kdoMSWt1KMJVbavzi+YMXcPquOAY3+pQ6BoDUafpbgAoWspXx0W4qn0gABRdlkC4aLofAIpay+ojNVzVaA9EF40frTrM9uysvH9h4PYDRdzrlN1tllVyU9GV1XHxN4yRroAc3DIUaKSWB5pTG1fnnZBfVAbiFwHnkZaKQLhovP+/yMEDyhcQneWBOLglIBSmQFBUzAeAotYwHAAKa0C6sAbknavzC1iEKVCPXJ0KAEVtwNnMsvpINUICDzSzt6/OtWBDelYfIwHnEUidVwOOkUBSTkuAHoFz6v0AM/vJ9tVZTsCZ3QhJa3XqXKsyrD5SYRGW1akzXNXgCsDBIfsNwMGtCwF6RNceSPotX506OaExQI8YAs1mtT2BcNG++noEziNXAkHRsDoUf4t80ROILuBsFoAurq4u8UG6qAzEtSpX552wUy2BVkVX7gWii4pA65FydwBcdPUEwkVboDm1K8AYgbPZ6lIO5J0BoOAW3AFm9gBrs4D8AhbRHmhVZLEHGiNtgXDRvjrvhEKjKRC/aAwERZd1+CqTs7QII3unWepqBl8FJe2EBL4a+4VFlK8+m0ExPtBIrT0faD3SvrrcCeWLANIvlC9W378ILHdClhNo56CrIpDEB5f9AXcOVu2RPTsb3KtPiBldDQHXZqvTBVwhGgLJF1dW38uBBB4AF9zyLgAHDzBS16osq0MBiwgwm3GkFQCKgLsoTfOBVohXA/KL1aVfbgsk0B7f6mt2WIQrkAzeuPpeDhyp7QFxEWiFWFseqEd6Vp/N4FTUGIhflAdas9cG2L/QqCoCrZZbHIH2cioC7jQGwEW46vzq/AKy3wB7OXASWH13DfLOikB00R4QirZAPXJ+deqEYyTA7hoUGp2rT0U/fbd8eNWVwFpVw+qyFuzUikA9EnAXBc6pAXqkbTDQSA0ARUDpF85m7YH4RcDZrOV8ILkzwC4KN6eWBSGVjqarQ/omq/CaE1mvbb4dxFDw6yA1ExQEGqt0D7mP3EImyz6w9GRfMfVcvD12+rpwlLmxKtth6EDHV896DgFvOeCwVvGvstRJO9EpYIp1CJogbZ/pa8r+ylVlRy/abvd2zjR7jm87chxNjqregaoLBVduL9XgO43eUDGMRPKJcC760ITeNsU76+be5t3kTt0++KZXOIlMMWMParDYkbmcm73GGW2BoMiBVJMEJa0L6D2ajKHpTy9TZzmFGrtXK8eO3kb29jbfRsqGt1DGiznejJxlARkjkY2VSWzXPfqBQkb0srrXdxxZ0EY7fdt1uqagaYZTj2qHRfXwwJ8+beYONlOf1lPVNu5oW9W1kbZhT2chrcLOzvvaAkrrQOfG7tgH1laf9ihjSDAQROEy+M9iJAZwMe5VcIT/py5WXRy2XihwzTyQldJyh2lnkJp6+/37mtO6z89J+frPwPoH7P71Nzff0jrqad5fkrX6Wp9e0HL0+qrgTTJqb823n+8YOwceSGmQB0nkQUZ5EB0VdJP7nvELua1CqsLznrfXSLlo0PD50L0vjEeabnMn+v7ljwNrP/m5Rx+y2YjeXUtAEMN5MIA5ANKvRHbMgzIytF5DfpIga5VjatN052u3eh8sBh0KBDhjjL8ZBDDaGH9blIFOJXfCono+dN41HmngTlvOtv8eou2eoFQA0OEyKUDn++DNAa4ymg4ynL7D2huYC9yJ2Cx01I03u2PVIgxxxqU4pYIZp3WdrtJ1BKm+oqInYdEvCj0ilwehfxL+M8L9QblK4tEqsn4+EFRZWVPp4nxDwH568RSkE8FQg9wof0Y+A79nVPeRbUy7sfkuZwp7cTper+m+trmz8/UrvHOhulsDa7PLhaMGkDdokZUglrs5wGu03w666iqX3vH4QvLrVUsQ3hmE/yQIv8nd3Oa0vWHPdNpPjxmPtPc+iD7BY0oj82EZdQ0VdywcHZ3wGMgJwugg+TNBQcHSIHTkK/gAfxgG6So0nqp6SPVpveQ6h+Jdp2AuQRFF3gzb3gu/EYqNQZ233DOXpWd7UDKnASY7xSVzNstva+U3tfLb3A1vzck4E2Rs/8hlPCerRsr62R2w2FGPmR8tom34fZOj7c779oGpc9QZ7kiBCwLdLxxqRaaFkcrW3dsaZoizz/FSFWTH/AA2SZAhFvqmqDmoh9fjnB/q+orX3rhjOmN1HpFoFziV/L9AJv9XHkuV8TMi6qB2hgrKDmo+yNmImamoahzm9dQuVbUccAyp+QFqN8pvNstn4F+Q3Bgkn/HYqGq+P1TZ6xYUptouHZw/NM9rTHEmNhZ56vjf4ZpDe5bXz2isuqM3Ow7zWj68CrnDpbcZeB1y3lyRJdmttzkF02U9kJcivd7KGT/la2G8ID2cg5w7pHlhCDE0d5Ib6VVwJ7kbzYzlQddT5K2ejb8r5+wwaCbgZBXC+X1QTKHbQQ8hNntUY5q5buPpWnv//HyQ9lPeQMsl99tIR5tXjOhBOlYUc5ezIQBLi4YY3/WlwAI4Y7G8nwx0tAFWOwTregWZVHptbIbT8rv4J9iw+cUWWc4zYz1sFae3fQXOWRemhOnFadd29hpv3xbsPP6h6SCclzh9Zl7rw/YHK9JG5ZTazoFqZPXiucEX58vrLgokM9PZfPMmMusxozXe5K1WG5tvG8dcg81V98oAZ31mkTV6r/n5ZjOnTQOnNLf+6of8cQ3e1KC9+hYMOSQYG+RN3p6q7hcW0M1RcB6FX73c183OKKMRfd30qpAjpyjamTGHc/DDzlsVWyo2nZ9/wEz5jzovHX45uYlTLB9Ec/Ewh7m92fDWvIgm6EEmaIAnOZjAhaysc9aYKns5I7+tbigeWHmWxx92otHZlSBtVNTtIGHuoDvRmW2MjwZ8tDYKSUtB2ptCdDDOGaenZXx0fHyvyHPIUc4ddFyip80pBGq9w4lqbLtrrbSZ23qqT/fM359qqr1VO/SneiknwiyvNz3jpXR02leCnEfTQEKxwg8ugX9AwnmxkSw2Bi/okzWduXb2zLVLbHn7cs5CTBv/Yv7MhyFOfbVxGt3+3m/6gOLAF0Gdf/WCAiiGplj4F4RDgcTjSCqowdwh7THvPvH+1fZ7y/Sl7dWXv5iyeVvKa43fQWrjrsBatkh96vyQtYkJuiu4LXBcdOptn/H2z0zonAA6YDLF+exZZKRegmYgOLgsstfKby5HDRKkVwRrkAGEVvTDQJYiBQDIACsDS9AqKNqOGcwOg/msbKwxssna9u6WJOu9y1QVjz84Fut4s9F2ZNXCiA7QameMyOc4+umFsweySz5jvD1j7Ly5yIdTs8BUm4amm4bGx5o7yltarNW7le+cbHcJ9rJ57HF6VLwJKtsf2nJQCMeWGpAmF+0xk2j79VUYJSh9c3Kn12qW7bkGGNW9xNIWP308Z4FN0PN87hoyokpxjniW8hUXd2xgTqt13zxyd6aBQ+0FiFqX50AbQ7PoGA7N2T6XNdSw+ecfTMZbTJwxBkklM53IOgMcNFcH7HfaX1smsXBIDpRL7ZfBSgAZtfeaC0y9K2Wm7bL5lTN3Gj9DbkNWrLmBtV+mHmCxnszNLuORlcGWGJixMrpqJbCNU0buXOAKYPcgq9orgd3cOYwsa6xY8/nlMws2Il9Cznsq2Pl6esWWdSIb1yviFE1dl+malVrW+aH29fIVcSppk95duWZt57z29coVW0Y1MTDzAyPPZbwpfATb8dP3VkWukx1bhcI77VAgWREE+jxy+LYS/NyRgraVMXdLugratdrPtK+vQo13pB5F7efQSK/jF6Qmr8XQXt41btsd7euG2w8wP4+Nv/NS+yKm8Bc/o9I8Uhfb3eMNAtredcDEDV4ffR79ZIYXCgXNeRjYed7aw9oF9vVuG2RfgvXpqkucZTAPs/ol4mNNi5mV4JvqlxY4T1TyHOkCMqdHebTbbb9shwD2cOrtwkGX/dXZ81daF590EZRtna0HHNZfCGbP797hNEoFe6DOcqRvz+e62sDXLqjOut7Pdlir/HRZbfuvwCq6F7dCUKE/pDvgqNzH69BTHZy2uPqgo/L6/xAW0Lznks6/Gk/zStUV9VN62xSvVc1LyI7rUEL+7NBiFWn+9JTjzLwvymMnlT8K23ZtUG+e4udDK/JDBufDUxfn6Itj9y1bHpSJg4I4R6V3L1TUvHPx/PUT8P/Li7Lmf70oM/73oUvTpz5DthgH9U7Onmj4Hb3tdC2/FPkruv0TF3rvIFyWuK8/EDyG7pFdOxh+6f/lHjz+3qibyP7BjLE5iAI0TVHNcKanKMDQkmajsRMKWvRtKHYZe5vhohxACUeK7LZAUYcFtNYIkzQjMwno3BqfgAY5clGGcMn9JlLfxTnFgYQeBKDsZoRC6YXBxt9X3790dth64/r4UMO0INQg+ykSEIzTUgztNEjgncx7x8AYKRdLwWcpF3bQU6+f1AeCKE7LO0g2Nui+64D/jdUXbg9e+JC++OEgvKn6E48H3juN1igsg3nnT81at9HR7LhiuPGZ6a9Obhev5+AVU89pqXPobn1QzQMLg6u9zl7nTKfxZvPMDDK/869nf89b5hPEZX6553pH8Yhm4n3FAVVLpoJBizsA+0A6Vg9s3InSPrQhNyzs392/jwzr3WwWLNtV1M9C4tzDS1KcLjjDAMa5DKu3X+VWKZAgC64+yGmuIZvgLEPRnwgbdrwU46QvDV8ZP8dU8xaeRpCJpxEeQ56jv05jGbtidKd2zFgWdIbfpUAGUsqFbarOZmOnsbmzuZf7uo14IJwDgnrhclmln/GsW3vNw0771bMfcWeuUQ1/RBsXv/OXfDsh9/6iXnJxpXhjc8+MWThWUH42G66xBYPapqpP+OMDnHeQSk0Vt+2J7Bi/JuDn+gtoGZe9gp13SOj3G+zGI4L9QI3uAMzf4hWU/c0b88eB4M2VGxWysXPUKX7B9Ft0gHnJrt6Hgh8RuEiqQhRSgE40vOY58OZEJ97uLz55dwdKBfxRwz+c/wKWaPrIs2Be8VA6aknn1dM9EHoLv4pvdWf7SkbHJSXoj0E2sijejSZcrVgunpbeMnPCPUROI5Jp87njFJwdTFjIaTQTXV8k1VONbMvrDQK9cfFnFk1tknvsfBnghdpBRI8ujwl43itB9kwQ0LZD8QNwM8dzg4MojeAO0ut+ht/JM1Z9Jdh/hnVdy/HVBfwkdw8+hB66vdQzUo9trOHsgOC9E83pCDEX/Tws+YzqMt7Hg95CuKoqG13nO5AH4lM8zFM+mBf733jAl63vWmTyQ7soKsf/YbExlUUFdl6prKmoMdgu9ZQ39txhxwTW89zgLQSP1xp+swcnzRw6ZrhVcfNgz93O666bK3YcuOrZvW+tOuBDEYfUZh8Mt7lvLvQBly6Nbbca7g9plyePxb5SD3hO1lltVyBiOR8WSxrC+8OAK3LjEd4Mq9B3p7y+z/yHpNepQru9g533LKt4CryLtuUEOeK5q0MwyLREkOBlnuca7yIGytkkF46WvutAXofsi0/EXAac25ZD6v+OWLXwGmGRS6/OIO3YoHXAeo8/Prk06ZKeZXwkcdBHArz7r7tWS1sFMy8cpTyknkflcPtO9ZIOf0EAzXdD9eDSA2G8s1v/sHnDJ7x32sVDlDvo19vb2dlbcGXmQYQz4UwSkxSpStrJQIglEOlOgfMJg3hQeKkDSYA3FWtYZuieRlMaNy+tAgLKvNx45byqyBhaduuc5NQ1X2a3kJkzZYxeYHHvwjw1X1/07oteftwIL9JgzWb+bCScLdALpwHOFJ7dZK36qtN/dtHdQnuZhxd5/jjj2Q7bewfNBPmLPdQKJ39bnfwsvdjcguDS6vqdW4jjL/Yjxh+VQ+PJjuDlT9hx7860HjEVRc6jyFe5c/78HijEHXpJ5wrnDcvzsLVeuMMtarj9Yf6sJ0TTPb+CheOewiFSTyF8S7lXfZ2eM3oop4PLyfvH+lxgHxx75A2RcPaGjSuBubgG7qTqkoJ5kJDcrfWcWkSF3OUiOQP6nASPMri4gn273AgStx/o6FBkQGwu1y7u+CEC875fu5DRaJ+LkIr6wgFObFvkNeDU9UmP5BKE4RSggqKgtAYHOkbRUoDPx2u1ndpmlkIGceReQZrf72q+N99Tc+Mac3eZTcS7jXfGTn86dKlDEPhz0KJgyLPaoXCg1WqDcAlNxUMZFYll3jCKorRBzTch5MuE3W6GD0JeAOKDtL1cXk8YJQHaIDg+jL3IzQYCmFsHyEXy5RYBQb7D2cjaggy2CtlI1braL1y8fndssOlCzfXqoXm323Fn8P4t2+DtW34rmRv8cG9AdqwBQ0lea7zt9l/oCEbZ0FvCHBllkg4MCB7AOO4ikQJWc2bgwQ1Ry/WDGb+/wzMdC8cZeP50epB7uLPYfXbTQy7vhL8WzYhn/uB7O3ATmdA2eyj+mo6Lf4WzqSG5aedhfQu9Q3IXe6y0oxOpgLMx4znUf0DwxInmsRsXbBfaetSVTQtHGmaWK0AwskI3sJ95NiAGLZ8gijzPv0IwYEk/wdc1Y/fngiSO9qFrQzNTq7XukvMazwQt2dlcPJz2pq4uVHw4JOTq58p+DQ6yi399Pb9ugdNcuK9vsg4NSWqmz2VB+c1+9dqM47XKUfdQzdihIerCn8pehBNp+J1dZadvul4zjDqHamrbat49bKdPTZ/bj06cWux6axnK1NM/hZzp5TR0DFBV02X7fadPz52+6XjNMgdH8Ds1br0zf8ibmT+uymU/P3cLmYdx6p2v2r35z6IXXc6V83sr53NrnHrrK1zuLLSPYJrSW+pRXgT3wS97DjoOcXC/iOSGxtkhfeNvz3kh5/3Dc6C/5PUle9lTc017zS1ftcjY+1iZB1OCp8ghT9aBjzpOfT3tzXrwS9NBx2Ff5rPl83a9zTDmQxqvJXF6gLr2Od/sGthqb6NrPj9b89FrXP4sr0Ofy97Kv7TmwNJR3ainYm7YDjjmy1Be0yTn0eWgI3/Am5c3tHXZW/OXU2WQ1bw24EXZjdkpvc3OIc3aj3ZLppCDrUEv1mquZTvunfNi/MvG0zkOQ4GvwziXeOd82duqDjoMrw0uAsA87wNAMK/DNZ1D+yV72wGHoeOyr4h71Qcd7td9IPSYsq9UXrw24xKQz/nr8iI/pv3CgbZ7PuT7pmcOgy953fPVL4PBl3ymHa6dvjkk0E3D9YMO6xG7N7uwl1Xvw0JTDqQsLw4u/c6lr3b4+q/tbM2V1339x7l28us/zjmPr/obd/R861H/1Xx+497U568OeIkHjm4TGtxnvFRf87m5+qMjdm9+3nSar4T2mld9/X9jABbu1/sVsPcP+3qft13h7f2azz+fn/qswNt7Ax+tG5j6LPmyP+HyS2DfsIGL5l8iXSGzrwsEa1Q+DAi7i5d9TXCPTV173TdwkS2I6hv1Xip+f74LlvCKDw0VF7LbbvkGEO/S08d2hD1KH9/4sqED9qHfIKoYs+srHH690FDt0JvvHvINJOFNdZmvjMZLBx2WAt9AvjE7qLf9Dx/74b2Ae+lg4KPzp75Gw3hIIGTIBl71kTHsCts5b/3e3Q0fAMgl5KFKLw4+rrwHZbqy1we8dHj2ziAaq6iMpkmf4bpBH/csR6bmHH5oENQEfHg4WwHBsPiRBG+MzkcSZ5EJOh8T/bjy6sH5Q35s1NbWlQ3h9vHRL8tzIMfxyw8ZisGPofCG8Qbp658vS5K8kYgBXzdcO+Cwl/mYOG8zwjf9XLLrzX5dwFuQ8ONHnGmIc778kB+a7D5eytmHgNXf8wAPqeDQAJr3snxWIvyg51xsDfpYgQVyAj9O0nBLb873dSHnEMuPGTe0wtrzfD3IG5Tw68G2MVS8ZzCV3y33Y2Q9sPsP+ZhYx5D+ko8FfdwDx6Gv2ZCJ2Py4cMVBx/lBH8rOZzvO+wbPl2859dV+PXap/oCj3G/ahJnbfBi7pMt2tPnGzftXctpe9Rs05+7qqxuWm3749rZkO5L8msvbJBn08a7Ld/TVbZd92XkDJL4COH+cvgJ4J88+gue8ci5utx+lIdD3+JFaBZz7Kv3mPuG1g19vV8DJ75Df5HVI/XY2eg3hV0i7Q2/z56CHDEjF0r+Meh16dfHK4Aok+/EePTID9uriOXTogVZ4mSdng+zySpMPbzqrzcc29tShpeChAd8UPrSI8XBOl4e8FM95lmnwmz45u1Y+pscbn1oNfM8Oyzn/ORhNwbzctiwM5+EiudyP+dr+8Go3mkWyy/wKue5GOilD/pOZzerDA+fKzTeHXIKU6OuGj/ecgWu9gXwf/730y2zHlXM+WoRo9KNE2x8aUf1+YkjPIu59dlBowJLM/Og7AWnAj+tyvuT84L6xWIBrXyzAXfAwPH4ImDwjiJ9zBgTaWa7es1N+YiPnz9x8yU/ubIOc9orfuLd6GDVfL5R6yhbxSX8uz79r8BP8LDoo+L2CUgh83npA4IQCvj37Agg8oZDnBiu43acWVI3Q8579EQSngPrnBtu57crLSMYTiNizoYHgFcaBUNpFro8EccSzyh/wwgWTlaPSTq0I299YGk+Xzw1aD3jFLw9s/Kb6AHX6C0G+RN7TOdrjudSeU2Me2vMM0sEmVMx1DqGeMSLsbSBSWCrsLQvUmS+8TVzLbdDwrJXvP86Zvd0P9/wu6Tkv6j3KZ0N+jeN3S8u8pfi2SOxeoHj7RRWoHIEBCO8Z7N7mXbJAyemiF9/80PGi+kYXYsPeFiH5F3JQb/fzlhsve/HrUZsb8LUFubs/50dDFRC9V/L9GsK/6vZvRzvyUf+qHz74d+jnvJ2ERqFh0FsEaoKhzNs7iAfzHcN3sF3gLfxYKM/hx4pn/SAINMs2HvlWvezrBCi4tnNrA78R7K31ffu8/uoRxJt51HNu7972ZbagudcLMuf7ztfm91339I08BXAwN9r1jT6Y36/Macv3jV7Y8Y1+xMMN/oCt9bHZlXJ66+RQ/L7aqW/k5kFhtudMyF5eBsm8bDYkLIR4Lsm55vVhqmJKX3HORyQNB9u4WVhYHiCvhb5Bg4SUwz6WwLku9LGD99vu6ysO+dhUxSAs2UcXHItdoYN8EO/3unwu82GKN+DmwxVa2jX4Mq+9p++o9bWXt+XlNzA4h54DUHwRcsOVvbPe22Ten6avzdzM4AOb867pw/UN0wGHyTeoPq48jawBDjyIbL5q2OjKAW+jb5QhgWQlkrbth5zlpSs+hoA8uDf5xoMtHHKVJr9ubvMg7UWfTbNzvro5v6Z+LBcuIGrWGvxAP+8F3SdO+bJv5iR4b/YbbQccFQYfgXJ+V/34AK+F4uMmX85DdlTgo7Oa6aYDjvvVfq0X9Ed8CKh5J9vxbZsP9WgZeMSPZJqQNHBtxrMM5FyW+8iNE4V8NCOoZNolNR4AOLuI56p6BfR9YHHrm/KHQLXQ/Jp/ses7qssu3OYRUNMGJeoBlBsRTbhpapelvqp3iMedYDB+AGXmBfJBOFUZztSj3ALNOvUdh321u5sONHRwlXN7f59fuj/14SG7Lz+3/kG5UdNrEtqqt706iDLzRIdwf9kL+Zfn3Winwwv5jaZsR4MP8Irq8164uWWntR5l5ZHGmzweRHn59fvZAf3Vqssos7B+vpIz3/Aq2scUGPiVA3CR46m7ps2EZghv1WcbINE0lfma3QiHy6t2b/W8Yb96T7uhuHMfocXbbt4ynxdtNW1N1Vde9WHtUiPqcl/DGxY3vMKE2JMf7J53T0Me1DXcKefwxo903prkgDe/+6pd72zyYu7gl1chp6gYALbPubbfNVT1ul4D9zkxrfJTKCSHeUygelzTHeS+LfM10+e06IXf2aaP4ErH4xR3qTVYKshodVRNXw6quvZV29eHZoUTJN9cf+eLoShcAigMR5cEh080oHAAf2EY+gYwHH5ROA5gBEXRyHEbfKJQJE7jgMsJkCM2+MXl4bKgJOiP+6Jh2RIYIZEAVBOgcUqCS2AWWIvwzxXDZeMvms+HwT8OOIAqQQk56LhfVCfKIoEhElQE8JbhqRq2DdaDctNcFAZoigZcqwDXBv7ibmGU0C6cAwmWSqNk8BbDuFgUhyrjIAASnKsSPfG1SXgQ+AJxDluUNLhPq43vNGqj4tHVGQ+fmo3aeCP8hWHo2wjD4Zc2Pt4II7Ta5mZtFAyHd/ApvjneyOWEGZq18IvLw2VBSdAf99UMy+6EEZ2dRlSTsTle2xnfCbPAWoR/rhguG3818/mi4B8HnBFVghJy0HG/qE6UpROGdKIijN4yPFXDtsF6UO5mLirK2KxtNnKtMnJt4C/uFkYJ7YrnQIKlNqNk8DYqiotFcagyDgJjZzxXJXria+vkQeALjOewpb0pl7PB31x/3+sbIv67E/GBjG+uv+81v4y6wTfXf+pFy4DUX2txFdXGFa/lXExTK0X4cvknYTyZ/lbVyqVRAfMtl4BZHLwo4dL0ntopX0AgXKGjhVLKVHOj6toNs/e6seJ16fqNmmvLxpiXuZZG2M4GTLJC/d5Kl6vG/+o4s+jG+7h64pWulRrJP5213VgNV54s1bYzNypuHaFuDgzV3KkJe92nzcpdcuRlnAqKb0bu1jxB/IXclwNA00G0ES57+NArvs6jgnBk2YGWGL0+QDyuT+nOIDgvGZFjZ8G9ZdBtn58QbVC8FgY2dyJ/bvzlcXiKDrdCwRcg389AUAX9wldlcFCwRIu8fmq9xzU9Lubp5iCjsbkZloAK5f1+/4er/Np34By5ruVO2Ho923p9zAsqXyLeBysXqv2bHNwud2l9t8Dj6LX3gVRUkNeHXq+gk91pa2trunL3SoXlfNW1Rtu8ree0baD884ryK21tlgrP7435oaY7d+4MnK+8MXCtx2yxXiy/0vhhfdCpb9am/xuvePabtenfeW36h2/E+r+zWB/P/Fcv3f6Pv74h4r87EWf/Vy/d/o+/vlmb/t0vCftftTaVAr8kvLgK/qNrU6nXSd2ykULZy8WAlRL+p61Ne6rvwmValfdaebEGV5crLOiqlrmWRpyu9tyYhbsb/kn4xdyq9S9bjTf7oiqqF9XoLXuZbDeWPPpCVqrdu7RdFVYhy4UPT5nPz1+40ysc07rDKROFoXNaro67t9FLwKt3Dzos4TdmeqoGO6ZmFoWcvtvh6l0UcsHZcefmopBrQx13e928vtGnSCdnrfmmtcrNF4XUgqa4s5lhqLixDteMa6im1vDRLkuY+aYBldZ7b+jGR2p0IgsCdNPzUDXVMXXb83DaDvN5Hi7cXzHPLf88d5fm8a/4msNmn/Ffrle2l1cNtFW0BTGdn6ytsg32Lh+p/WTwY9vQzeUjjZ/cc9gGOJyWTx10GML4w0OaXTsjdkkYwN5qYjhvjuVf682HJvjzWrqf/lb3697mm0ZY5QoZJeDTHsa2fEbtzc5VaqTHV65R27tKjfRnK9donFmlRsmnK9fYfPs/WGNz7yo1gk9WrtF4c5UaqfEe5sy1r1wXR4B5cOyzSuas5+E+bMRpz4Nj/Dxj9jy4P/HLc2/cL8/Q+Ep5XLf88tz51C/P3c/88sx/5pfH/tnflGdRPVP+sDn989zzh+3+p4vyNLGcj/qpHMerwlt2i9NuMfU2z3Ta7vSiN/UVn+ptwnv6hkbz6UaAbLr2sAjnN65DnB+ZldwYmndWsjXIXOL5j6Y+E0qyWu6MWRp7jeP3bK5ex1DN59fuVH3tKaqp/aK5HTBj7lvn2evodMzdqYNtV19HZfUIpfsFtX1SyV5bHGT4rIm1LYKhEWLj0o2v7p6eoC8OXYG9e8HzYBlvn+mgzjb2Wmjz1duW1e/A6SvMwJTrnNFrn9TeearGcQGcRsludNz461+L/0Wj+PtezoGq6TP3JlsX2j90Ka+ZK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</script><script 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</script><script 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102aO+KLYWXGDLBcm4dWUeU3RouyybI1nFhE1hJINNZSyxSuawoK+qpcvLyAHSlE7aArfbqAyi3BPTKCSBrvC5BEs8Ahx44NrjYJF0tKzHU6zfU4RCOd/4G1vaBT0OWgCU05b5HIzON3bxSa7GKzNr5w2ALT4TNfwLzfHrCjDVx76AdWRcbUPPYdbXpbvXaDk88yDKgXGmUMg1j5jFLSFzU+d7Tv4B3cMnAk8tfxeLAYttMLJpyUVFUVBV4udNdXu4uO3wKj4nAjeB+mlWBaf7mdfstTPQro6G48lMgkWXI5AcYMnmih0w+uJVMvsr9JIFp5z7vINQ8EY5Mnq45cmzySJ79TUocI3yRspyJ7Dd+0PkP7mvOax1Le0b/9sBRt0w+jnBc8m2kJufY5F0oMc5VcQdbcvM4mFvmls3pdCdslfTD5reik9bZRezKArqAdi8ICs8ruEsCNoDFBaoj2+zi5ucFtIB2K/JKvKDgqvKwASzC+WukRmlarR5EWNrZGrmT5Z21Uwr2MmoRDWIwPzw/jMOHukH/qZ6nUzJLQdKytCzWH5rwqNH2QOcuE1740HNNPwvKJWVCTuYkRqmrp2KOGoSaucTJVrYpeu9gbrXll9mdlaOmp0pXC1d7aJd9PfEM8zIHEMNi11EuB2cX/Z+7MBem6yFAX8GafMiPtewuA2QAN6EfffQR+Ob28fTkDVOH4NjqJ0qE+jdWqWf4UAEJqJmvBdmY+jdRyQSdtKotdEvreP54xqrXNf9c+U5jauNU/UhisvnnjfvTePB5zOy/aLsosV3SX0IQFMHx6B3faJQphztFHWKNQJLDfItqZo7gmlT/kuhmzguZiEC232EsOUwXdFXzSmJn5WpgBoh+7bOLnc9LaAn1C800JV5UcACwASzIXRlK+nexSfVSg5q7Nu6XS9lr4xLHJj+BOqQIapXiJrUEp08V+x1Xu6S4VwqbjFKHWuJRQ7ZNbUlLHnzwwcB46vv/z2M7c4+7JFc9yHtaXdHsdjBZK0M1NyEqD7Eb0ruN+9dta/cUxopm/SMtoiLKyeGzhEdmNo/5prUHzFKDtMvX3gc5e0xuPh6aIo5UCT33Q9ukJF18pRrZIfGrmS+XlJSRaINEduxCduB0qA+JaWLRwnfNZ9IvNx5yPt5Npx40Hff5MDNy7E94lDpNVXxApJP8virbRAzDN5zh7kn/fYjg8jYRrtxeosqYYdiSxbX7PbKOTr5UiLvpF0Di8Aa5yvUS+KSIVepVo341/WGU6qRw7WawrH7+AJjncOt453m5GXu3fRHBJQgIkqjm7vhIqvc0MC22Qqrc0gPNm3Hl9/xGqnW+ZX/qAFfKVXKDsSZlyWKr456XxiYRjUahQeOfO0sfmuiXdXV2UX85gSfwLZTybo4ZdCupvBtL4uBK8SIM07W9bTnQzPeE9rDRl7ay0VdGLf9qNRle9p+LWDdJjVR568vfTN8hLil9BWHqDkVf6X41l/AwGxTM1mUSsvbCB1xPc3g+l/pJ7P2ahJit22KPd9PYifxJImAr2N7BGxfrF3EEoW8m9yXXJXiIRMwEfSmbvvnyJMTWkbyl8GQNa01RpMnZTa/cRz1QexHKAwVAkda7jXeZQqF4iqXfK3++hq6h3X6bTeDfY39f2ACmE15L/tnFyOdWzIp1ifjrWEPBUfEPsIewTtYxGwZeVeHBbp5dlF+ZR+dRu0CQz7//rJTaxl3sHcWyIkSBgWtS2K2efpNciaJRVN5lx59TbKG5n2gpygozBQaOFSH2emL0GqnhmPUFkvuJtqKicFFgvUTpcvrHit/irbpfrVbLLDFJ4ZkBQ9vtRmNHvfQTLXGrCC/9G3rUYHE1m6Z/vaRkjHiuLaWc5Ufjr6O322uDpJ8C9BUBNiBl01AKx97aaxL3u9XvLzynxcCscXdpjW6aeTW3O4Tfzb9Dka0PQLUE3uWp2x7zgqT0Bt22+CBiCVluV/dgI3ISInp/5VKIrrX1F1CQBN5uYdVY8Wr+KhADLw/fLiKM6JObKv0v4DBiRJPI3TYiiBj/MiUtfQKHAYIEutuWKoxVPspS/lz2avpqi47Q3zYigqX+cp1M/HVlqbTUoh+R/UQEf1wkjZ9W6Yg2uUkabxtRwWo/trubp7wldwkiTLeNqGKJtF5OfJb4KvrVGjlAv4JvF7GBuf5qVWZAVj+PWIIWiLHeNmYAl3+8RmY+S1hidAQmtd02QolnPm4Ths82vlr/qr8IA67P5Dw2h61kKq2ThNTeR0QtkyV1lx0lGxPhuG2EEff/NCaZ+0xbUtIRcqnzthFWfOOnccJ5ef1q+2qHjhi45TN/v4t+rzvUYGE1mzaoLQE88W+czyh3e52xC9Da2SAp+nlx2ysUz/8shep/Xv6q+BVEeG9/veFz2Y9XPtWVNKUN+nXpu21ACtf/PCFd/vdh+kKAF6z/9s8L3Ppv5xHqs7WrzasEfSqit42wix2fxNG5X8SPRo72F+EWlz+RpP7d+letr/oL8IjtcyMDn20udZbqCiemBU0l/iea5n+ii9obNJfW8MKBtdM+PIJ2fpJcii1h9N70t/x96bue87DoxauBPOoIs81X0+wixehDCINEvD6Eh1GDAMvu73mHKq9k0Sxqvd7bR7/12DfZuqKmCFBg4JjmYkFhpEAWSSsvQ3H6aXY0yk19+gkX2qMysoCndmte/kNNov6khcz/EhSBopPR2UXd50ksiXX1PIrYOidm8Sk/7mJVypXsuAu4+oT3P90WNHyewBJYQBizKWJrXPTP/Xzdh45Oq8EYVyGa3reeiQ7eJJqX4WCiM2qwm0RDcUI3i4YNYH7Bn5FDc4lcolRXFiMHvOuMMEaSa3ZkFEFFaRgMXG29kmi2r5V3KPTKOyAIAn5Ub6iZ6T6pdMUl2P4TRl6ifF1wbw8Ko/cwl1OKlCJbj96Dldd7gA1gacG/PLvouBzAA3hXuYFuBylZ7YYkx/keU7qVpVEw8LQJ9Mc6XhNg7es1AZrcxRcg02SKGRu9YRB1Y6v0wABIIxXHtTh1F7wAmHqf40oQDaLdAVgDnuX2g8MGsLpwh1RmF+2XQ3gI3yICwBwWLwPAiQhMxJUeZXUUDPzNe3sgbJfDeBjfQvnfA1HklQRoCK+yNgoG/iYBYpm+Ty/P4XN4L8e5E3Mob2A5d2LgNodv6PkeDMOEWbYqhQ5Yh2xZpztRPBmRpd9/0o9mf33HEpPGh3fT+5FEZc8cQiSkZBf7NSeri2LoAbIsjeFO8RFZmu3i33t4U9bRHDpBaRCentpAcGzWGdVNO457+5MPuLr5R6Lb20AGeraw5RM2+Xs3Jdme66ZE5iHixHsjWdIkP0C3gQfHPSjpVLVU/2vv2ohOc0yCoIpdG+IbsgaUPwuTIeI9VTcwiIaRuZEq7dYW3LBxyx+v0v/8oj/+kWAGEFb2yCUfN3H6IyqxfKzHy+KQKCSyTBLiMKbHD9slXxbINaSDOWV2SUxKKe5v4Q+u4Uq8uIcd9QgTZeSFJyPyikqLzZzJadhvv4LOjYtgk5uuv88YcMiNaSx/oERg6vzemrRIeCVV7A9/+HsP3vPH31OIBvFMGt1mGVhMM1k96dAujwh/1k/aNK2xnq0ZdXE/Uxi33CoDy2gsNty7q+NVXmLyXVx+WmMxq5rjsXf0ufVjXrHzhP03NZHmL7zitddbkp/jqtZM1BKdTCUWV//GhJiQqhwR5qdsIAMKfoaKVwpbwbDD7MXuVWZFffSoZkVxpXm8KGE/oY+9KClKMIMOpu+fCI7H7ze5Js2EfiZvtikconW6rZC4WXdbbJjvCq0Q+eHCcH4YXJPDk21MrglgAcwwCvNZUiINqSGbwtAGucL2RI+scvEacp0gRsBYx8mNk6WhJgaTRUJo5pbPuYkyvdlAgbGPu8nItG1nezhvrinM2K1qlRPoII7jdK1l0jidPJ95Nc8pRd6yJ8HD9MmCsZWPycB0+HDxeN7cUHgxw9d1vBmEHrfJ6HT+Xuz+vDk8rd13Z3MmvBpLTpy42/ztThSNTFP7zHca7VT5d+hc/rdRn9L0/7P3LgBxXOeh/8zszOzsAquZZXcBSUi7K5CEYmSQjCpsYbMbkZrUSgUxjkmMAyQ4wYkSQY1jYpMuxNgiNY1QQhrSqAE31EYtf4NbmsgKDfiW2+KGROSGprTBFU65DW5IIC1t6C31/zvnzHtnH0jyK9U8ds6c8zvfeT/nzCyLdPRPVvki7dGqUKE80s5lUxmJrS+yi0yuIF8KWZfEbtg9uUKNhNZVlR1zSOifQE5A+yT9NtobpU7vdMp7zjsaIAOhB7lZ0U9gc6OfwErqs9oj7Wx5Rs+ji7Xnu4r5xovKs+CtitixLlSl5FQfxn87uDI0yUwys7pHZnN8tmh6aDbvyOcd7Ne//nXEbqrt+lLnSGCo29ZtW9DycLfyeM6DDNC+kqf/30L9c6qofxeO9S/C6O84KqRFnjwRuoqnRuifD0vEciiyaJ57S5PhNfg/72Y7RxqHymxltnbN9jD641rZPjJC+wk5cnLFTYZMuW5tXha5Nilmc2SK8yonQou/WfhNCcpVSUpWilcttIxDKbWCJBfbshQ+F0YirhIf/OSm8JtOl9d3pFPIzSupQXtubad/4T2OS+XsxT/Hf79Rgf9+Q1eYZ9D/b8g+Q0Zo75O7t31pZalrqYFUKUuta4rTNlKV6iY/K43kziV5RaE360gVVxHYeLy1eayj4VKRmGdbcCw66tJV69OOLodivS29msRiCzCLmDvSZO97x5BIYhFNL9WkrDvnvar1/JQVp2J93TvnlSe51vG+4D1yHi1L2NVuW65og7HgoGPDcVEwCVhTBWwoAtDfUm7ACQnRxizkn3KivT235dKpS5NigNt0bjqXNRGF4CVFBOdbJCIWnZtOwh2Z5iYzllu7Hyw6BWPST5Y3/8FM85fXP93yx+ivF6fEXBBHp6xo4opSNlRxDt8yEbcEDNpXvEc2uFnv+G/RbOaF0Ee7P9Ff/Yms0+vn0f+gTYl5HJ3Cpaxpsop1siTfiiKLS0H7uveIl2/NbklreeSpZwda2x995OG0j/3ve77U9o6GgzP5rTef/LcvvSdL/LPbea9tOjwbrPhm+TenxUIO/U/vpt6JTdWJLN86cWLZiSjEHcnnGzMGPzXwkZpPPP2L8T9AfyK8foSdzSmxp6XQPlVKiU5Ktm9DkZKWgnbad+Th3GBvadGHZsQSzpviRc9rFJtlEBI1//nSlElkRCHuSAtf4x3f9rvDn+iv+8SDNU18wVeW+su+WfzNWTEEonSlySiqUBOVlZKFuSPdPJexee/YXeELt1x8B6p/Np3ZKdnIVC/Docoo8smlcl2WkeU7MsR7s2ZKsmvQ/5HOiVUcalzzNesV4GnF+glfHrFOy3MEhb4jZfaG7Qt7WL93/8zN5+86hf/TqO6JkdZnirgiThefXmlO1OITGaJ9xviotJwr57RJC/yglExbZMmVSZ60KZb78A7osGobqo0a/KA1V62KNNsRZKB/sornHrz6uQc0haD9l2X/Vwt18w9kUSuCe+WRWRX0JfO39TjXo7tG7JoyBuzB+7rnyCbT11KS2fjh4Y8VfvAlB9P+24HPwqXzM30vdIsNbLczWTkrfFZmcaji9qXSuz/zri+N3MlPf6T6yIkjeFgZevYUe4rdtBpWIgO0z8qeL08rSi2BbnPMwQvpVau9bu7L3heqIcAnkrSDuuaB3vJLZeBOcdLu9PravwBDEbb40riYxaG6MlGderAICiLnQzupWo/O33EixeEdLpq0kmBRqR4sTpFAggMkkLr1aAvXlR+wIQkBaB03nUvWdSqt1KkHS/BfNKN9E+NH1+8YCyxCz5tUfbS+6tNXo2lKNXowhEsh2gl+NK2084NNjUhCPkcqxRiV55pOQsCHdoRveI96Sxe2LXOoF44kOEDLsm70KnUjNNGKBAfGQUIggBapk9o1cb0IErKhR452Uj0ezS5dzl6BkQCqHyWoQtI0CSFdpZYHsU8knIDqpNiHdlJNwshgBcfkrFjGZSVRpR2sgN5IyId2gh8tKZ3bfRHyA16u4sCP68qslqsoPcNO0BxkGYYxPq1bemJkZnCRX+QLdb1C/IeHpF+Yr/QLi7glHnF9ubqpt4ahclu5TTeEG9L16Jh2pUeI1lagvUyb0OocGR7aZHBHTuneTfGFSp22yQTUDh5P2xA4qNqtemKk5xn00GxB172b52bUbtSBeaVfMc8F8OO1FbVunO4c6RzKs+XZavSdojE+JEZ1iw52iTViVzrakYUmvQd6n8nisjhDGVyQn8WScoyM0b6+z+BtpLVgtDUjamVXsbWm2qp+YqT7mQAEY1FfWud1tmgfMkb7crStpVi21J7TQa+0Iko+tEfJ6Homl8vllvWlfJ6bFbXu0pIsIwtkeH1oRxYW9TI6n8nj8riVWDLSfMgY7ZqtGsWWoWult6V2rsDlNZHUMMjCgl5G+zP5XD63HlsGMkb7fEJbWuvuVW3N6W21PVPIFXIbsWypPbWD2dK6mOtDO7KgycC9CqSl6+uVpMxx+n4FMkb7rGqr4YmRpmdKuBLOUAMpT/lJHYSM0T6pt3XKbKvMYCtfrbkC0oZIai5kYdwoI8SFOMkoY0GVoXbpDuaCjBIf2pEFg4zGZ8q4Ms4bS0aRDxmj/aK+N1T9TBVXxRn6cTNqh0jXk4MeFS2RR/jIwoAqI/DESPmzDWwD6ohEdyrQRDm2viheFLO9aEfs/H5l4ncjvyR1WJ7KSPULMykHGOEInD2pQUEgt05G6M06Um47taf1VGdT0W/lfrLhwPRdJY8SVcvBkkfphrzHHL/dveXlPyX5TDFZ5b6rLTXYjjogk2k9abNZU/q+CFOl64wwbcSz3akik8qwwjGecc6nLabxXArRuEtgmNSVrPUs59fNGo1psezwCsJtP1LG/Xcv65D36kCoY+bxzsZuwdtMw97T1tPW1tglOJoLw4N3DN1b9IHWxh4hrbmpsbUxq7nxo+0HC4+O+5tchTk1n1xO5Wc+1Pgb3qryoumDXY96nxi6uTHL6XT+d+sRtLKzpTW3qCi1PWFIS9KYQhRJqAuWHwwcKwp1Hi/rRF3bIjxNGnMGuzvLeqI1/zdan6i7dOq2UwdzUwOWi7DJE4BO/3pWj20lsr/qz7eWsBtHRm1D+SUHsnZ1pdy1kHpfrn7Mf/dgmjbof2DRYHRXmt7svoCSL8mLQnlZR0LCZrA9v2/3Qnv3C6S/kR27v+HV9TfIU2405sr2HQ2VVt3bVD9MBjOk2GYlLrZjcpGrkmjWHO9WjwdK0oRc9PqMPJmdfWxJbLhvJpQ6th1fVh687+xOfpQ9wQqRPxroHC6qVie+E0mOmiJf+PgU13oEvROB3orITSpOyfsT3t0lR4+cL20pX64dym2t33Tkg0/WjwSzdyUvyZQ65fcO3TrWufRE202BBALkqZ6s3cNHV4rbyk6Uo38cHesctw0+twWr3vHWYOuHh4qm0+I/B5jM37wtPzRZ2nnkAfSGbA2bz+QzuWius0jkxEJ3Xd7mbQ2hjVL6UnknAobYVqaVaUJAuWOF58R2txeQ1lBaqOvIR6HHLBMtVgR2ZCZtjO1kOpl2QjDMEmYYxmGkLrJdTBfTSf6glZf/ndXJmSH0z6xdyr+4nhDl/3AdddMAtoUkAs6mjbOx/+51c3/S6IYRnWRj/+usJdpria4D2h7yEnQubYrtZXqZPmXC+T5MounmP1uLCSKZTZrMKfeKEZ1hzzPnmQGCpi7yEuIyl62gQRO0BFBnKItA82mz7AAzwAwRyCVDOxeN0Bw7yAwywzgIbY4FBLkX3AtW0CiRVMUUMQu8FwmrY3OhLTag8+wwM8yMYXk9zjMYFKc9v5gDrCuUTbCFtAV2lBllLmJsLCWfmUece9MnsTNGcBGD4yQLHusErN396XumjdASO8aMMZNY2mxKOUjLAmnFGeWsCVxmLzIXmSkSkDImi5lDZKs7xC7bJgHtDgUIugjoODPOTCOUvFB0C2LJ60QPjBvZFczOkEA7sEz3pvuiEVpj4z2diIKnmCmGvP3DMHViNhlSbbrHgOsJ5QIHZXgpbR1z85jrdcgC00dV6AETBEHh2IOIg5BU8fcNG8kNdpqZZhawuCLne+b4AMgr8XxpyIhtsjPMDLOIsT7HLKak9EGAekN5BFqWoSWSKM6vEuqEt4gxcTQ3y8wyy5g7LwvLSh8wQhw3x8wxKxhizzuYWT4XrdEIpPN9ZnCemWfWMLjo/APCnfKWMwwC+0L5BFxJc2BwHYNLzqcJyDdBW9VrBheYBWYjWmKPkUvD3CbmViATkn8rP5URYruNoMQtMosMrb5+RUD89lUXkOdDhYRcS/NyS8wSw2FyOIWTRa74Lto6zWCsf0pvN4JZOrDcyZycwW9+1XmYL7aZwRVmhUlLxyWljmGyGYy2ultZftmG4IFQUajt0jRqcNOyuThvlLXIMJa8nhbg1pl1Jkvxwp3Tshf4x5uMYC4Gs9Nxi8jcOoAmJVrc7MM5p4xcHrfBbBAOeTWNwdMXyKfTtkZAB0PFBN0AFE1gBCzQKVuDEc3n4k2K1BnhQo6zcbZ8DHen/GSSL4IgjfqqbDVGrphz2By2QsxNOsYxVpdeBdBQqIRAmwCl2dJsRbr1SEXKeqQKlfwoIkswWWxBVhhFlnAxlzidMJIwBLR5bWWYnHZcxFxLehlAw6EQgWhXOZdly7KVY2jQ+XFC8Queb4ZicuWOsy83MYiEXgYTsrWxJUb2BJdty7adwDJnHUCWgMzOdLbYiFVwAVvAVpFOqp6dYxiT0o8WATYaKiMYB1iuLddWJUsbk4UVGqEqDFWnq/XiLgSSivF2E1vNJZiqyrfi61TZLkRj0dvzgBwLlRPS4arhCm2FtoZ0uWrbPorEoqrtloARrMNgI4nNYwiDptDENHLFtmJbExa26Bjmy0DUQLrXDJXYSmwt6XKN5icYqtJuR+TF0AlCprlOYbJVLqu3ELDOc79kxkI2SNJ0ta0UECm/eptmZJss2HKFdZjZOI+pETseqiCs5Grh4k2A0ka4FcNdpB4IMX+HWfSuHJNl29xnQNu4mGsaN4xkD1dnq7MNqkm+Yluw9QKMU72Iz+WXgJ8KVRPe6+rlGmwNtiEsudN5/y7EMu6Lnq/fsmgE+7hGW6NtmPj26yd7ENfqrmCeWjBy5zm0nmpU4yoId2bezKEFlGMK16twT7FzAE6HagiY5RrgYq3InE0WnDGCg1yLrcU2rlTA7Mt4oSaqgJ0ltmkjO8TFXtQ5BehMqI6g2TJq/fqsCR3m2mxttmkV7dbQcSM5yrXb2m0zmGxJGenmqwFs83Vac7Nycfow4U55//wiYLOhBoIFXGNcp63TNqdlfBciScbfOaayHyVsl63LNi+/Pk0kcp5Ro8CLGFpQoRqAHJ5hIzTOxVzUMgTkXKiRkLkyqS7hkjnOjE1yMV9iHzSTvbZe23L0O+D8gBGcwuCKxcvi5wGcD50iYJ5rmovzGno81PACeq+RnOXQN2A2VLKTbyAk020GB22Dtk3FdYXzIGwh1ESwfNccxmiPGesyYvMcesua072A3UCisdOKs3hRu93ILXCjtlEbeRW8yIkp6Lm3AbQYaiFQoWsRQ5LiN5ZgKP5azeCYbczmlUGeV0CXq0UGT1zq60TkCjduG7dlY7LE2cqfQr18T6NR3Bo3ZZuy5XrkPl8Lpuo8bANgS6FWghW51jGWp2BNClZnxDY4tJo0PwpjaozcJjdjm7EVylwT34SxaiNE87O2WVuxIow9JWMsXwHgcqiNgMUuBz9vm7eFMMiecDZijm3wlBuxNH4B6v0ygo2JGGr0lMWBKkBWC8KaPCEZW3mhqJNwi7ZFW7kltxJql7kSl4S5EyauxVMic9hZhC3ZlmwVUVixEfNCD3/ZVuWRRxMNfCvCWj1FRiybX7Gt2KoJVu2sI1i7Jx+wtVAnwUIyVmPCOs1YHr9h27A1EqzBWU2wHk/AiOXzNEtDDMjShCq+jbjqzDKChRhsIWCjU+b6PF7A1kNdBCtzhXgv6wXfkC5qGVCof0oboQo+wAbYXlIGO53FSJbIjnvW9hqwKj6PzWPPe8jcRxHfjqc+VoxQNYYGiKxJETHslGcZoI1QN4HKXTV8PpvPDmKol0hyz3qWjFADX8wWs6MkhFNIkpud9cwboUY91OvM5zsRNheNlbAl7JiH9OgJxc975oDaDPUQ6oTrFKYuGqkFz6yRauJDbAhix0TNxKe6ELXomTZSLXwZW8ZOekhXJQ9RqKcyBRQd7iVUhUxNybKYPCJswcObuFa+nC1npzE37CTYhmfSDKGFrjMq1I2hcSPUhqFZ2UWWUOCi8yJwXLiPcFXAVbAVFlzqmJFrx9yczPEq54riqtgqdp7kniHwXQ/KP5ueUSPWibEFE0Z7hwFzhM8TrNrVxVez1eyiCeO8Q2ashq1hl+QHdJhyS95BFfoogrpNEHmvZcAoqZtHr7gsR7/9gri08ADhalw9fIy3ZM6bOcOjQ5XrM2K9fOwnjL1mFL0bs65JJKSAMCk8SLA6Vx8f8/2aHjMZc8lUt5Ec4tEr2A781HmavKrtLva2W0EWL3S3AecNDxGuwTXMt7FtrIS5eSdPpFV5U1vNWDvbznoxNiO7GfK2GKFRHYTdHJDfQG8ycmN8J9vJZnvJjB9+X9x9wnsKoKzwMIEaXRd53VvliyIRFfI2xqH0756buHG+m+1m8+RgevlBHMo6IzTJ97A9MsQsiYNYVLm3Bqjs8Ch5HHJKpvKN1AmVwrJM1Ax4bFBezFdt5KZ49BZiocYNxeMsXmSsAi4QHiNck2uaj7OMsCIOq3/d8YSRm+HPs+flTwsskpVKaBbACM3yMb8/UAZkbvgiIVtk0nrpkwmd42N+1KfESM7zQ+wQS77puQTcKKoXT3mLragKI9WEqbzwOKFaXQv8MDvMVmFqmXwYyN3pLTJDMb8fVGgkFzFZo4obw+KYfCO1xI+xY/JXZ1ZkqtubB1B+eJJAbQDF/DRNrpFc5sfZcbYRk2vONCyu1xswQisYOoWhdYAuAtTnzTZCa/wkO8k2GaDz3iyACsNTBGp3rfNT7BRKQAPEeGNTm06GYMNeVjJiG/w0O822YiwtRXDw46hb43WnGbFNfoadYdtkaYQa9joAKgpPE6hThtrNskQTRttn2Vm2E2N0CqHGvJwR4uxz7BzbpUKTaBrGSxshh32enWd7MMSlcBga927kbt5WHJ4hUJcrzb7ALrC9GHLI0KR3PTZU5HxPi32SPGQZY9aMoGRfZBfZPgz2OXZ+leOnyGRnWTS5xC6x5+XYoDE3410BqCQ8S6BulxdDAwZo1rtshLLt6NMlQxjypmxyCJr3LlpBlh8/WTCSRXYOtik5aj3LCIQE2DUFWCg8R7AeV7HdwTm4aRnzLcmYf9KIldkTrPUbBb4sPK/w5fYEq/yGjfwJe9zFjEN6uhfoBKsBB418hT3BOkDEl4cXFL7KnmDN33kzn2B9n4Hvc1XbE6zs6zPzCVbx9QJ/Iryo8DVWvH79Xo+ZT7Byz8Cfd9XZE6zS6zbyDfa47wp0AV0RXtJo9CkeDtOhFBavyXN7fa5OI9Zoj/ldn3Y9OeA6ZU+wPLAtAW9eGNgKfFV4WeGb7AkWAUbxCRb8tej5QVeLPcFKoyYj32pH705kY34s5eAsYt2bvntPAVYdXjFilm9jNBrJNnu8T9w16OEhGbZ8TcNEdtoTLGGsAb4mvKbwXXb0YlihkjHYefTaGMoZTme1FRnjDbMqPTvsGrA3cU0c/mQgmpYexUKFNp+zxMy1cC1cBeZaUi5irM1XDFBdeF2BBk3QMoaKzFAr18pV+UjTHiZUn/chAzbqGrKjbw1WR2FMvpEbtsf7ZiGCG8IbCjxqb+falY9atKbI35Xo8uUasTF7zG9fBPTkmExafufCRF60x/ymRTaQjeFNI2n53Y4sIzlu7+a6uRaSePnSGkq6Hp9XD100QijMa+QJuQmbtPdwPVwrxrpkasiXBtCpMB2WoSl7H9fHtWOoGzLLOn7c7DBC0xjqxFCPDI35OD007pqxD3ADXBeGelOGMXTRt5ljgGbtg9wg1yNDQxga920A1BTmFGhOB7U5spghbkNEa4mWbOtGcN4+xA1xvSSnNDI+DLa6O9mDa3pw0rVgH+aGufNY4vkUIm/atxITwvlOlga5bhnAlrAjjMd3k65F+yg3yg0o4CC3KT/yUzhZ4JJ9jBvjBqO4RT02JWNDibBl+0XuIjdMsHJG4cpZfgHA1nCaBo5z49woAcuAoyW8MGneiK1gbMyElbFzemzatWaf5Ca5i4qzAwQrZ2eN2Lp9ipvixnEMD6dgyr3imwGoLSxp0DQ3zU2qEAfQmm/aCG1gaApDozK07pvSQzOuTfsMN8NNy9B5DG34Jo0QLcxys9yM3G4QaNM3DlB72KtB0NRzsyR8Vcx5ziHh9WgXjRiHsbkobEyPzQI2z80TDFW+OzGHat9bR42gA4PzGLyYQjBHxjBAneEsBUoTFjjYMTSe0selAZSWMWSEJAF9Ln4RQ+yYTLFcxqAem3N5hSVuiVsmAahjMIaelg4YsSxhmVvmVgjWwPQSrI09D1hXOFvBsoUVboVbU6QBJxFxbJ8ZXOPWuHWliPYQrpPt1WPzrgDGNlR5PYo8vscMrnPr3KYCsiro7AawOxxQwFwM0hkYPAUCvYjrYbuMWJ6wwW1wHP5QzEwKptyFGZ16aMGVL2xym5wDQ7MyVJTRnhgqzmgDqCecq0CFAs3TfBqG+CmgslD2yLPGpCisVY8tuooEjud4L8GqJAwVZrQkAzUB1BvOU6BiGPc6+CwMLaQw3Vw2YNVwe8rMpfFpfLaZ4zUMLSZ0lWAsYMbYRr20JVdIkHiJz5Ux1dEGoPrC+QpVJnh5L5+nUgFM1RmhciGLz+ILFRe7ZIqp1mPLgGXz2dEYW2XETmCsSPkwE485kWUrMhB4PlyogFVCLp/Ll2BwJaWdy5XQQr1yM5TH5/EhDC2ldGGoIYM1UCuuakyVyaI6MdWSwZSZqXw+ny83ONiSEQJoIFykQDU6CLzfzuVh3zdklFhxJxJwa8AV8oXRXGNGsZGrw1wF5tYJ5m7PKAJoMFysQI1CMV/M12AoLZUR2rh8wAYyGCHfCLYJFXwF3ySDKucUsvTcuqsdcy2K78RGBIL3ujO8RrBTqOKr+FYVbJDB3gwJwKFwiQJ2CdV8Nd+GQW9qA1cIDg9npJmhGr6GbzdBjENPbbi6MdWJKSmVIdhgBstwRq5HqOPr+C5ZGlMni+NpwIbDIQXrFWJ9MWxjjwHsExr5RhksTOWV72e51vXYpuu8EP9rXWtmPP6XuVYAHw2XKfiAAa/gijHpXDZSg0IL38IPKkKrZYxf0mP0tiGhlW/lhzCW5ZRkjvPM2hZlkCwkQGQb38YPywIVecwCYGPhckXeMKZGZapK/hLyvBEaE+J/M3lWj3PbxoVuvpufVHDhhMzyrmkAL4ZPWID4HQ0M4jc0pozgpNDD9/BTGaTDfM8JLiShbjXTH8X18r38NOLQAknEkeWRk3rOsW0KczOEY+YZAjIV3Dhw4+EKUoM7tk0LfXwfP6t6kClHLpN3SC6q6AMEjfettTEjPIPhedIaFacSUljPGNVjadtmhQF+gF8grXe1I0RA9JoDlzkM6GS4SkHnhEF+kF9EKF4st3eQKQMYr5W7a4kdMtND/BC/hN0/7xgFtFxCq8Q32EEjOI/BZRJRy5hrd5/iBvSUBNQwP0yoVD6USqQJjszzgE2FqxVsAWMrJiwts8+ILQqj/Ci/RroQzr8o405I6LnXHBPFjfFj/Drx27Fx+wnw2qe72F495d22hKkNLK3P+TKRNuepsPUANx2uUbhlYZwf52n8rviY83IIc5I3y9Zl5FY0Di32q2JCXIVElvtVs51Gdk2Y5Cd5LlMeln+iBKFoXH65XQ9myaAjk2SeVMy52fxMhM2E6xRsXZjip/i0TDl7i4gj+TvYaiQ3hGl+mpcy5VDzJVyVHOxUS9KbSTpGqQQUCjNb9Fj2tk1hhp/hszLlZugWwkE7dH8TgLPhBgWkHbP8LJ+NwUnHIFOMwbr0ZfaUGZzj5/hAJmnDby/mqklT/4lGI8dhLlcJtAeBJNA3NejJwDaHY56f5/NILNalEonsicw6wObCjVZYb8rHCXbRd7nGiKU5FvgFPj9T7mPfU4w+HYD62E+bQMkR5ysDVXo2F9glfokvIoGRbAhsd09xFUDNh08plBdTxZmkAg1icajufpeJy3Is88t8SSajvFpFg8Q6SX65aog7YcRPOANCQGjJIq3rNwNsHW5dV53e4OZti+GWMHn9IG9bkzMkhIQ+BPZIddJg1lpg87blcFv44gs0BsbZMRht6Zez5TMlLrKgTSKvGOe58IAMoCO3t3/+4ra1lLra+Xdjn+RtaxHOC0OCvhXLZ9K2kXZskHyWcsM1JOA940gpsr+cwjTWzikCRoZY9UW7fGYuDSol8jmyybTn69i96GsQMTdW/XUadVVbPIhCv/KN5ZaqN3BaM1Husk6Thnn7qrvJ+bYPwMjbPgT529Bn+obvWC959tnH0LbrK4/t2gUXecN6j5Uz5cxj3fvymSxm+tenf71daBd6uV4ui3l99mx7tv1a7Bc+Wfikoo7lz2t1460WZrTXfbLuk4mYEnmLTbTAvlWXW2Ls1z+MaEf573rIuT67dVjRXHwim7GYxHaTi++t7m1Cmyler0X21fvxzSibDZ9siFt23sz6ovDJoifbb267mdx5Pw09DMfFx9FfF8bpHTgFxp3qEjws4xLdLmaD2Vuwk099z9G7gve5nMdvv+cH7lNOS82RZGySduNHcqNRznD7m7ic/dvfNX73ty6c/d0vN1UvfOCpZzs+3RHpaKpdtJdnPBRwNXKN3Bz/fLGQtu2hjcJ2W80+VQf/1NlvLSi4qQBJmURSzo5XWWhhtFgAibku9BVhZcdaAZcmTiKu0PvaCzaYHmYMc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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|